{
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      "cell_type": "markdown",
      "metadata": {
        "id": "osor-P0SielJ"
      },
      "source": [
        "![](https://calchamberalert.com/wp-content/uploads/emergency.png \"credit : https://calchamberalert.com/2017/10/20/what-employers-should-know-about-emergencies-and-the-workplace\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gZe_r2pMuOgm"
      },
      "source": [
        "# Table of Contents\n",
        "\n",
        "* [1. Introduction](#1)\n",
        "* [2. Libraries & Configurations](#2)\n",
        "* [3 Explore Dataset](#3)\n",
        "  * [3.1 Metadata Summary](#3.1)\n",
        "  * [3.2 Missing Values](#3.2)\n",
        "* [4 Data Cleaning](#4)\n",
        "* [5 Feature Extraction](#5)\n",
        "  * [5.1 Location](#5.1)\n",
        "  * [5.2 City](#5.2)\n",
        "  * [5.3 State](#5.3)\n",
        "  * [5.4 Time](#5.4)\n",
        "* [6 EDA](#6)\n",
        "  * [6.1 Incidents](#6.1)\n",
        "  * [6.2 Agency](#6.2)\n",
        "  * [6.3 Description (Codes)](#6.3)\n",
        "  * [6.4 Duration](#6.4)\n",
        "  * [6.5 Incident Location](#6.5)\n",
        "  * [6.6 Incident Date & Time](#6.6)\n",
        "  * [6.7 Major Incidents](#6.7)\n",
        "* [7 Clustering](#7)\n",
        "  * [7.1 Preprocess Dataset](#7.1)\n",
        "  * [7.2 Agency Engagement Vs Incident Duration by City](#7.2)\n",
        "* [8 Key Insights](#8)\n",
        "* [9 Top 10 Incidents](#9)\n",
        "* [10 Top State : CA](#10)\n",
        "  * [10.1 Descriptive Analysis](#10.1)\n",
        "  * [10.2 Geoplot](#10.2)\n",
        "  * [10.3 Insights](#10.3)\n",
        "* [11 Conclusions](#11)\n",
        "* [12 References](#12)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "COkoB5rY_H-x"
      },
      "source": [
        "<a id='1'></a>\n",
        "# 1 Introduction\n",
        "\n",
        "The objective of this project is to do an extensive analysis of the Pulsepoint Emergency Data as well as apply some clustering and dimensionality reduction techniques.\n",
        "\n",
        "The result from the analysis might be beneficial to a varieties of business stakeholders. \n",
        "\n",
        "For example – \n",
        "1. For real estate business agencies, they may make decisions based on emergency occurrences and the frequency of which place is risky for housing and which are not and take precautions properly. \n",
        "2. For local authorities to avoid planting oil/gas filling stations fire prone locations. \n",
        "3. It will also be helpful for the local government to estimate a proper budget to take preventive measures for local emergencies and other natural phenomena.\n",
        "\n",
        "\n",
        "## Background\n",
        "\n",
        "**[PulsePoint](https://www.pulsepoint.org)** is a **911-connected mobile** app that allows users to view and receive alerts on calls being responded to by **fire departments and emergency medical services**. The app's main feature, and where its name comes from, is that it sends alerts to users at the same time that dispatchers are sending the call to emergency crews. The goal is to increase the possibility that a victim in cardiac arrest will receive cardiopulmonary resuscitation (CPR) quickly. The app uses the current location of a user and will alert them if someone in their vicinity is in need of CPR. The app, which interfaces with the local government public safety answering point, will send notifications to users only if the victim is in a public place and only to users that are in the immediate vicinity of the emergency. - [Wikipedia](https://en.wikipedia.org/wiki/PulsePoint)\n",
        "\n",
        "Pulsepoint logs of the incidents can be used to identify the local pattern of emergencies which is helpful for local businesses as well as emergency agencies to stay alert and take precautions which, in the long term ensure the social well-being of the people.\n",
        "\n",
        "## Data Collection\n",
        "\n",
        "The data was collected via web scraping using python. The logs were collected from **2021-05-02** to **2021-12-31**.\n",
        "\n",
        "PulsePoint Respond Mobile APP UI (visual inspection of the data) : \n",
        "\n",
        "<img src=\"https://user-images.githubusercontent.com/40615350/145330164-98421295-1b06-4b61-bb95-75437415a0d2.png\" alt=\"PulsePoint Mobile APP UI\">\n",
        "\n",
        "NB: This project also serves as my assignments for the course below -\n",
        "- [IBM Unsupervised Machine Learning](https://www.coursera.org/learn/ibm-unsupervised-machine-learning?specialization=ibm-machine-learning)\n",
        "\n",
        "### View this project on GitHub : [ahmedshahriar/PulsePoint-Data-Analytics](https://github.com/ahmedshahriar/PulsePoint-Data-Analytics)\n",
        "\n",
        "### Kaggle Notebook : [ahmedshahriarsakib/pulsepoint-emergency-analytics](https://www.kaggle.com/ahmedshahriarsakib/pulsepoint-emergency-analytics)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "CGeXDXsU-9Yn"
      },
      "source": [
        "<a id='2'></a>\n",
        "# 2 Libraries & Configuration\n",
        "\n",
        "#### I used [positionstack](https://positionstack.com) for geocoding data as a backup option for Nominatim\n",
        "#### You can create an account on [positionstack API](https://positionstack.com/product)  (25,000 free requests/month)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "C_91r73lPb2J"
      },
      "outputs": [],
      "source": [
        "%%capture\n",
        "!pip install geopandas    # geo-plotting     \n",
        "!pip install pdpipe       # data pipeline \n",
        "!pip install yellowbrick  # for elbow method "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "Cx8gSnkH-9Yq"
      },
      "outputs": [],
      "source": [
        "import re\n",
        "import json\n",
        "import requests\n",
        "import urllib\n",
        "\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import pdpipe as pdp\n",
        "\n",
        "# from tqdm import tqdm\n",
        "from tqdm.auto import tqdm  # for notebooks\n",
        "\n",
        "# Create new `pandas` methods which use `tqdm` progress\n",
        "# (can use tqdm_gui, optional kwargs, etc.)\n",
        "tqdm.pandas() # https://stackoverflow.com/a/34365537/11105356\n",
        "\n",
        "\n",
        "from datetime import timedelta, datetime\n",
        "\n",
        "# data visualization\n",
        "\n",
        "import folium\n",
        "import plotly.graph_objects as go\n",
        "import plotly.express as px\n",
        "import geopandas\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "from plotly.subplots import make_subplots\n",
        "from wordcloud import WordCloud\n",
        "\n",
        "from folium.plugins import MarkerCluster, HeatMap\n",
        "\n",
        "\n",
        "from geopy.geocoders import Nominatim # reverse geocoding\n",
        "\n",
        "# data processing and algorithm\n",
        "from yellowbrick.cluster import KElbowVisualizer\n",
        "from sklearn.cluster import (KMeans, DBSCAN, OPTICS, \n",
        "                             AgglomerativeClustering,\n",
        "                             MiniBatchKMeans)\n",
        "from sklearn.preprocessing import MinMaxScaler, LabelEncoder\n",
        "from sklearn.decomposition import PCA\n",
        "\n",
        "\n",
        "from IPython.display import Image, HTML, Markdown\n",
        "# from IPython.html import widgets\n",
        "\n",
        "\n",
        "%matplotlib inline\n",
        "sns.set(style='whitegrid', palette='muted', font_scale=1.2)\n",
        "\n",
        "plt.rcParams['figure.figsize'] = 12, 8\n",
        "\n",
        "# utility function to print markdown string\n",
        "def printmd(string):\n",
        "    display(Markdown(string))\n",
        "\n",
        "pd.set_option('display.max_colwidth', None)\n",
        "\n",
        "SEED = 42\n",
        "\n",
        "# set the size of the geo bubble\n",
        "def set_size(value):\n",
        "    '''\n",
        "    Takes the numeric value of a parameter to visualize on a map (Plotly Geo-Scatter plot)\n",
        "    Returns a number to indicate the size of a bubble for a country which numeric attribute value \n",
        "    was supplied as an input\n",
        "    '''\n",
        "    result = np.log(1+value)\n",
        "    if result < 0:\n",
        "        result = 0.1\n",
        "    return result\n",
        "\n",
        "# API Key\n",
        "API_KEY_POSITIONSTACK = \"YOUR_API_KEY_HERE\""
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "C2G302pg-9Yr"
      },
      "source": [
        "<a id='3'></a>\n",
        "# 3 Explore Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "wEfZt8cx-9Yr"
      },
      "outputs": [],
      "source": [
        "parse_dates=['date_of_incident']\n",
        "pulse_point_df = pd.read_csv(\"/content/PulsePoint_local_threats_emergencies.csv\", \n",
        "                             parse_dates=parse_dates,\n",
        "                             skipinitialspace=True)\n",
        "\n",
        "# to parse datetime column later\n",
        "# pulse_point_df.date_of_incident = pd.to_datetime(pulse_point_df.date_of_incident)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "5aAEVNL24iXG",
        "outputId": "d36e6fd9-477b-444d-f749-993fa75cc3e9"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "Dataset has **361245** rows and **11** columns"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"Dataset has **{pulse_point_df.shape[0]}** rows and **{pulse_point_df.shape[1]}** columns\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "SZehfgf79vNC"
      },
      "source": [
        "**Strip Object Columns**\n",
        "\n",
        "It will remove noise like extra whitespaces. \n",
        "\n",
        "Example - there are some state values in the data such as - \" CA\" and \"CA\" which can be identified as separate entities. So this operation will remove that issue."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "hCnB4R4yH1IW"
      },
      "outputs": [],
      "source": [
        "pulse_point_df = pulse_point_df.applymap(lambda x: x.strip() if isinstance(x, str) else x)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "vKIMbY_spJBC",
        "outputId": "83dee8ea-371f-4cd1-a300-51053b6ce74f"
      },
      "outputs": [
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              "      <th></th>\n",
              "      <th>id</th>\n",
              "      <th>type</th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
              "      <th>incident_logo</th>\n",
              "      <th>agency_logo</th>\n",
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              "      <th>0</th>\n",
              "      <td>3569</td>\n",
              "      <td>recent</td>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Suffolk Fire Rescue</td>\n",
              "      <td>2210 E WASHINGTON ST, SUFFOLK, VA</td>\n",
              "      <td>12:38 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>B1 E1 E2 E3 E4 EMS1 L3 L5 M1 R1 R6 SF1</td>\n",
              "      <td>1 h 25 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/cf_list.png</td>\n",
              "      <td>https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1344</td>\n",
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              "      <td>3365</td>\n",
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              "      <td>Alachua/Gainesville</td>\n",
              "      <td>15270 NW 150TH AVE, STE 3046, ALACHUA, FL</td>\n",
              "      <td>8:16 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>DC6 E21 E25 E29 Q23 R21 SQ29</td>\n",
              "      <td>23 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/sf_list.png</td>\n",
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              "      <th>361012</th>\n",
              "      <td>3364</td>\n",
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              "      <td>Full Assignment</td>\n",
              "      <td>Allegheny County EMS</td>\n",
              "      <td>428 LINCOLN HIGHLANDS DR, NORTH FAYETTE, PA</td>\n",
              "      <td>9:10 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>1902</td>\n",
              "      <td>21 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/full_list.png</td>\n",
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              "      <th>361011</th>\n",
              "      <td>3363</td>\n",
              "      <td>recent</td>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Akron Fire</td>\n",
              "      <td>750 MULL AVE, STE 3D, AKRON, OH</td>\n",
              "      <td>9:11 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AKAT6 AKBC4 AKBC9 AKCH4 AKEN11 AKEN3 AKEN4 AKEN6 AKEN9 AKFI3 AKL4 AKL9 AKM10 AKM12 AKM4 AKM6 AKT10 AMR5 AMR6</td>\n",
              "      <td>4 h 35 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/cf_list.png</td>\n",
              "      <td>https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=979</td>\n",
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              "      <th>361010</th>\n",
              "      <td>3362</td>\n",
              "      <td>recent</td>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Allegheny County EMS</td>\n",
              "      <td>965 BURTNER RD, HARRISON, PA</td>\n",
              "      <td>9:25 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>111</td>\n",
              "      <td>1 h 55 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/mu_list.png</td>\n",
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              "      <td>361760</td>\n",
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              "      <td>Gas Leak</td>\n",
              "      <td>Fairfax County Fire</td>\n",
              "      <td>3903I FAIR RIDGE DR, FAIRFAX, VA (MASSAGE ENVY)</td>\n",
              "      <td>8:14 PM</td>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>A440 BC407 E421M E440M TL440M</td>\n",
              "      <td>33 m</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/gas_list.png</td>\n",
              "      <td>https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1441</td>\n",
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              "      <td>Escambia Co EMS</td>\n",
              "      <td>ROYCE ST, BRENT, FL</td>\n",
              "      <td>8:15 PM</td>\n",
              "      <td>2021-12-31</td>\n",
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              "      <td>8:18 PM</td>\n",
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              "      <td>E432M M432</td>\n",
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              "      <td>Medical Emergency</td>\n",
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              "      <td>SANTO CT, ELK GROVE, CA</td>\n",
              "      <td>10:40 PM</td>\n",
              "      <td>2021-12-31</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/me_list.png</td>\n",
              "      <td>https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=551</td>\n",
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              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-a9153508-7c91-466d-b950-6dd76f9a88b8 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-a9153508-7c91-466d-b950-6dd76f9a88b8');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "            id  ...                                                      agency_logo\n",
              "0         3569  ...  https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1344\n",
              "361013    3365  ...  https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1079\n",
              "361012    3364  ...   https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=599\n",
              "361011    3363  ...   https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=979\n",
              "361010    3362  ...   https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=599\n",
              "...        ...  ...                                                              ...\n",
              "358158  361760  ...  https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1441\n",
              "358157  361759  ...   https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=874\n",
              "358156  361758  ...  https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1441\n",
              "358162  361764  ...  https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1288\n",
              "358066  363743  ...   https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=551\n",
              "\n",
              "[361245 rows x 11 columns]"
            ]
          },
          "execution_count": 7,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.sort_values(by='date_of_incident')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "C8yAJSpUo9BN"
      },
      "source": [
        "Data was collected from **2021-05-02** to present"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Hcs5MVNm95d9"
      },
      "source": [
        "<a id='3.1'></a>\n",
        "## 3.1 Metadata Summary"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "H0i61R-79JCa",
        "outputId": "5982f1b3-e79b-4a55-827f-91b944100ae2"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Index(['id', 'type', 'title', 'agency', 'location', 'timestamp_time',\n",
              "       'date_of_incident', 'description', 'duration', 'incident_logo',\n",
              "       'agency_logo'],\n",
              "      dtype='object')"
            ]
          },
          "execution_count": 8,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.columns"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "hPl2CFL1X8Qx"
      },
      "source": [
        "| **Columns**        | **Description**                           | **Data Type**  |\n",
        "| ------------------ | ----------------------------------------- | -------------- |\n",
        "| id                 | Contains record id                        | numeric, int   |\n",
        "| type               | Incident type (recent or active)          | object         |\n",
        "| title              | Title of the incident (e.g., Medical Emergency, Fire)              | object         |\n",
        "| agency             | Agency name (e.g., fire departments, emergency medical services)                              | object         |\n",
        "| location           | Location where the incident took place   | object         |\n",
        "| timestamp\\_time    | Time when the incident record was logged | object         |\n",
        "| date\\_of\\_incident | Date when the incident record was logged     | datetime       |\n",
        "| description        | Emergency code description (e.g., **E53** - refers to **Fire Engine Truck** )       | object         |\n",
        "| duration           | Duration of the incident                  | object         |\n",
        "| Incident\\_logo     | Logo of the incident                      | object         |\n",
        "| agency\\_logo       | Logo of the agency                        | object         |"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1zoIVNiF-9Ys",
        "outputId": "4003461f-6b47-4de5-bd09-ab5193a629aa"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 361245 entries, 0 to 361244\n",
            "Data columns (total 11 columns):\n",
            " #   Column            Non-Null Count   Dtype         \n",
            "---  ------            --------------   -----         \n",
            " 0   id                361245 non-null  int64         \n",
            " 1   type              361245 non-null  object        \n",
            " 2   title             361245 non-null  object        \n",
            " 3   agency            361245 non-null  object        \n",
            " 4   location          361245 non-null  object        \n",
            " 5   timestamp_time    361245 non-null  object        \n",
            " 6   date_of_incident  361245 non-null  datetime64[ns]\n",
            " 7   description       344622 non-null  object        \n",
            " 8   duration          281278 non-null  object        \n",
            " 9   incident_logo     361245 non-null  object        \n",
            " 10  agency_logo       361245 non-null  object        \n",
            "dtypes: datetime64[ns](1), int64(1), object(9)\n",
            "memory usage: 30.3+ MB\n"
          ]
        }
      ],
      "source": [
        "pulse_point_df.info()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PmXhdFz_autK"
      },
      "source": [
        "### Data Types"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lvqa-8tb5JxW",
        "outputId": "05efd490-27d1-43f4-8e66-3d84b9ef1734"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "object            9\n",
              "int64             1\n",
              "datetime64[ns]    1\n",
              "dtype: int64"
            ]
          },
          "execution_count": 10,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.dtypes.value_counts()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XUNGc1Y9azeN"
      },
      "source": [
        "### Object Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 332
        },
        "id": "FB0tq7pn8khL",
        "outputId": "576abf24-a04f-4cc4-8ebd-25c5005bd4fd"
      },
      "outputs": [
        {
          "data": {
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              "      <td>EUCLID AV, EUCLID, OH</td>\n",
              "      <td>135</td>\n",
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              "      <td>6:42 AM</td>\n",
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              "      <th>incident_logo</th>\n",
              "      <td>361245</td>\n",
              "      <td>89</td>\n",
              "      <td>https://web.pulsepoint.org/assets/images/list/me_list.png</td>\n",
              "      <td>240433</td>\n",
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              "    <tr>\n",
              "      <th>agency_logo</th>\n",
              "      <td>361245</td>\n",
              "      <td>648</td>\n",
              "      <td>https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=100</td>\n",
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              "\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
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            "text/plain": [
              "                 count  ...    freq\n",
              "type            361245  ...  281278\n",
              "title           361245  ...  240433\n",
              "agency          361245  ...    7265\n",
              "location        361245  ...     135\n",
              "timestamp_time  361245  ...     415\n",
              "description     344622  ...    1334\n",
              "duration        281278  ...    6420\n",
              "incident_logo   361245  ...  240433\n",
              "agency_logo     361245  ...    6114\n",
              "\n",
              "[9 rows x 4 columns]"
            ]
          },
          "execution_count": 11,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.describe(include='object').T"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Mnd_rp17aZ3n"
      },
      "source": [
        "### Web Image Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "W_fplfWkn1F8",
        "outputId": "d7e4af8d-b694-4259-a426-796d97ad85e0"
      },
      "outputs": [
        {
          "data": {
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
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              "      <th>type</th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
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              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
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              "      <th>0</th>\n",
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              "      <td>recent</td>\n",
              "      <td>Commercial Fire</td>\n",
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              "      <td>2210 E WASHINGTON ST, SUFFOLK, VA</td>\n",
              "      <td>12:38 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>B1 E1 E2 E3 E4 EMS1 L3 L5 M1 R1 R6 SF1</td>\n",
              "      <td>1 h 25 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/cf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1344\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>3570</td>\n",
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              "      <td>Tacoma Fire</td>\n",
              "      <td>2300 A ST, TACOMA, WA</td>\n",
              "      <td>11:52 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1 h 46 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/fire_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1394\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>3571</td>\n",
              "      <td>recent</td>\n",
              "      <td>Residential Fire</td>\n",
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              "      <td>10:00 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>BC15 E34 E37 Q110 R278 R34 R37</td>\n",
              "      <td>8 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/rf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=892\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>3572</td>\n",
              "      <td>recent</td>\n",
              "      <td>Electrical Fire</td>\n",
              "      <td>Tamarac Fire</td>\n",
              "      <td>4611 NW 30TH TER, TAMARAC, FL</td>\n",
              "      <td>9:52 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>Q78</td>\n",
              "      <td>40 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/elf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=892\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>3573</td>\n",
              "      <td>recent</td>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>PUYALLUP AVE & A ST, TACOMA, WA</td>\n",
              "      <td>9:37 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E04</td>\n",
              "      <td>18 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/fire_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1394\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>3574</td>\n",
              "      <td>recent</td>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 24TH ST & A ST, TACOMA, WA</td>\n",
              "      <td>9:00 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E02</td>\n",
              "      <td>14 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/fire_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1394\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>3575</td>\n",
              "      <td>recent</td>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Stafford County Fire</td>\n",
              "      <td>1287 JEFFERSON DAVIS HWY, FREDERICKSBURG, VA</td>\n",
              "      <td>5:49 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>A6 E1 R1U</td>\n",
              "      <td>8 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/cf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=785\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>3576</td>\n",
              "      <td>recent</td>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Suffolk Fire Rescue</td>\n",
              "      <td>101 ROCKLAND TER, SUFFOLK, VA</td>\n",
              "      <td>5:04 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>B1 E1 E3 E6 EMS1 EMS2 L3 M3 M6 R1 SF1</td>\n",
              "      <td>1 h 6 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/rf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=1344\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>3577</td>\n",
              "      <td>active</td>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Suffolk Co FRES</td>\n",
              "      <td>1701 AVALON PINES DR, CORAM, NY</td>\n",
              "      <td>4:27 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>?5-06-A</td>\n",
              "      <td>NaN</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/rf_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=127\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>3578</td>\n",
              "      <td>recent</td>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>WPG Fire Paramedic</td>\n",
              "      <td>DAKOTA ST & MEADOWOOD DR, WINNIPEG, MANITOBA</td>\n",
              "      <td>1:33 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2 m</td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/assets/images/list/mu_list.png\" style=max-height:124px;\"/></td>\n",
              "      <td><img src=\"https://web.pulsepoint.org/DB/GetAgencyImage.php?agency_id=984\" style=max-height:124px;\"/></td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>"
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "execution_count": 12,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "def path_to_image_html(path):\n",
        "    '''\n",
        "     This function essentially convert the image url to \n",
        "     '<img src=\"'+ path + '\"/>' format. And one can put any\n",
        "     formatting adjustments to control the height, aspect ratio, size etc.\n",
        "     within as in the below example. \n",
        "    '''\n",
        "\n",
        "    return '<img src=\"'+ path + '\" style=max-height:124px;\"/>' # option : '\" width=\"60\" \n",
        "\n",
        "pulse_point_df_short = pulse_point_df.head(10)\n",
        "HTML(pulse_point_df_short.to_html(escape=False , formatters=dict(incident_logo=path_to_image_html, agency_logo=path_to_image_html)))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "d0o3fFAa9-RD"
      },
      "source": [
        "<a id='3.2'></a>\n",
        "## 3.2 Missing Values"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "kFdFnDnO-K2L",
        "outputId": "1ebc4bea-0b43-4459-efed-7a261ca24838"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Number of rows with at least 1 missing values: 93351\n",
            "Number of columns with missing values: 2\n",
            "\n",
            "Missing percentage (desceding):\n"
          ]
        },
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-7784c365-a9fc-47e3-b0ac-ba65397457b0\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>Total</th>\n",
              "      <th>Percentage(%)</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>duration</th>\n",
              "      <td>79967</td>\n",
              "      <td>22.136500</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>description</th>\n",
              "      <td>16623</td>\n",
              "      <td>4.601586</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-7784c365-a9fc-47e3-b0ac-ba65397457b0')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-7784c365-a9fc-47e3-b0ac-ba65397457b0 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-7784c365-a9fc-47e3-b0ac-ba65397457b0');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
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              "      </script>\n",
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              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "             Total  Percentage(%)\n",
              "duration     79967      22.136500\n",
              "description  16623       4.601586"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "def missing_value_describe(data):\n",
        "    # check missing values in the data\n",
        "    total = data.isna().sum().sort_values(ascending=False)\n",
        "    missing_value_pct_stats = (data.isnull().sum() / len(data)*100)\n",
        "    missing_value_col_count = sum(missing_value_pct_stats > 0)\n",
        "\n",
        "    # missing_value_stats = missing_value_pct_stats.sort_values(ascending=False)[:missing_value_col_count]\n",
        "    missing_data = pd.concat([total, missing_value_pct_stats], axis=1, keys=['Total', 'Percentage(%)'])\n",
        "\n",
        "    print(\"Number of rows with at least 1 missing values:\", data.isna().any(axis = 1).sum())\n",
        "    print(\"Number of columns with missing values:\", missing_value_col_count)\n",
        "\n",
        "    if missing_value_col_count != 0:\n",
        "        # print out column names with missing value percentage\n",
        "        print(\"\\nMissing percentage (desceding):\")\n",
        "        display(missing_data[:missing_value_col_count])\n",
        "\n",
        "        # plot missing values\n",
        "        missing = data.isnull().sum()\n",
        "        missing = missing[missing > 0]\n",
        "        missing.sort_values(inplace=True)\n",
        "        missing.plot.bar()\n",
        "    else:\n",
        "        print(\"No missing data!!!\")\n",
        "\n",
        "# pass a dataframe to the function\n",
        "missing_value_describe(pulse_point_df)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "kwQF9Yrq-9Yt"
      },
      "source": [
        "<a id='4'></a>\n",
        "# 4 Data Cleaning"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Xk1mMEoRTz9q"
      },
      "source": [
        "## Discard Columns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "JYKcJ1eSTyNv"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.drop(['id', 'incident_logo', 'agency_logo'], axis=1, inplace=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "b-ecOHoUP7pb"
      },
      "source": [
        "## Remove Active Incidents\n",
        "\n",
        "Because active incidents are the noisy duplicated data of the “**recent type incident**” which was unable to remove during the data collection process. Thus, it does not contribute to the analysis. "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zkxoNwsB-9Yt",
        "outputId": "1a1f3370-c6e3-4c44-bdf0-1027dc6219b8"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "recent    281278\n",
              "active     79967\n",
              "Name: type, dtype: int64"
            ]
          },
          "execution_count": 15,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.type.value_counts()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "dqjQiBmZ-9Yu"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.drop(pulse_point_df[pulse_point_df.type == 'active'].index, inplace=True)\n",
        "pulse_point_df.reset_index(drop=True, inplace=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "q0XvYfFoza38"
      },
      "source": [
        "Drop redundant column **\"type\"**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "id": "r5XmPQd4zUPo"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.drop(columns=['type'], axis=1, inplace=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MO67PhX8XXyS"
      },
      "source": [
        "<a id='5'></a>\n",
        "# 5 Feature Extraction"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TP5pz3pJWupo"
      },
      "source": [
        "<a id='5.1'></a>\n",
        "## 5.1 Location"
      ]
    },
    {
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      "execution_count": 18,
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        "colab": {
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        },
        "id": "BYxfFwUx-9Yx",
        "outputId": "a5832eab-835b-4dfd-ffa7-ab50f806a9ae"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "0            2210 E WASHINGTON ST, SUFFOLK, VA\n",
              "1                        2300 A ST, TACOMA, WA\n",
              "2                4601 NW 30TH TER, TAMARAC, FL\n",
              "3                4611 NW 30TH TER, TAMARAC, FL\n",
              "4              PUYALLUP AVE & A ST, TACOMA, WA\n",
              "                          ...                 \n",
              "281273             1252 WILROY RD, SUFFOLK, VA\n",
              "281274        913 E WASHINGTON ST, SUFFOLK, VA\n",
              "281275    717 OCEAN BREEZE WK, OCEAN BEACH, NY\n",
              "281276       S 8TH ST & YAKIMA AVE, TACOMA, WA\n",
              "281277     S 92ND ST & S HOSMER ST, TACOMA, WA\n",
              "Name: location, Length: 281278, dtype: object"
            ]
          },
          "execution_count": 18,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.location"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
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        },
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        "outputId": "56db0895-0e6e-4891-df21-9b5ab4237e50"
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        {
          "data": {
            "text/plain": [
              "COLLINS AVE, MIAMI BEACH, FL                                    99\n",
              "N HARBOR BL, FULLERTON, CA                                      79\n",
              "175 NE 1ST ST, MCMINNVILLE, OR (MCMINNVILLE FIRE DEPARTMENT)    78\n",
              "WASHINGTON AVE, MIAMI BEACH, FL                                 77\n",
              "FREMONT BLVD, FREMONT, CA                                       76\n",
              "ALTON RD, MIAMI BEACH, FL                                       70\n",
              "PRESTON RD, FRISCO, TX                                          70\n",
              "LEGACY DR, FRISCO, TX                                           66\n",
              "E STATE ST, ROCKFORD, IL                                        65\n",
              "STONEBROOK PKWY, FRISCO, TX                                     64\n",
              "Name: location, dtype: int64"
            ]
          },
          "execution_count": 19,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.location.value_counts().head(10)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NqqeJdmr5L3m"
      },
      "source": [
        "### Insights and Feature Extraction\n",
        "\n",
        "There are many variations in the **location** column:\n",
        "\n",
        "Such as - \n",
        "* NE OAK SPRINGS FARM RD, CARLTON, OR\n",
        "* W 10TH ST, LONG BEACH, CA\n",
        "* 302 E OJAI AVE, OJAI, CA (OJAI ARCADE (21002302))\n",
        "* 175 NE 1ST ST, MCMINNVILLE, OR (MCMINNVILLE FIRE DEPARTMENT)\n",
        "* E BARNETT RD, MEDFORD, OR\n",
        "\n",
        "We can split the locations into multiple features -  \n",
        "\n",
        ">### State\n",
        "Text after the last comma appears to be the short form of US states or Canadian provinces.\n",
        "\n",
        "**CA** -> California state\n",
        "\n",
        "**OR** -> Oregon state\n",
        "\n",
        ">### City\n",
        "Text after second last comma appears to be city name (or town, county name)\n",
        "\n",
        "**MEDFORD** is a city in Oregon (last example - \"E BARNETT RD, MEDFORD, OR\")\n",
        "\n",
        ">### Address\n",
        "Apart from state and city name, the rest will be counted as address features if there are three comma-separated elements (texts)\n",
        "\n",
        ">### Address_2\n",
        "Apart from state, city, and address the rest will be counted as extended address (**address_2**) feature if there are four comma-separated element/string \n",
        "\n",
        ">### Business \n",
        "Bracket enclosed string will be counted as **Business Name**. \n",
        "\n",
        "From the above example - **OJAI ARCADE (21002302)** and **MCMINNVILLE FIRE DEPARTMENT** are counted as **business feature**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_dgsT0bo0qul"
      },
      "source": [
        "### Business Place Extractor"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "id": "AM5qcC8FeW7H"
      },
      "outputs": [],
      "source": [
        "def get_business_name(location):\n",
        "    # https://stackoverflow.com/a/38212061/11105356\n",
        "    stack = 0\n",
        "    start_index = None\n",
        "    results = []\n",
        "\n",
        "    for i, c in enumerate(location):\n",
        "        if c == '(':\n",
        "            if stack == 0:\n",
        "                start_index = i + 1  # string to extract starts one index later\n",
        "\n",
        "            # push to stack\n",
        "            stack += 1\n",
        "        elif c == ')':\n",
        "            # pop stack\n",
        "            stack -= 1\n",
        "\n",
        "            if stack == 0:\n",
        "                results.append(location[start_index:i])\n",
        "    try:\n",
        "      if len(results) == 0:\n",
        "        return None\n",
        "      elif len(results) == 1 and len(results[0]) == 1:\n",
        "        return None\n",
        "      elif len(results) == 1 and len(results[0])!=1:\n",
        "        return results[0].strip()\n",
        "      elif len(results) > 1 and len(results[0])==1:\n",
        "        return None\n",
        "      else:\n",
        "        return results[1].strip()\n",
        "    except IndexError as ie:\n",
        "      pass\n",
        "\n",
        "### handles variations such as -\n",
        "# 5709 RICHMOND RD, STE 76, JAMES CITY COUNTY, VA (JANIE & JACK)\n",
        "# 433 SARATOGA RD, SCHENECTADY, NY ((GLENVILLE)EAST GLENVILLE FD)\n",
        "# I 229 RAMP  & I 229 RAMP (0.1 MILES), SIOUX FALLS, SD (I 229 MM 8 NB)\n",
        "# 6501 MISTY WATERS DR, STE (S)E260 (N), BURLEIGH COUNTY, ND"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cb-_fc3Z0vmk"
      },
      "source": [
        "### Split Location\n",
        "\n",
        ">**Example 1 (3 elements)**: **`302 E OJAI AVE, OJAI, CA (OJAI ARCADE (21002302))`** \n",
        ">\n",
        "> address = **`302 E OJAI AVE`**, city = **`OJAI`**, state = **`CA`**, business = **`OJAI ARCADE (21002302)`**\n",
        "\n",
        ">**Example 2 (4 elements)**: **`GRASSIE BLVD, STE 212, WINNIPEG, MANITOBA`** \n",
        ">\n",
        "> address = **`GRASSIE BLVD`**, address_2 = **`STE 212`**, city = **`WINNIPEG`**, state = **`MANITOBA`** (wil be converted to `MB` later)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
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        },
        "id": "QdoJleAB-9Yx",
        "outputId": "0f386d78-e544-4137-8c38-d199939c8c23"
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              "      <th>41</th>\n",
              "      <td>150 JOHNSON AVE</td>\n",
              "      <td>STE 14</td>\n",
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              "      <td>FL</td>\n",
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              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>1262 PRAIRIE LN</td>\n",
              "      <td>STE 305</td>\n",
              "      <td>TITUSVILLE</td>\n",
              "      <td>FL</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>54</th>\n",
              "      <td>6431 N 84TH ST</td>\n",
              "      <td>STE 4</td>\n",
              "      <td>MILWAUKEE</td>\n",
              "      <td>WI</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>64</th>\n",
              "      <td>405 S BLAINE ST</td>\n",
              "      <td>STE 5</td>\n",
              "      <td>NEWBERG</td>\n",
              "      <td>OR</td>\n",
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              "    <tr>\n",
              "      <th>65</th>\n",
              "      <td>18390 SW BOONES FERRY RD</td>\n",
              "      <td>STE F207</td>\n",
              "      <td>TIGARD</td>\n",
              "      <td>OR</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281244</th>\n",
              "      <td>4515 86TH ST</td>\n",
              "      <td>STE 35</td>\n",
              "      <td>URBANDALE</td>\n",
              "      <td>IA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281253</th>\n",
              "      <td>223 E BAKERVIEW RD</td>\n",
              "      <td>STE 348</td>\n",
              "      <td>BELLINGHAM</td>\n",
              "      <td>WA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281254</th>\n",
              "      <td>1129 11TH ST</td>\n",
              "      <td>STE 304</td>\n",
              "      <td>WEST DES MOINES</td>\n",
              "      <td>IA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281256</th>\n",
              "      <td>1245 SE UNIVERSITY AVE</td>\n",
              "      <td>STE 103</td>\n",
              "      <td>WAUKEE</td>\n",
              "      <td>IA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281271</th>\n",
              "      <td>34464 CORTEZ BLVD</td>\n",
              "      <td>BLDG NOT FOUND</td>\n",
              "      <td>RIDGE MANOR</td>\n",
              "      <td>FL</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>9032 rows × 4 columns</p>\n",
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            "text/plain": [
              "                         address        address_2              city state\n",
              "41               150 JOHNSON AVE           STE 14    CAPE CANAVERAL    FL\n",
              "43               1262 PRAIRIE LN          STE 305        TITUSVILLE    FL\n",
              "54                6431 N 84TH ST            STE 4         MILWAUKEE    WI\n",
              "64               405 S BLAINE ST            STE 5           NEWBERG    OR\n",
              "65      18390 SW BOONES FERRY RD         STE F207            TIGARD    OR\n",
              "...                          ...              ...               ...   ...\n",
              "281244              4515 86TH ST           STE 35         URBANDALE    IA\n",
              "281253        223 E BAKERVIEW RD          STE 348        BELLINGHAM    WA\n",
              "281254              1129 11TH ST          STE 304   WEST DES MOINES    IA\n",
              "281256    1245 SE UNIVERSITY AVE          STE 103            WAUKEE    IA\n",
              "281271         34464 CORTEZ BLVD   BLDG NOT FOUND       RIDGE MANOR    FL\n",
              "\n",
              "[9032 rows x 4 columns]"
            ]
          },
          "execution_count": 21,
          "metadata": {},
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        }
      ],
      "source": [
        "# examples\n",
        "# 302 E OJAI AVE, OJAI, CA (OJAI ARCADE (21002302)) --- 3 segments with business inside\n",
        "# 1959 MORSE RD, COLUMBUS, OH (DOLLAR GENERAL)\n",
        "# I 229 RAMP  & I 229 RAMP (0.1 MILES), SIOUX FALLS, SD (I 229 MM 8 NB)\n",
        "# GRASSIE BLVD, STE 212, WINNIPEG, MANITOBA --- 4 segments\n",
        "\n",
        "\n",
        "\n",
        "# split location into 3 or 4 parts depending on number of commas -> \n",
        "# 3 segments : address, city, state\n",
        "# 4 segments : address, address_2, city, state\n",
        "\n",
        "\n",
        "# to extract bracket enclosed string \n",
        "pulse_point_df['business'] = pulse_point_df.location.apply(lambda x : get_business_name(x))\n",
        "\n",
        "### remove enclosed business name from the location string\n",
        "pulse_point_location_data = pulse_point_df.apply(lambda row : row['location'].replace(str(row['business']), ''), axis=1)\n",
        "\n",
        "# remove leftover bracket from the business replacemnt\n",
        "# https://stackoverflow.com/a/49183590/11105356\n",
        "# remove a (...) substring with a leading whitespace at the end of the string only\n",
        "pulse_point_location_data = pulse_point_location_data.str.replace(r\"\\s*\\([^()]*\\)$\",\"\").str.strip()\n",
        "\n",
        "\n",
        "# split the location\n",
        "four_col_location_split = ['address', 'address_2', 'city','state']\n",
        "three_col_location_split = ['address', 'city','state']\n",
        "\n",
        "\n",
        "# four col indices\n",
        "# pulse_point_location_data[pulse_point_location_data.str.split(',', expand=True)[3].notna()]\n",
        "\n",
        "extra_loc_data = pulse_point_location_data.str.split(',', expand=True) # to expand columns\n",
        "four_col_indices = extra_loc_data[extra_loc_data.apply(lambda x: np.all(pd.notnull(x[3])) , axis = 1)].index\n",
        "four_col_loc_df = extra_loc_data.iloc[four_col_indices]\n",
        "four_col_loc_df.columns = four_col_location_split\n",
        "four_col_loc_df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GxGCbBp2Y0aZ"
      },
      "source": [
        "### Four Features"
      ]
    },
    {
      "cell_type": "code",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281273</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281274</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281275</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281276</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281277</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>281278 rows × 4 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-10ed94ff-920b-4419-9d4a-2066c633760e')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-10ed94ff-920b-4419-9d4a-2066c633760e button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-10ed94ff-920b-4419-9d4a-2066c633760e');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "       address address_2 city state\n",
              "0          NaN       NaN  NaN   NaN\n",
              "1          NaN       NaN  NaN   NaN\n",
              "2          NaN       NaN  NaN   NaN\n",
              "3          NaN       NaN  NaN   NaN\n",
              "4          NaN       NaN  NaN   NaN\n",
              "...        ...       ...  ...   ...\n",
              "281273     NaN       NaN  NaN   NaN\n",
              "281274     NaN       NaN  NaN   NaN\n",
              "281275     NaN       NaN  NaN   NaN\n",
              "281276     NaN       NaN  NaN   NaN\n",
              "281277     NaN       NaN  NaN   NaN\n",
              "\n",
              "[281278 rows x 4 columns]"
            ]
          },
          "execution_count": 22,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.loc[four_col_loc_df.index , four_col_location_split] = four_col_loc_df\n",
        "pulse_point_df[four_col_location_split] = pulse_point_df[four_col_location_split].apply(lambda x: x.str.strip())\n",
        "pulse_point_df[four_col_location_split]\n",
        "\n",
        "# there are very few numbers of four feature location than three feature location"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_--ZzZLSY7P2"
      },
      "source": [
        "### Three Features"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 23,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "vAWl2JJ0f2Zb",
        "outputId": "657d4275-9b35-40fd-9816-93d5e4d2be38"
      },
      "outputs": [
        {
          "data": {
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              "      <th></th>\n",
              "      <th>address</th>\n",
              "      <th>city</th>\n",
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              "      <td>2210 E WASHINGTON ST</td>\n",
              "      <td>SUFFOLK</td>\n",
              "      <td>VA</td>\n",
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              "      <th>1</th>\n",
              "      <td>2300 A ST</td>\n",
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              "      <td>TAMARAC</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>PUYALLUP AVE &amp; A ST</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "    </tr>\n",
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              "      <th>...</th>\n",
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              "      <th>281274</th>\n",
              "      <td>913 E WASHINGTON ST</td>\n",
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              "    <tr>\n",
              "      <th>281275</th>\n",
              "      <td>717 OCEAN BREEZE WK</td>\n",
              "      <td>OCEAN BEACH</td>\n",
              "      <td>NY</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281276</th>\n",
              "      <td>S 8TH ST &amp; YAKIMA AVE</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281277</th>\n",
              "      <td>S 92ND ST &amp; S HOSMER ST</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>272246 rows × 3 columns</p>\n",
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              "          const element = document.querySelector('#df-8f74fa4a-d833-4ec1-be40-1e05ea8212f8');\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
            ],
            "text/plain": [
              "                        address          city state\n",
              "0          2210 E WASHINGTON ST       SUFFOLK    VA\n",
              "1                     2300 A ST        TACOMA    WA\n",
              "2              4601 NW 30TH TER       TAMARAC    FL\n",
              "3              4611 NW 30TH TER       TAMARAC    FL\n",
              "4           PUYALLUP AVE & A ST        TACOMA    WA\n",
              "...                         ...           ...   ...\n",
              "281273           1252 WILROY RD       SUFFOLK    VA\n",
              "281274      913 E WASHINGTON ST       SUFFOLK    VA\n",
              "281275      717 OCEAN BREEZE WK   OCEAN BEACH    NY\n",
              "281276    S 8TH ST & YAKIMA AVE        TACOMA    WA\n",
              "281277  S 92ND ST & S HOSMER ST        TACOMA    WA\n",
              "\n",
              "[272246 rows x 3 columns]"
            ]
          },
          "execution_count": 23,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "four_col_loc_df_mask = extra_loc_data.index.isin(four_col_indices)\n",
        "three_col_loc_df = extra_loc_data[~four_col_loc_df_mask].drop([3], axis=1)\n",
        "three_col_loc_df.columns = three_col_location_split\n",
        "\n",
        "# extra_loc_data[~three_col_loc_df][3].notna().sum() # to check null values\n",
        "\n",
        "three_col_loc_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 24,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "5Hya3liigQBb",
        "outputId": "53c62cbc-092b-443a-8414-1d5fda8d18f0"
      },
      "outputs": [
        {
          "data": {
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              "<p>281278 rows × 3 columns</p>\n",
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              "  "
            ],
            "text/plain": [
              "                        address         city state\n",
              "0          2210 E WASHINGTON ST      SUFFOLK    VA\n",
              "1                     2300 A ST       TACOMA    WA\n",
              "2              4601 NW 30TH TER      TAMARAC    FL\n",
              "3              4611 NW 30TH TER      TAMARAC    FL\n",
              "4           PUYALLUP AVE & A ST       TACOMA    WA\n",
              "...                         ...          ...   ...\n",
              "281273           1252 WILROY RD      SUFFOLK    VA\n",
              "281274      913 E WASHINGTON ST      SUFFOLK    VA\n",
              "281275      717 OCEAN BREEZE WK  OCEAN BEACH    NY\n",
              "281276    S 8TH ST & YAKIMA AVE       TACOMA    WA\n",
              "281277  S 92ND ST & S HOSMER ST       TACOMA    WA\n",
              "\n",
              "[281278 rows x 3 columns]"
            ]
          },
          "execution_count": 24,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.loc[three_col_loc_df.index , three_col_location_split] = three_col_loc_df\n",
        "pulse_point_df[three_col_location_split] = pulse_point_df[three_col_location_split].apply(lambda x: x.str.strip())\n",
        "pulse_point_df[three_col_location_split]"
      ]
    },
    {
      "cell_type": "markdown",
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        "id": "akxQMKfKY9F-"
      },
      "source": [
        "### Final Merging of Location Features"
      ]
    },
    {
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      "execution_count": 25,
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            "text/plain": [
              "                                    location  ... business\n",
              "0          2210 E WASHINGTON ST, SUFFOLK, VA  ...     None\n",
              "1                      2300 A ST, TACOMA, WA  ...     None\n",
              "2              4601 NW 30TH TER, TAMARAC, FL  ...     None\n",
              "3              4611 NW 30TH TER, TAMARAC, FL  ...     None\n",
              "4            PUYALLUP AVE & A ST, TACOMA, WA  ...     None\n",
              "...                                      ...  ...      ...\n",
              "281273           1252 WILROY RD, SUFFOLK, VA  ...     None\n",
              "281274      913 E WASHINGTON ST, SUFFOLK, VA  ...     None\n",
              "281275  717 OCEAN BREEZE WK, OCEAN BEACH, NY  ...     None\n",
              "281276     S 8TH ST & YAKIMA AVE, TACOMA, WA  ...     None\n",
              "281277   S 92ND ST & S HOSMER ST, TACOMA, WA  ...     None\n",
              "\n",
              "[281278 rows x 6 columns]"
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          "execution_count": 25,
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      "source": [
        "pulse_point_df[['location','address', 'address_2', 'city','state', 'business']]"
      ]
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          "name": "stdout",
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          "text": [
            "Number of rows with at least 1 missing values: 280163\n",
            "Number of columns with missing values: 2\n",
            "\n",
            "Missing percentage (desceding):\n"
          ]
        },
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "            Total  Percentage(%)\n",
              "address_2  272246      96.788942\n",
              "business   266152      94.622402"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "missing_value_describe(pulse_point_df[['location','address', 'address_2', 'city','state', 'business']])"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pJEpkw-Q4fMC"
      },
      "source": [
        "### Drop Garbage"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 27,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49
        },
        "id": "ygNYESBl1qZM",
        "outputId": "cf8b59e7-22e5-4334-8a1d-29f1fb03b98e"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
              "      <th>business</th>\n",
              "      <th>address</th>\n",
              "      <th>address_2</th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-6a47ffc5-8d29-4c06-a4b3-515dcd1ea713')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "        \n",
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              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
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              "      padding: 0 0 0 0;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-6a47ffc5-8d29-4c06-a4b3-515dcd1ea713 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-6a47ffc5-8d29-4c06-a4b3-515dcd1ea713');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "Empty DataFrame\n",
              "Columns: [title, agency, location, timestamp_time, date_of_incident, description, duration, business, address, address_2, city, state]\n",
              "Index: []"
            ]
          },
          "execution_count": 27,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df[pulse_point_df.city.isna()]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 28,
      "metadata": {
        "id": "dPcd7JJg4DZm"
      },
      "outputs": [],
      "source": [
        "pulse_point_df = pulse_point_df[pulse_point_df.city.notna()]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8uS8rjlAKx-V"
      },
      "source": [
        "<a id='5.2'></a>\n",
        "## 5.2 City"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 29,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 240
        },
        "id": "P0KMS4x6LMtt",
        "outputId": "2f0ade25-2ae0-4f9c-efcf-d2a020500a7a"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-7c042cbf-227f-4966-a2e2-8dd65a7c00bd\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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",
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              "\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
              "      <th>business</th>\n",
              "      <th>address</th>\n",
              "      <th>address_2</th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>38923</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Sumter Fire &amp; EMS</td>\n",
              "      <td>34498 CORTEZ BLVD, BLDG NOT FOUND, RIDGE MANOR, FL (RIDGE MANOR)</td>\n",
              "      <td>11:53 PM</td>\n",
              "      <td>2021-07-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4 m</td>\n",
              "      <td>RIDGE MANOR</td>\n",
              "      <td>34498 CORTEZ BLVD</td>\n",
              "      <td>BLDG NOT FOUND</td>\n",
              "      <td></td>\n",
              "      <td>FL</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50888</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>San Ramon Valley FPD</td>\n",
              "      <td>3590 CLAYTON RD, CONCORD, CA (CONCORD)</td>\n",
              "      <td>10:15 PM</td>\n",
              "      <td>2021-07-12</td>\n",
              "      <td>PM32</td>\n",
              "      <td>52 m</td>\n",
              "      <td>CONCORD</td>\n",
              "      <td>3590 CLAYTON RD</td>\n",
              "      <td>NaN</td>\n",
              "      <td></td>\n",
              "      <td>CA</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>272125</th>\n",
              "      <td>Traffic Collision</td>\n",
              "      <td>Idaho Falls Fire</td>\n",
              "      <td>UNKNOWN  &amp; W 137TH S, S 5TH W, SHELLEY, ID (SHELLEY)</td>\n",
              "      <td>12:53 AM</td>\n",
              "      <td>2021-12-28</td>\n",
              "      <td>AB5</td>\n",
              "      <td>9 m</td>\n",
              "      <td>SHELLEY</td>\n",
              "      <td>UNKNOWN  &amp; W 137TH S</td>\n",
              "      <td>S 5TH W</td>\n",
              "      <td></td>\n",
              "      <td>ID</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-7c042cbf-227f-4966-a2e2-8dd65a7c00bd')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  </svg>\n",
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              "      \n",
              "  <style>\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
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              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
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              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-7c042cbf-227f-4966-a2e2-8dd65a7c00bd button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-7c042cbf-227f-4966-a2e2-8dd65a7c00bd');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                    title                agency  ... city state\n",
              "38923          Mutual Aid     Sumter Fire & EMS  ...         FL\n",
              "50888          Mutual Aid  San Ramon Valley FPD  ...         CA\n",
              "272125  Traffic Collision      Idaho Falls Fire  ...         ID\n",
              "\n",
              "[3 rows x 12 columns]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "mask = ((pulse_point_df.city.isna()) | (pulse_point_df.city==u'') )\n",
        "\n",
        "display(pulse_point_df[mask])"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "kHUcY9vx38W4"
      },
      "source": [
        "**The business names are same as the city names**. I first removed the text containing business names and then performed text extraction for cities. That's why city names are blank for the cases like these.  \n",
        "\n",
        "Let's replace their city names with business names."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 30,
      "metadata": {
        "id": "SQb6p-81JkUJ"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.loc[mask,'city'] = pulse_point_df[mask].business"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7IBVaGoILIHV"
      },
      "source": [
        "<a id='5.3'></a>\n",
        "## 5.3 State"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 31,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 880
        },
        "id": "MKYwznw4H-li",
        "outputId": "d8ba5b62-3e4c-4201-b701-f7dde0c9defb"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "CA                                        85135\n",
              "FL                                        26543\n",
              "WA                                        17828\n",
              "VA                                        17754\n",
              "OH                                        17079\n",
              "OR                                        15827\n",
              "WI                                         9808\n",
              "MO                                         9521\n",
              "TX                                         8451\n",
              "IL                                         5783\n",
              "PA                                         5172\n",
              "IN                                         4960\n",
              "KS                                         4647\n",
              "NV                                         4574\n",
              "MN                                         3865\n",
              "NC                                         3759\n",
              "AZ                                         3642\n",
              "TN                                         3624\n",
              "DE                                         2861\n",
              "OK                                         2849\n",
              "MANITOBA                                   2730\n",
              "MD                                         2658\n",
              "ND                                         2569\n",
              "NY                                         2228\n",
              "CO                                         1815\n",
              "DC                                         1788\n",
              "NE                                         1721\n",
              "NJ                                         1663\n",
              "ID                                         1505\n",
              "SD                                         1372\n",
              "AK                                         1271\n",
              "GA                                         1192\n",
              "KY                                          908\n",
              "UT                                          816\n",
              "HI                                          808\n",
              "AR                                          797\n",
              "SC                                          778\n",
              "NM                                          396\n",
              "MI                                          277\n",
              "IA                                          201\n",
              "AL                                           58\n",
              "LA                                           21\n",
              "ON                                           15\n",
              "BC                                            6\n",
              "NV ())                                        1\n",
              "MO (NUSACH HARI BNAI ZION CONGREGATION        1\n",
              "CONCORD                                       1\n",
              "Name: state, dtype: int64"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/markdown": [
              "**Total 47 States. Some of them are Canadian provinces,  ex - MANITOBA**"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "display(pulse_point_df.state.value_counts())\n",
        "printmd(f\"**Total {len(pulse_point_df.state.value_counts().index)} States. Some of them are Canadian provinces,  ex - MANITOBA**\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "F28DcGp1EAta"
      },
      "source": [
        "### Canadian Province\n",
        "\n",
        "#### Mapping Canadian provinces to their unique short form\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 32,
      "metadata": {
        "id": "9nu7tFnnMLct"
      },
      "outputs": [],
      "source": [
        "# Canadian Province Mapping\n",
        "# https://www150.statcan.gc.ca/n1/pub/92-195-x/2011001/geo/prov/tbl/tbl8-eng.htm\n",
        "# https://en.wikipedia.org/wiki/Provinces_and_territories_of_Canada\n",
        "\n",
        "ca_province_dic = {\n",
        "    'Newfoundland and Labrador': 'NL',\n",
        "    'Prince Edward Island': 'PE',\n",
        "    'Nova Scotia': 'NS',\n",
        "    'New Brunswick': 'NB',\n",
        "    'Quebec': 'QC',\n",
        "    'Ontario': 'ON',\n",
        "    'Manitoba': 'MB',\n",
        "    'Saskatchewan': 'SK',\n",
        "    'Alberta': 'AB',\n",
        "    'British Columbia': 'BC',\n",
        "    'Yukon': 'YT',\n",
        "    'Northwest Territories': 'NT',\n",
        "    'Nunavut': 'NU',\n",
        "}\n",
        "\n",
        "# approach 1\n",
        "\n",
        "# def handle_state(data_attr):\n",
        "#   for k, v in canada_provinces_dic.items():\n",
        "#       if data_attr.strip().lower() == k.lower():\n",
        "#         return canada_provinces_dic[k]\n",
        "#   else:\n",
        "#     return data_attr\n",
        "\n",
        "# pulse_point_df['state'] =  pulse_point_df.state.apply(handle_state)\n",
        "\n",
        "\n",
        "# approach 2\n",
        "\n",
        "# https://stackoverflow.com/a/69994272/11105356\n",
        "\n",
        "ca_province_dict = {k.lower():v for k,v in ca_province_dic.items()}\n",
        "pulse_point_df['state']  = pulse_point_df['state'].str.lower().map(ca_province_dict).fillna(pulse_point_df.state)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GKCrnx5y4bmC"
      },
      "source": [
        "### Noise Removal"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 33,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 86
        },
        "id": "_4KGZ4AzHYNx",
        "outputId": "efe29e7b-f82d-4429-9c10-acd5f1fd1875"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "25695    MO (NUSACH HARI BNAI ZION CONGREGATION\n",
              "50895                                   CONCORD\n",
              "78626                                    NV ())\n",
              "Name: state, dtype: object"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Exception state : example - 'FL  #1005' , 'NY EAST GLENVILLE FD', ' DE / RM304'\n",
        "\n",
        "mask = pulse_point_df.state.apply(lambda x:len(x)>2)\n",
        "display(pulse_point_df[mask].state)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cZirlPdFSKVL"
      },
      "source": [
        "**Keeping only the first segment which is the short form for city, discarding the rest(noise)**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 34,
      "metadata": {
        "id": "I8QYgKUKps_t"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.loc[mask,'state'] = pulse_point_df[mask].state.apply(lambda x: x.split()[0])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 35,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sz7UXnYCFd75",
        "outputId": "b6208278-bda2-4723-852b-b6f8f667cb41"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "CA         85135\n",
              "FL         26543\n",
              "WA         17828\n",
              "VA         17754\n",
              "OH         17079\n",
              "OR         15827\n",
              "WI          9808\n",
              "MO          9522\n",
              "TX          8451\n",
              "IL          5783\n",
              "PA          5172\n",
              "IN          4960\n",
              "KS          4647\n",
              "NV          4575\n",
              "MN          3865\n",
              "NC          3759\n",
              "AZ          3642\n",
              "TN          3624\n",
              "DE          2861\n",
              "OK          2849\n",
              "MB          2730\n",
              "MD          2658\n",
              "ND          2569\n",
              "NY          2228\n",
              "CO          1815\n",
              "DC          1788\n",
              "NE          1721\n",
              "NJ          1663\n",
              "ID          1505\n",
              "SD          1372\n",
              "AK          1271\n",
              "GA          1192\n",
              "KY           908\n",
              "UT           816\n",
              "HI           808\n",
              "AR           797\n",
              "SC           778\n",
              "NM           396\n",
              "MI           277\n",
              "IA           201\n",
              "AL            58\n",
              "LA            21\n",
              "ON            15\n",
              "BC             6\n",
              "CONCORD        1\n",
              "Name: state, dtype: int64"
            ]
          },
          "execution_count": 35,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.state.value_counts()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "HUbA63siEQ52"
      },
      "source": [
        "### Leftover"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 36,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 110
        },
        "id": "6ZSfIMziETly",
        "outputId": "5628efb2-d70c-4e56-ed1e-467c48fd1ef4"
      },
      "outputs": [
        {
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              "          const element = document.querySelector('#df-c710a43d-7c6b-4e53-b950-e1fb0e981f64');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "            title                agency  ...      city    state\n",
              "50895  Mutual Aid  San Ramon Valley FPD  ...  STE 1205  CONCORD\n",
              "\n",
              "[1 rows x 12 columns]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/markdown": [
              "**CONCORD should be in CA**"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# CONCORD\n",
        "mask = pulse_point_df.state.str.startswith('CONCORD')\n",
        "\n",
        "display(pulse_point_df[mask])\n",
        "printmd(\"**CONCORD should be in CA**\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 37,
      "metadata": {
        "id": "INxTiydZqdG2"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.loc[mask,'state'] = 'CA'"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 38,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jYacgcngWVlm",
        "outputId": "6e68972b-8df9-4abf-effb-e8cafed5d12b"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "CA    85136\n",
              "FL    26543\n",
              "WA    17828\n",
              "VA    17754\n",
              "OH    17079\n",
              "OR    15827\n",
              "WI     9808\n",
              "MO     9522\n",
              "TX     8451\n",
              "IL     5783\n",
              "PA     5172\n",
              "IN     4960\n",
              "KS     4647\n",
              "NV     4575\n",
              "MN     3865\n",
              "NC     3759\n",
              "AZ     3642\n",
              "TN     3624\n",
              "DE     2861\n",
              "OK     2849\n",
              "MB     2730\n",
              "MD     2658\n",
              "ND     2569\n",
              "NY     2228\n",
              "CO     1815\n",
              "DC     1788\n",
              "NE     1721\n",
              "NJ     1663\n",
              "ID     1505\n",
              "SD     1372\n",
              "AK     1271\n",
              "GA     1192\n",
              "KY      908\n",
              "UT      816\n",
              "HI      808\n",
              "AR      797\n",
              "SC      778\n",
              "NM      396\n",
              "MI      277\n",
              "IA      201\n",
              "AL       58\n",
              "LA       21\n",
              "ON       15\n",
              "BC        6\n",
              "Name: state, dtype: int64"
            ]
          },
          "execution_count": 38,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.state.value_counts()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "hYimg874eOIK"
      },
      "source": [
        "<a id='5.4'></a>\n",
        "## 5.4  Time\n",
        "\n",
        "#### Converting time string to seconds\n",
        "\n",
        "**For example - \"1 h 34 m\" will be 94*60 = 5640 seconds**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 39,
      "metadata": {
        "id": "vRiteoDD-9Yz"
      },
      "outputs": [],
      "source": [
        "#https://stackoverflow.com/a/57846984/11105356\n",
        "\n",
        "UNITS = {'s':'seconds', 'm':'minutes', 'h':'hours', 'd':'days', 'w':'weeks'}\n",
        "\n",
        "# chance of having days and weeks is none \n",
        "\n",
        "def convert_to_seconds(s):\n",
        "    s = s.replace(\" \",\"\")\n",
        "    return int(timedelta(**{\n",
        "        UNITS.get(m.group('unit').lower(), 'seconds'): int(m.group('val'))\n",
        "        for m in re.finditer(r'(?P<val>\\d+)(?P<unit>[smhdw]?)', s, flags=re.I)\n",
        "    }).total_seconds())\n",
        "\n",
        "# convert_to_seconds(\"1 h 34 m\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "axfnD_Kl42Ek"
      },
      "source": [
        "### Duration (seconds)\n",
        "\n",
        "#### Extract duration total time from “duration” text"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 40,
      "metadata": {
        "id": "ZYol7jQR-9Yz"
      },
      "outputs": [],
      "source": [
        "pulse_point_df[\"duration_in_seconds\"] = pulse_point_df.duration.apply(lambda x:convert_to_seconds(x))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ADsRz7sE464M"
      },
      "source": [
        "### Adding Extra Time Related Features"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 41,
      "metadata": {
        "id": "p6VapFAseQiw"
      },
      "outputs": [],
      "source": [
        "pulse_point_df[\"day_name\"], pulse_point_df[\"weekday\"] = pulse_point_df.date_of_incident.dt.day_name(), pulse_point_df.date_of_incident.dt.weekday\n",
        "\n",
        "pulse_point_df[\"month_name\"] = pulse_point_df.date_of_incident.dt.month_name()\n",
        "\n",
        "\n",
        "## more features\n",
        "\n",
        "# pulse_point_df.date_of_incident.dt.month_name()\n",
        "# pulse_point_df.date_of_incident.dt.month\n",
        "\n",
        "# pulse_point_df.date_of_incident.dt.day\n",
        "# pulse_point_df.date_of_incident.dt.day_name()\n",
        "\n",
        "# pulse_point_df.date_of_incident.dt.weekday\n",
        "# pulse_point_df.date_of_incident.dt.isocalendar().week"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 42,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "uMNe7KUXurra",
        "outputId": "057c022c-cb81-4fc4-e7ba-31893ea0b039"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-340bad9f-0234-41ea-b092-5ef870f8e8be\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
              "      <th>business</th>\n",
              "      <th>address</th>\n",
              "      <th>address_2</th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "      <th>duration_in_seconds</th>\n",
              "      <th>day_name</th>\n",
              "      <th>weekday</th>\n",
              "      <th>month_name</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>281238</th>\n",
              "      <td>Refuse/Garbage Fire</td>\n",
              "      <td>Huntington Beach FD</td>\n",
              "      <td>21661 BROOKHURST ST, HUNTINGTON BEACH, CA</td>\n",
              "      <td>12:32 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>ME83</td>\n",
              "      <td>19 m</td>\n",
              "      <td>None</td>\n",
              "      <td>21661 BROOKHURST ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>HUNTINGTON BEACH</td>\n",
              "      <td>CA</td>\n",
              "      <td>1140</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281239</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Whatcom Fire/EMS</td>\n",
              "      <td>3037 PACIFIC ST, BELLINGHAM, WA</td>\n",
              "      <td>3:30 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>59 m</td>\n",
              "      <td>None</td>\n",
              "      <td>3037 PACIFIC ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>BELLINGHAM</td>\n",
              "      <td>WA</td>\n",
              "      <td>3540</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281240</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>West Sacramento Fire</td>\n",
              "      <td>1700 CAPITAL AVE, SAC, WEST SACRAMENTO, CA</td>\n",
              "      <td>2:16 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>E43 WSAID</td>\n",
              "      <td>3 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1700 CAPITAL AVE</td>\n",
              "      <td>SAC</td>\n",
              "      <td>WEST SACRAMENTO</td>\n",
              "      <td>CA</td>\n",
              "      <td>180</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281241</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>WestShore FDs</td>\n",
              "      <td>25157 CARLTON PARK, STE 120, NORTH OLMSTED, OH</td>\n",
              "      <td>2:13 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>FVM31</td>\n",
              "      <td>54 m</td>\n",
              "      <td>None</td>\n",
              "      <td>25157 CARLTON PARK</td>\n",
              "      <td>STE 120</td>\n",
              "      <td>NORTH OLMSTED</td>\n",
              "      <td>OH</td>\n",
              "      <td>3240</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281242</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>West Sacramento Fire</td>\n",
              "      <td>106 J ST, SACRAMENTO, CA (SPIRITS RESTAURANT)</td>\n",
              "      <td>2:13 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>B44 E44 WSAID</td>\n",
              "      <td>17 m</td>\n",
              "      <td>SPIRITS RESTAURANT</td>\n",
              "      <td>106 J ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SACRAMENTO</td>\n",
              "      <td>CA</td>\n",
              "      <td>1020</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281243</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>West Sacramento Fire</td>\n",
              "      <td>1210 FRONT ST, SACRAMENTO, CA (RIO CITY CAFE)</td>\n",
              "      <td>2:10 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>BT41 WSAID</td>\n",
              "      <td>46 m</td>\n",
              "      <td>RIO CITY CAFE</td>\n",
              "      <td>1210 FRONT ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SACRAMENTO</td>\n",
              "      <td>CA</td>\n",
              "      <td>2760</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281244</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Westcom</td>\n",
              "      <td>4515 86TH ST, STE 35, URBANDALE, IA</td>\n",
              "      <td>1:13 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>A213 A323 A433 C300 C404 E411 E431 JGMENG2 L325 L425</td>\n",
              "      <td>28 m</td>\n",
              "      <td>None</td>\n",
              "      <td>4515 86TH ST</td>\n",
              "      <td>STE 35</td>\n",
              "      <td>URBANDALE</td>\n",
              "      <td>IA</td>\n",
              "      <td>1680</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281245</th>\n",
              "      <td>Refuse/Garbage Fire</td>\n",
              "      <td>Wicomico County</td>\n",
              "      <td>317 WHITMAN AVE, SALISBURY, MD</td>\n",
              "      <td>12:57 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>TR2</td>\n",
              "      <td>16 m</td>\n",
              "      <td>None</td>\n",
              "      <td>317 WHITMAN AVE</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SALISBURY</td>\n",
              "      <td>MD</td>\n",
              "      <td>960</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281246</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>West Palm Beach Fire</td>\n",
              "      <td>436 51ST ST, WEST PALM BEACH, FL</td>\n",
              "      <td>12:37 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>BC1 BC5 E1 E4 EMS2 FOO HM2 L6 PI11 R1 R3 SQ5 TAC8A TR1 WPIV WPIV2</td>\n",
              "      <td>1 h 30 m</td>\n",
              "      <td>None</td>\n",
              "      <td>436 51ST ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>WEST PALM BEACH</td>\n",
              "      <td>FL</td>\n",
              "      <td>5400</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281247</th>\n",
              "      <td>Appliance Fire</td>\n",
              "      <td>Wicomico County</td>\n",
              "      <td>1149 S DIVISION ST, SALISBURY, MD</td>\n",
              "      <td>8:55 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AC1 E1 TR2</td>\n",
              "      <td>12 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1149 S DIVISION ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SALISBURY</td>\n",
              "      <td>MD</td>\n",
              "      <td>720</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281248</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Westfield Fire</td>\n",
              "      <td>6311 E 161ST ST, NOBLESVILLE, IN</td>\n",
              "      <td>3:36 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E382</td>\n",
              "      <td>26 m</td>\n",
              "      <td>None</td>\n",
              "      <td>6311 E 161ST ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NOBLESVILLE</td>\n",
              "      <td>IN</td>\n",
              "      <td>1560</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281249</th>\n",
              "      <td>Refuse/Garbage Fire</td>\n",
              "      <td>West Pierce Fire</td>\n",
              "      <td>112TH ST SW &amp; FARWEST DR SW, LAKEWOOD, WA</td>\n",
              "      <td>3:14 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E22</td>\n",
              "      <td>17 m</td>\n",
              "      <td>None</td>\n",
              "      <td>112TH ST SW &amp; FARWEST DR SW</td>\n",
              "      <td>NaN</td>\n",
              "      <td>LAKEWOOD</td>\n",
              "      <td>WA</td>\n",
              "      <td>1020</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281250</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Wicomico County</td>\n",
              "      <td>31671 W POST OFFICE RD, PRINCESS ANNE, MD</td>\n",
              "      <td>11:47 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>ET151 RE302</td>\n",
              "      <td>1 h 5 m</td>\n",
              "      <td>None</td>\n",
              "      <td>31671 W POST OFFICE RD</td>\n",
              "      <td>NaN</td>\n",
              "      <td>PRINCESS ANNE</td>\n",
              "      <td>MD</td>\n",
              "      <td>3900</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281251</th>\n",
              "      <td>Extinguished Fire</td>\n",
              "      <td>West Metro</td>\n",
              "      <td>W YALE AVE &amp; S INDIANA ST, LAKEWOOD, CO</td>\n",
              "      <td>10:44 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E9</td>\n",
              "      <td>13 m</td>\n",
              "      <td>None</td>\n",
              "      <td>W YALE AVE &amp; S INDIANA ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>LAKEWOOD</td>\n",
              "      <td>CO</td>\n",
              "      <td>780</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281252</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Westcom</td>\n",
              "      <td>14575 SE UNIVERSITY AVE, WAUKEE, IA</td>\n",
              "      <td>10:33 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>A913 A917 C900 E190 E220 E910 L425</td>\n",
              "      <td>59 m</td>\n",
              "      <td>None</td>\n",
              "      <td>14575 SE UNIVERSITY AVE</td>\n",
              "      <td>NaN</td>\n",
              "      <td>WAUKEE</td>\n",
              "      <td>IA</td>\n",
              "      <td>3540</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281253</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Whatcom Fire/EMS</td>\n",
              "      <td>223 E BAKERVIEW RD, STE 348, BELLINGHAM, WA</td>\n",
              "      <td>6:18 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>B1 E6 L5</td>\n",
              "      <td>13 h 10 m</td>\n",
              "      <td>None</td>\n",
              "      <td>223 E BAKERVIEW RD</td>\n",
              "      <td>STE 348</td>\n",
              "      <td>BELLINGHAM</td>\n",
              "      <td>WA</td>\n",
              "      <td>47400</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281254</th>\n",
              "      <td>Confirmed Structure Fire</td>\n",
              "      <td>Westcom</td>\n",
              "      <td>1129 11TH ST, STE 304, WEST DES MOINES, IA</td>\n",
              "      <td>6:17 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>A193 A213 C100 C104 C199 C219 E170 E180 E220 L215 L325 U218 WHTENG</td>\n",
              "      <td>4 h 48 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1129 11TH ST</td>\n",
              "      <td>STE 304</td>\n",
              "      <td>WEST DES MOINES</td>\n",
              "      <td>IA</td>\n",
              "      <td>17280</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281255</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Westcom</td>\n",
              "      <td>1650 SE HOLIDAY CREST CIR, WAUKEE, IA</td>\n",
              "      <td>4:52 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>A433 A913 C219 E190 E220 E431 E910 L425 WKEFD1</td>\n",
              "      <td>1 h 22 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1650 SE HOLIDAY CREST CIR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>WAUKEE</td>\n",
              "      <td>IA</td>\n",
              "      <td>4920</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281256</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Westcom</td>\n",
              "      <td>1245 SE UNIVERSITY AVE, STE 103, WAUKEE, IA</td>\n",
              "      <td>4:37 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>A913 C219 C901 E220 E431 E910 L215</td>\n",
              "      <td>21 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1245 SE UNIVERSITY AVE</td>\n",
              "      <td>STE 103</td>\n",
              "      <td>WAUKEE</td>\n",
              "      <td>IA</td>\n",
              "      <td>1260</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281257</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Anoka County</td>\n",
              "      <td>3740 BRIDGE ST, SAINT FRANCIS, MN</td>\n",
              "      <td>3:37 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2 m</td>\n",
              "      <td>None</td>\n",
              "      <td>3740 BRIDGE ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SAINT FRANCIS</td>\n",
              "      <td>MN</td>\n",
              "      <td>120</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281258</th>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>7514 RITCHIE HWY, GLEN BURNIE, MD (LA FONTAINE BLEUE)</td>\n",
              "      <td>2:11 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>BC01 CH12 E122 E181 E301 E311 E331 MU33 RS11 SAFE03 SAFE07 SCMD TK26 TK31</td>\n",
              "      <td>44 m</td>\n",
              "      <td>LA FONTAINE BLEUE</td>\n",
              "      <td>7514 RITCHIE HWY</td>\n",
              "      <td>NaN</td>\n",
              "      <td>GLEN BURNIE</td>\n",
              "      <td>MD</td>\n",
              "      <td>2640</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281259</th>\n",
              "      <td>Extinguished Fire</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>808 ELMHURST RD, SEVERN, MD</td>\n",
              "      <td>2:04 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>E041 E331</td>\n",
              "      <td>26 m</td>\n",
              "      <td>None</td>\n",
              "      <td>808 ELMHURST RD</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SEVERN</td>\n",
              "      <td>MD</td>\n",
              "      <td>1560</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281260</th>\n",
              "      <td>Extinguished Fire</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>245 KILMARNOCK DR, MILLERSVILLE, MD</td>\n",
              "      <td>1:02 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>E301</td>\n",
              "      <td>30 m</td>\n",
              "      <td>None</td>\n",
              "      <td>245 KILMARNOCK DR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>MILLERSVILLE</td>\n",
              "      <td>MD</td>\n",
              "      <td>1800</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281261</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>7015 AARONSON DR, BWI AIRPORT, MD (GENERAL AVIATION TERMINAL AND SIGNATURE FLIGHT SUPPORT)</td>\n",
              "      <td>12:37 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>HOLD01 RE23 RS11 TK04 TR04</td>\n",
              "      <td>1 h 17 m</td>\n",
              "      <td>GENERAL AVIATION TERMINAL AND SIGNATURE FLIGHT SUPPORT</td>\n",
              "      <td>7015 AARONSON DR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>BWI AIRPORT</td>\n",
              "      <td>MD</td>\n",
              "      <td>4620</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281262</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>106 PINECREST DR, ANNAPOLIS, MD</td>\n",
              "      <td>12:15 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>43 m</td>\n",
              "      <td>None</td>\n",
              "      <td>106 PINECREST DR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANNAPOLIS</td>\n",
              "      <td>MD</td>\n",
              "      <td>2580</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281263</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>2508 KNIGHTHILL LN, BOWIE, MD</td>\n",
              "      <td>10:14 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>MU05</td>\n",
              "      <td>38 m</td>\n",
              "      <td>None</td>\n",
              "      <td>2508 KNIGHTHILL LN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>BOWIE</td>\n",
              "      <td>MD</td>\n",
              "      <td>2280</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281264</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>FORT MEADE RD &amp; LAUREL BOWIE RD, LAUREL, MD</td>\n",
              "      <td>9:32 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>RE27</td>\n",
              "      <td>26 m</td>\n",
              "      <td>None</td>\n",
              "      <td>FORT MEADE RD &amp; LAUREL BOWIE RD</td>\n",
              "      <td>NaN</td>\n",
              "      <td>LAUREL</td>\n",
              "      <td>MD</td>\n",
              "      <td>1560</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281265</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Anne Arundel CFD</td>\n",
              "      <td>13503 AVEBURY DR, LAUREL, MD</td>\n",
              "      <td>9:12 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>MU27</td>\n",
              "      <td>39 m</td>\n",
              "      <td>None</td>\n",
              "      <td>13503 AVEBURY DR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>LAUREL</td>\n",
              "      <td>MD</td>\n",
              "      <td>2340</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281266</th>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Anaheim FD</td>\n",
              "      <td>2400 E KATELLA AV, ANAHEIM, CA (STADIUM TOWERS PLAZA BUILDING)</td>\n",
              "      <td>8:25 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AB2 AE3 AE7 OE3 OR6 OT6</td>\n",
              "      <td>14 m</td>\n",
              "      <td>STADIUM TOWERS PLAZA BUILDING</td>\n",
              "      <td>2400 E KATELLA AV</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANAHEIM</td>\n",
              "      <td>CA</td>\n",
              "      <td>840</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281267</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Anoka County</td>\n",
              "      <td>13301 HANSON BLVD NW, ANDOVER, MN (ANOKA COUNTY PUBLIC SAFETY CAMPUS)</td>\n",
              "      <td>11:01 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>NaN</td>\n",
              "      <td>42 m</td>\n",
              "      <td>ANOKA COUNTY PUBLIC SAFETY CAMPUS</td>\n",
              "      <td>13301 HANSON BLVD NW</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANDOVER</td>\n",
              "      <td>MN</td>\n",
              "      <td>2520</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281268</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Anoka County</td>\n",
              "      <td>SOUTH COON CREEK DR NW &amp; ROUND LAKE BLVD NW, ANDOVER, MN</td>\n",
              "      <td>6:22 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AALL AE21</td>\n",
              "      <td>10 m</td>\n",
              "      <td>None</td>\n",
              "      <td>SOUTH COON CREEK DR NW &amp; ROUND LAKE BLVD NW</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANDOVER</td>\n",
              "      <td>MN</td>\n",
              "      <td>600</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281269</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Anaheim FD</td>\n",
              "      <td>3114 W TYLER AV, ANAHEIM, CA</td>\n",
              "      <td>4:31 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AB2 AE11 AE4 CE61 CT61</td>\n",
              "      <td>34 m</td>\n",
              "      <td>None</td>\n",
              "      <td>3114 W TYLER AV</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANAHEIM</td>\n",
              "      <td>CA</td>\n",
              "      <td>2040</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281270</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Anaheim FD</td>\n",
              "      <td>710 E CERRITOS AV, ANAHEIM, CA (CRENSHAW LUMBER)</td>\n",
              "      <td>1:33 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AB1 AB2 AE1 AE3 AE5 AE6 AE7 AI2 AT1 AT3 AT6 CE83 OB1 OE3</td>\n",
              "      <td>5 h 46 m</td>\n",
              "      <td>CRENSHAW LUMBER</td>\n",
              "      <td>710 E CERRITOS AV</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANAHEIM</td>\n",
              "      <td>CA</td>\n",
              "      <td>20760</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281271</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Sumter Fire &amp; EMS</td>\n",
              "      <td>34464 CORTEZ BLVD, BLDG NOT FOUND, RIDGE MANOR, FL (DOLLAR GENERAL)</td>\n",
              "      <td>3:45 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>9 m</td>\n",
              "      <td>DOLLAR GENERAL</td>\n",
              "      <td>34464 CORTEZ BLVD</td>\n",
              "      <td>BLDG NOT FOUND</td>\n",
              "      <td>RIDGE MANOR</td>\n",
              "      <td>FL</td>\n",
              "      <td>540</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281272</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Suffolk Fire Rescue</td>\n",
              "      <td>234 N 4TH ST, SUFFOLK, VA</td>\n",
              "      <td>3:37 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>B1 E1 E2 E3 EMS1 L3 M3 R1 R6 SF1</td>\n",
              "      <td>8 m</td>\n",
              "      <td>None</td>\n",
              "      <td>234 N 4TH ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SUFFOLK</td>\n",
              "      <td>VA</td>\n",
              "      <td>480</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281273</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Suffolk Fire Rescue</td>\n",
              "      <td>1252 WILROY RD, SUFFOLK, VA</td>\n",
              "      <td>2:27 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>B1 E1 E2 E3 EMS1 L3 M3 M9 R1 SF1 T1 T9</td>\n",
              "      <td>21 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1252 WILROY RD</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SUFFOLK</td>\n",
              "      <td>VA</td>\n",
              "      <td>1260</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281274</th>\n",
              "      <td>Commercial Fire</td>\n",
              "      <td>Suffolk Fire Rescue</td>\n",
              "      <td>913 E WASHINGTON ST, SUFFOLK, VA</td>\n",
              "      <td>2:08 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>B1 E1 E2 E3 E4 L3 L5 M3 R1 R6 SF1</td>\n",
              "      <td>17 m</td>\n",
              "      <td>None</td>\n",
              "      <td>913 E WASHINGTON ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SUFFOLK</td>\n",
              "      <td>VA</td>\n",
              "      <td>1020</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281275</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Suffolk Co FRES</td>\n",
              "      <td>717 OCEAN BREEZE WK, OCEAN BEACH, NY</td>\n",
              "      <td>11:05 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>3-20-05 3-20-07 3-20-30 3-20-31 3-20-32 3-20-A OBCHPD-A</td>\n",
              "      <td>51 m</td>\n",
              "      <td>None</td>\n",
              "      <td>717 OCEAN BREEZE WK</td>\n",
              "      <td>NaN</td>\n",
              "      <td>OCEAN BEACH</td>\n",
              "      <td>NY</td>\n",
              "      <td>3060</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281276</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 8TH ST &amp; YAKIMA AVE, TACOMA, WA</td>\n",
              "      <td>7:38 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E01</td>\n",
              "      <td>8 m</td>\n",
              "      <td>None</td>\n",
              "      <td>S 8TH ST &amp; YAKIMA AVE</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>480</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>281277</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 92ND ST &amp; S HOSMER ST, TACOMA, WA</td>\n",
              "      <td>3:47 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E08</td>\n",
              "      <td>2 m</td>\n",
              "      <td>None</td>\n",
              "      <td>S 92ND ST &amp; S HOSMER ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>120</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                           title                agency  ... weekday month_name\n",
              "281238       Refuse/Garbage Fire   Huntington Beach FD  ...       0        May\n",
              "281239          Residential Fire      Whatcom Fire/EMS  ...       0        May\n",
              "281240                Mutual Aid  West Sacramento Fire  ...       0        May\n",
              "281241                Mutual Aid         WestShore FDs  ...       0        May\n",
              "281242                Mutual Aid  West Sacramento Fire  ...       0        May\n",
              "281243                Mutual Aid  West Sacramento Fire  ...       0        May\n",
              "281244            Structure Fire               Westcom  ...       0        May\n",
              "281245       Refuse/Garbage Fire       Wicomico County  ...       0        May\n",
              "281246          Residential Fire  West Palm Beach Fire  ...       0        May\n",
              "281247            Appliance Fire       Wicomico County  ...       6        May\n",
              "281248          Residential Fire        Westfield Fire  ...       6        May\n",
              "281249       Refuse/Garbage Fire      West Pierce Fire  ...       6        May\n",
              "281250                Mutual Aid       Wicomico County  ...       6        May\n",
              "281251         Extinguished Fire            West Metro  ...       6        May\n",
              "281252            Structure Fire               Westcom  ...       6        May\n",
              "281253            Structure Fire      Whatcom Fire/EMS  ...       6        May\n",
              "281254  Confirmed Structure Fire               Westcom  ...       6        May\n",
              "281255            Structure Fire               Westcom  ...       6        May\n",
              "281256            Structure Fire               Westcom  ...       6        May\n",
              "281257                      Fire          Anoka County  ...       0        May\n",
              "281258           Commercial Fire      Anne Arundel CFD  ...       0        May\n",
              "281259         Extinguished Fire      Anne Arundel CFD  ...       0        May\n",
              "281260         Extinguished Fire      Anne Arundel CFD  ...       0        May\n",
              "281261                Mutual Aid      Anne Arundel CFD  ...       0        May\n",
              "281262          Residential Fire      Anne Arundel CFD  ...       0        May\n",
              "281263                Mutual Aid      Anne Arundel CFD  ...       6        May\n",
              "281264                Mutual Aid      Anne Arundel CFD  ...       6        May\n",
              "281265                Mutual Aid      Anne Arundel CFD  ...       6        May\n",
              "281266           Commercial Fire            Anaheim FD  ...       6        May\n",
              "281267                Mutual Aid          Anoka County  ...       6        May\n",
              "281268            Structure Fire          Anoka County  ...       6        May\n",
              "281269          Residential Fire            Anaheim FD  ...       6        May\n",
              "281270            Structure Fire            Anaheim FD  ...       6        May\n",
              "281271                Mutual Aid     Sumter Fire & EMS  ...       0        May\n",
              "281272          Residential Fire   Suffolk Fire Rescue  ...       0        May\n",
              "281273          Residential Fire   Suffolk Fire Rescue  ...       0        May\n",
              "281274           Commercial Fire   Suffolk Fire Rescue  ...       0        May\n",
              "281275          Residential Fire       Suffolk Co FRES  ...       6        May\n",
              "281276                      Fire           Tacoma Fire  ...       6        May\n",
              "281277                      Fire           Tacoma Fire  ...       6        May\n",
              "\n",
              "[40 rows x 16 columns]"
            ]
          },
          "execution_count": 42,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.tail(40)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QTm4-Oe4rCB5"
      },
      "source": [
        "### Time of the day\n",
        "\n",
        "I will assign **Daytime** values based on the **time range** below - \n",
        "\n",
        "| Time of the Day | Range |\n",
        "| ----------- | ----------- |\n",
        "| Morning | 5 AM to 11:59 AM|\n",
        "| Afternoon | 12PM to 4:59 PM |\n",
        "| Evening | 5 PM to 8:59 PM|\n",
        "| Night | 9 PM to 11:59 PM |\n",
        "| Midnight | 12 AM to 4:59 AM|"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 43,
      "metadata": {
        "id": "3MIJe0M-OJd9"
      },
      "outputs": [],
      "source": [
        "# https://stackoverflow.com/a/70018607/11105356\n",
        "\n",
        "def time_range(time):\n",
        "  hour = datetime.strptime(time, '%I:%M %p').hour\n",
        "  if hour > 20:\n",
        "      return \"Night\"\n",
        "  elif hour > 16:\n",
        "      return \"Evening\"\n",
        "  elif hour > 11:\n",
        "      return \"Afternoon\"\n",
        "  elif hour > 4:\n",
        "      return \"Morning\"\n",
        "  else:\n",
        "      return \"Midnight\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 44,
      "metadata": {
        "id": "_3AdZ14_OKV5"
      },
      "outputs": [],
      "source": [
        "pulse_point_df[\"time_of_the_day\"] = pulse_point_df.timestamp_time.apply(lambda time: time_range(time))\n",
        "\n",
        "# # pulse_point_df.timestamp_time = pd.to_datetime(pulse_point_df.timestamp_time).dt.time"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Vpley6rCpZCL"
      },
      "source": [
        "## Save Cleaned and Processed  Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 45,
      "metadata": {
        "id": "FNnhyjS7rQy6"
      },
      "outputs": [],
      "source": [
        "pulse_point_df.to_csv('PulsePoint-emergencies-cleaned.csv', index=False)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Zz17mNycZseQ"
      },
      "source": [
        "<a id='6'></a>\n",
        "# 6 EDA"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WHtDyqJQQXoH"
      },
      "source": [
        "A quick overview of the preprocessed data- \n",
        "\n",
        "The preprocessed dataset contains additional  5 columns extracted from the **location** column, another 5 columns extracted from **date\\_of\\_incident** and **duration** columns. **Id** , **Incident\\_logo** and  **agency\\_logo** columns from the original dataset was discarded.\n",
        "\n",
        "| **Columns**        | **Description**                           | **Data Type**  |\n",
        "| ------------------ | ----------------------------------------- | -------------- |\n",
        "| business   | Name of the business place extracted from location(e.g., JANIE & JACK, DOLLAR GENERAL etc.)                      | object|\n",
        "| address | Address where the incident took place (extracted from location)         | object         |\n",
        "| address\\_2              | Extended address where the incident took place (extracted from location)              | object         |\n",
        "| city | City where the incident took place (extracted from location). It could also be a town or a country   | object         |\n",
        "| state    | State where the incident took place (extracted from location) | object         |\n",
        "| duration\\_in\\_seconds | Incident duration in seconds (extracted from duration)     | numeric, int|\n",
        "| day\\_name | Name of the day when the incident took place       | object        |\n",
        "| weekday | The day of the week with Monday=0, Sunday=6.                | object         |\n",
        "| month_name     | Name of the month (extracted from date)                     | object         |\n",
        "| time\\_of\\_the_day  | morning (5AM-11:59AM),  afternoon (12PM-4:59 PM),  evening (5PM-8:59PM),  night (9PM-11:59PM), midnight (12AM-4:59AM)| object |"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 46,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "pKnnyrnU-9Yu",
        "outputId": "199f9c05-2dbd-43c3-c821-2438f3a5d49c"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **281278** incidents"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{pulse_point_df.shape[0]}** incidents\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 47,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vvkxoH7e6mHO",
        "outputId": "24204b9a-c940-434d-e2f1-ab71be3001d8"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "Int64Index: 281278 entries, 0 to 281277\n",
            "Data columns (total 17 columns):\n",
            " #   Column               Non-Null Count   Dtype         \n",
            "---  ------               --------------   -----         \n",
            " 0   title                281278 non-null  object        \n",
            " 1   agency               281278 non-null  object        \n",
            " 2   location             281278 non-null  object        \n",
            " 3   timestamp_time       281278 non-null  object        \n",
            " 4   date_of_incident     281278 non-null  datetime64[ns]\n",
            " 5   description          267894 non-null  object        \n",
            " 6   duration             281278 non-null  object        \n",
            " 7   business             15126 non-null   object        \n",
            " 8   address              281278 non-null  object        \n",
            " 9   address_2            9032 non-null    object        \n",
            " 10  city                 281278 non-null  object        \n",
            " 11  state                281278 non-null  object        \n",
            " 12  duration_in_seconds  281278 non-null  int64         \n",
            " 13  day_name             281278 non-null  object        \n",
            " 14  weekday              281278 non-null  int64         \n",
            " 15  month_name           281278 non-null  object        \n",
            " 16  time_of_the_day      281278 non-null  object        \n",
            "dtypes: datetime64[ns](1), int64(2), object(14)\n",
            "memory usage: 38.6+ MB\n"
          ]
        }
      ],
      "source": [
        "pulse_point_df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 48,
      "metadata": {
        "colab": {
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        },
        "id": "vK5N6Nt_6h2f",
        "outputId": "ce268d26-57bc-40a3-a7fe-09683d8dcb4b"
      },
      "outputs": [
        {
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              "                        count         mean  ...     75%       max\n",
              "duration_in_seconds  281278.0  2578.742312  ...  3480.0  116760.0\n",
              "weekday              281278.0     3.076256  ...     5.0       6.0\n",
              "\n",
              "[2 rows x 8 columns]"
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        },
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              "      <td>85203</td>\n",
              "      <td>E1</td>\n",
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              "      <th>duration</th>\n",
              "      <td>281278</td>\n",
              "      <td>728</td>\n",
              "      <td>16 m</td>\n",
              "      <td>6420</td>\n",
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              "    <tr>\n",
              "      <th>business</th>\n",
              "      <td>15126</td>\n",
              "      <td>11244</td>\n",
              "      <td>UNINC</td>\n",
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              "    <tr>\n",
              "      <th>address</th>\n",
              "      <td>281278</td>\n",
              "      <td>155622</td>\n",
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              "      <th>address_2</th>\n",
              "      <td>9032</td>\n",
              "      <td>2758</td>\n",
              "      <td>STE BLK</td>\n",
              "      <td>266</td>\n",
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              "    <tr>\n",
              "      <th>city</th>\n",
              "      <td>281278</td>\n",
              "      <td>3530</td>\n",
              "      <td>LOS ANGELES</td>\n",
              "      <td>8017</td>\n",
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              "    <tr>\n",
              "      <th>state</th>\n",
              "      <td>281278</td>\n",
              "      <td>44</td>\n",
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              "      <th>day_name</th>\n",
              "      <td>281278</td>\n",
              "      <td>7</td>\n",
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              "      <td>45983</td>\n",
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              "    <tr>\n",
              "      <th>month_name</th>\n",
              "      <td>281278</td>\n",
              "      <td>8</td>\n",
              "      <td>November</td>\n",
              "      <td>53193</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>time_of_the_day</th>\n",
              "      <td>281278</td>\n",
              "      <td>5</td>\n",
              "      <td>Morning</td>\n",
              "      <td>101072</td>\n",
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              "  "
            ],
            "text/plain": [
              "                  count  unique                           top    freq\n",
              "title            281278      88             Medical Emergency  179753\n",
              "agency           281278     773             Montgomery County    6296\n",
              "location         281278  179763  COLLINS AVE, MIAMI BEACH, FL      99\n",
              "timestamp_time   281278    1440                       5:04 AM     333\n",
              "description      267894   85203                            E1    1249\n",
              "duration         281278     728                          16 m    6420\n",
              "business          15126   11244                         UNINC      83\n",
              "address          281278  155622                       MAIN ST     462\n",
              "address_2          9032    2758                       STE BLK     266\n",
              "city             281278    3530                   LOS ANGELES    8017\n",
              "state            281278      44                            CA   85136\n",
              "day_name         281278       7                        Sunday   45983\n",
              "month_name       281278       8                      November   53193\n",
              "time_of_the_day  281278       5                       Morning  101072"
            ]
          },
          "execution_count": 49,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.describe(include='object').T"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 50,
      "metadata": {
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          "base_uri": "https://localhost:8080/",
          "height": 749
        },
        "id": "qojHzznZ566o",
        "outputId": "0da6aa8b-52b6-466f-b7ae-9a72713504b7"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Number of rows with at least 1 missing values: 280200\n",
            "Number of columns with missing values: 3\n",
            "\n",
            "Missing percentage (desceding):\n"
          ]
        },
        {
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              "              Total  Percentage(%)\n",
              "address_2    272246      96.788942\n",
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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "missing_value_describe(pulse_point_df)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MWAr-2hku3kx"
      },
      "source": [
        "<a id='6.1'></a>\n",
        "## 6.1 Incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 51,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "M4DIfsaB-9Yv",
        "outputId": "9a3211e1-1ed1-49a1-d2b5-9cbe2cfe9426"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **88** types of incidents"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{len(pulse_point_df.title.unique())}** types of incidents\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Pfto82X76B6Z"
      },
      "source": [
        "### Top "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 52,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6aZg1rPm-9Yv",
        "outputId": "30e27048-311a-4456-a3f2-a99ac64d7818"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Medical Emergency             179753\n",
              "Traffic Collision              22835\n",
              "Fire Alarm                     11147\n",
              "Alarm                           7420\n",
              "Public Service                  7363\n",
              "Refuse/Garbage Fire             4437\n",
              "Structure Fire                  4152\n",
              "Lift Assist                     3130\n",
              "Mutual Aid                      2862\n",
              "Fire                            2723\n",
              "Residential Fire                2559\n",
              "Expanded Traffic Collision      2527\n",
              "Interfacility Transfer          2014\n",
              "Outside Fire                    1963\n",
              "Vehicle Fire                    1810\n",
              "Investigation                   1628\n",
              "Carbon Monoxide                 1513\n",
              "Vegetation Fire                 1428\n",
              "Hazardous Condition             1423\n",
              "Commercial Fire                 1405\n",
              "Name: title, dtype: int64"
            ]
          },
          "execution_count": 52,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.title.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UtgeHMvn6HL9"
      },
      "source": [
        "### Wordcloud"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 53,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 421
        },
        "id": "xKIyK912R5qd",
        "outputId": "28fd0859-b9a6-4bc1-ec71-9ac18dd609f0"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1008x720 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# crisp wordcloud : https://stackoverflow.com/a/28795577/11105356\n",
        "\n",
        "data = pulse_point_df.title.value_counts().to_dict()\n",
        "wc = WordCloud(width=800, height=400,background_color=\"white\", max_font_size=300).generate_from_frequencies(data)\n",
        "plt.figure(figsize=(14,10))\n",
        "plt.imshow(wc, interpolation=\"bilinear\")\n",
        "plt.axis('off')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "b9J8IDUpxNL4"
      },
      "source": [
        "<a id='6.2'></a>\n",
        "## 6.2 Agency"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 54,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "iBWHbSR1-9Yw",
        "outputId": "a0f02d0c-a0c5-421c-adf2-6eedc5fb0898"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **773** agencies"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{len(pulse_point_df.agency.unique())}** agencies\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-ETGL7wIBnoV"
      },
      "source": [
        "### Most Active "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 55,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uPwyQNzu-9Yw",
        "outputId": "b6678e11-5a96-42a6-b21b-1a3e72e22e2d"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Montgomery County       6296\n",
              "Columbus Fire           4957\n",
              "Milwaukee Fire          4793\n",
              "Cleveland EMS           4728\n",
              "Contra Costa FPD        4609\n",
              "Fairfax County Fire     3547\n",
              "Hamilton County         3473\n",
              "Eug Spfld Fire          3302\n",
              "Boone County Joint      3143\n",
              "LAFD - Central          3136\n",
              "Rockford Fire           3052\n",
              "LA County FD (Div 4)    2992\n",
              "LA County FD (Div 8)    2990\n",
              "LA County FD (Div 6)    2964\n",
              "LA County FD (Div 1)    2925\n",
              "Seminole County Fire    2909\n",
              "LA County FD (Div 2)    2900\n",
              "LA County FD (Div 5)    2864\n",
              "Seattle FD              2858\n",
              "Miami Beach Fire        2802\n",
              "Name: agency, dtype: int64"
            ]
          },
          "execution_count": 55,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# Top agencies by incident engagement count\n",
        "\n",
        "pulse_point_df.agency.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 56,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 615
        },
        "id": "p9lYW3m0Bohi",
        "outputId": "b2284aaf-4683-45fc-e4c4-4581160e73c7"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "pulse_point_df.agency.value_counts().head(10).sort_values(ascending=False).plot(kind = 'bar');"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "sVvDZbVU6mK5"
      },
      "source": [
        "### Wordcloud\n",
        "\n",
        "Most frequent - **Montgomery County**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 57,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 421
        },
        "id": "9IJ-2Vu9VCxZ",
        "outputId": "82c160d3-0b11-4363-9542-9b006715787f"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1008x720 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "data = pulse_point_df.agency.value_counts().to_dict()\n",
        "wc = WordCloud(width=800, height=400,background_color=\"white\", max_font_size=300).generate_from_frequencies(data)\n",
        "plt.figure(figsize=(14,10))\n",
        "plt.imshow(wc, interpolation=\"bilinear\")\n",
        "plt.axis('off')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rJX61vxwBwc4"
      },
      "source": [
        "<a id='6.3'></a>\n",
        "## 6.3 Description (Codes)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "AtRnnrwtDZb0"
      },
      "source": [
        "The codes themselves are defined by each agency, and are typically followed by a number to identify a particular instance of each asset type. A legend is sometimes provided on the agency information page, and following are some common examples:\n",
        "\n",
        "* B=Battalion \n",
        "* BC=Battalion \n",
        "* Chief E=Engine \n",
        "* CMD=Command \n",
        "* CPT=Helicopter \n",
        "* C=Crew \n",
        "* DZR=Dozer \n",
        "* HM=Hazmat \n",
        "* ME=Medic Engine \n",
        "* MRE=Medic Rescue Engine \n",
        "* P=Patrol \n",
        "* R=Rescue \n",
        "* RE=Rescue Engine \n",
        "* SQ=Squad \n",
        "* T=Truck \n",
        "* U=Utility \n",
        "* WT=Water Tender \n",
        "\n",
        "Credit: [PulsePoint Wikipedia](https://en.wikipedia.org/wiki/PulsePoint#Incident_Responder_Unit_Codes)\n",
        "\n",
        "*Note: There is no standard for the identifier abbreviations (E, T, S, BC, RA, PM, etc.), and they can vary significantly from agency to agency.*\n",
        "\n",
        "Example - [Ventura County Fire Department PulsePoint  Unit  Abbreviations PDF](https://vcfd.org/wp-content/uploads/2020/07/PulsePoint_Unit_Abbreviations.pdf)\n",
        "\n",
        "To know more, visit - [https://www.pulsepoint.org/unit-status-legend](https://www.pulsepoint.org/unit-status-legend)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 58,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5Zxn0lQq-9Yz",
        "outputId": "a17a6731-ea1f-4e4a-e90f-c8c11816a896",
        "scrolled": false
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "E1     1249\n",
              "E2     1056\n",
              "E4      743\n",
              "E3      701\n",
              "E6      699\n",
              "E11     671\n",
              "M1      636\n",
              "E14     610\n",
              "E10     601\n",
              "E51     564\n",
              "Name: description, dtype: int64"
            ]
          },
          "execution_count": 58,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.description.value_counts().head(10)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1_hpCQv0RpGf"
      },
      "source": [
        "Checking for **`MRE`(Medic Rescue Engine)** code in description"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 59,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 255
        },
        "id": "gP8LLtivCEeS",
        "outputId": "44194ef8-c90f-42ab-92ca-3fdc8e2eeb60"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "565       B5 DMRE238 E24 E47 M9 RSFB261 SOLE237 SOLT237\n",
              "1903         B14 B15 E132 ME32 ME33 ME35 ME52 MRE31 T35\n",
              "3637          B19 B29 E132 ME34 ME36 ME37 MRE31 Q44 T35\n",
              "3669          MRB4 MRE3 MRF6 MRFD1 MRR76 MRS5 MRT7 MRT8\n",
              "4087                           B17 ME21 ME23 ME26 SMRE4\n",
              "                              ...                      \n",
              "264925                    B18 ME21 ME23 ME26 SMRE4 WT26\n",
              "276683            A14 B1 B2 E15 E6 EMS1 H14 M2 MRED T12\n",
              "280991                                    B14 E22 MRE23\n",
              "281020    B14 B2 E22 IV12 ME1 ME20 ME21 MRE23 MT5 VNCIV\n",
              "281088                                       E132 MRE31\n",
              "Name: description, Length: 93, dtype: object"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "text/markdown": [
              "**93** instances contain **MRE** code"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "mask = pulse_point_df.description.str.contains('MRE', regex=False, na=False)\n",
        "display(pulse_point_df.description[mask])\n",
        "printmd(f\"**{pulse_point_df.description[mask].count()}** instances contain **MRE** code\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7865pG9MBy7d"
      },
      "source": [
        "<a id='6.4'></a>\n",
        "## 6.4 Duration"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 60,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0ARDF6jFCJ-L",
        "outputId": "8d9d5e39-d45a-413f-c516-08d635e27a61"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "16.0    6420\n",
              "18.0    6334\n",
              "15.0    6332\n",
              "17.0    6330\n",
              "14.0    6202\n",
              "19.0    6192\n",
              "20.0    6025\n",
              "21.0    5908\n",
              "13.0    5907\n",
              "12.0    5664\n",
              "22.0    5530\n",
              "11.0    5360\n",
              "23.0    5195\n",
              "10.0    5076\n",
              "24.0    4877\n",
              "9.0     4582\n",
              "25.0    4535\n",
              "26.0    4308\n",
              "27.0    4018\n",
              "8.0     3832\n",
              "28.0    3652\n",
              "29.0    3541\n",
              "30.0    3425\n",
              "7.0     3409\n",
              "31.0    3174\n",
              "4.0     3060\n",
              "32.0    3044\n",
              "5.0     2977\n",
              "33.0    2925\n",
              "3.0     2911\n",
              "Name: duration_in_seconds, dtype: int64"
            ]
          },
          "execution_count": 60,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "(pulse_point_df.duration_in_seconds/ 60).value_counts().head(30)\n",
        "\n",
        "# alternative\n",
        "# pulse_point_df.duration.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pfDRw8mnCjuJ"
      },
      "source": [
        "**Most of the emergency engagement lasted under 30 mins**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MAy7CAG3-9Y0"
      },
      "source": [
        "<a id='6.5'></a>\n",
        "## 6.5 Incident Location"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xjkHyWDqlIIT"
      },
      "source": [
        "### City"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 61,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "k9JagJXK-9Y0",
        "outputId": "a1fd873e-a8a3-4291-eb98-e2a1ad676841"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **3530** cities PulsePoint covered"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{len(pulse_point_df.city.unique())}** cities PulsePoint covered\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 62,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "5679mO38XgFZ",
        "outputId": "005be786-23b5-49f8-82ec-da2ced7976b4"
      },
      "outputs": [
        {
          "data": {
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              "      <th>city</th>\n",
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              "      <th>count</th>\n",
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              "      <th>0</th>\n",
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              "      <td>5</td>\n",
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              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>0320</td>\n",
              "      <td>NJ</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>0322</td>\n",
              "      <td>NJ</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>0323</td>\n",
              "      <td>NJ</td>\n",
              "      <td>4</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>0324</td>\n",
              "      <td>NJ</td>\n",
              "      <td>12</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>0325</td>\n",
              "      <td>NJ</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>0332</td>\n",
              "      <td>NJ</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>0334</td>\n",
              "      <td>NJ</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>0335</td>\n",
              "      <td>NJ</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>0337</td>\n",
              "      <td>NJ</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>0338</td>\n",
              "      <td>NJ</td>\n",
              "      <td>5</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>0339</td>\n",
              "      <td>NJ</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>10TH AVE N</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>11TH ST N</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>12809 - NAME?</td>\n",
              "      <td>NY</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>1328 - NAME?</td>\n",
              "      <td>DE</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>1ST AVE N</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>21</td>\n",
              "      <td>NJ</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>21804 - NAME?</td>\n",
              "      <td>MD</td>\n",
              "      <td>7</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>21875 - NAME?</td>\n",
              "      <td>MD</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>29 PALMS</td>\n",
              "      <td>CA</td>\n",
              "      <td>9</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>2ND AVE N &amp; RIVERFRONT PARK RD</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>50TH ST S</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>6TH AVE N</td>\n",
              "      <td>ID</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>ABERDEEN</td>\n",
              "      <td>SD</td>\n",
              "      <td>38</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>ABINGTON</td>\n",
              "      <td>PA</td>\n",
              "      <td>190</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>ACCOKEEK</td>\n",
              "      <td>MD</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>ACME</td>\n",
              "      <td>WA</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>41</th>\n",
              "      <td>ACTON</td>\n",
              "      <td>CA</td>\n",
              "      <td>37</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>42</th>\n",
              "      <td>ADDISON</td>\n",
              "      <td>TX</td>\n",
              "      <td>70</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>ADELANTO</td>\n",
              "      <td>CA</td>\n",
              "      <td>20</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>44</th>\n",
              "      <td>ADMIRALS CHASE</td>\n",
              "      <td>DE</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>45</th>\n",
              "      <td>ADVANCE</td>\n",
              "      <td>IN</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>46</th>\n",
              "      <td>AFFTON</td>\n",
              "      <td>MO</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>47</th>\n",
              "      <td>AGASSIZ</td>\n",
              "      <td>BC</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>AGOURA</td>\n",
              "      <td>CA</td>\n",
              "      <td>23</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>49</th>\n",
              "      <td>AGOURA HILLS</td>\n",
              "      <td>CA</td>\n",
              "      <td>147</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "      \n",
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              "    .colab-df-container {\n",
              "      display:flex;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
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            "text/plain": [
              "                              city state  count\n",
              "0                                *    NM      3\n",
              "1                      **UNDEFINED    CA     17\n",
              "2                      -105.124526    CO      1\n",
              "3                             0304    NJ      5\n",
              "4                             0306    NJ      4\n",
              "5                             0308    NJ      1\n",
              "6                             0310    NJ      3\n",
              "7                             0311    NJ      2\n",
              "8                             0312    NJ      3\n",
              "9                             0313    NJ      7\n",
              "10                            0315    NJ      1\n",
              "11                            0316    NJ      1\n",
              "12                            0318    NJ      1\n",
              "13                            0319    NJ      5\n",
              "14                            0320    NJ      3\n",
              "15                            0322    NJ      3\n",
              "16                            0323    NJ      4\n",
              "17                            0324    NJ     12\n",
              "18                            0325    NJ      1\n",
              "19                            0332    NJ      1\n",
              "20                            0334    NJ      2\n",
              "21                            0335    NJ      1\n",
              "22                            0337    NJ      2\n",
              "23                            0338    NJ      5\n",
              "24                            0339    NJ      3\n",
              "25                      10TH AVE N    ID      1\n",
              "26                       11TH ST N    ID      1\n",
              "27                   12809 - NAME?    NY      1\n",
              "28                    1328 - NAME?    DE      1\n",
              "29                       1ST AVE N    ID      1\n",
              "30                              21    NJ      3\n",
              "31                   21804 - NAME?    MD      7\n",
              "32                   21875 - NAME?    MD      1\n",
              "33                        29 PALMS    CA      9\n",
              "34  2ND AVE N & RIVERFRONT PARK RD    ID      1\n",
              "35                       50TH ST S    ID      1\n",
              "36                       6TH AVE N    ID      1\n",
              "37                        ABERDEEN    SD     38\n",
              "38                        ABINGTON    PA    190\n",
              "39                        ACCOKEEK    MD      3\n",
              "40                            ACME    WA      2\n",
              "41                           ACTON    CA     37\n",
              "42                         ADDISON    TX     70\n",
              "43                        ADELANTO    CA     20\n",
              "44                  ADMIRALS CHASE    DE      1\n",
              "45                         ADVANCE    IN      2\n",
              "46                          AFFTON    MO      1\n",
              "47                         AGASSIZ    BC      1\n",
              "48                          AGOURA    CA     23\n",
              "49                    AGOURA HILLS    CA    147"
            ]
          },
          "execution_count": 62,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_city_df = pulse_point_df.groupby(['city','state'], as_index=False).count()[['city', 'state', 'title']].reset_index(drop=True).rename(columns={'title':'count'})\n",
        "pulse_point_city_df.head(50)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1LZ4paJh9Vnt"
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      "source": [
        "**Some cities in different states have the same name**"
      ]
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      "cell_type": "code",
      "execution_count": 63,
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        "id": "2IM2tFq-lAPY",
        "outputId": "aeb256c6-9a0e-44a4-fe0f-a85c24ed2d50"
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        {
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              "            city state  count\n",
              "330  BLOOMINGTON    CA      9\n",
              "331  BLOOMINGTON    IN    410"
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      ]
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        "Outliers in city names - **`*`** , **'0324'**, **' **UNDEFINED'**, **'12809 - NAME?'** etc."
      ]
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              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                    title             agency  ... month_name time_of_the_day\n",
              "63653          Fire Alarm  Burlington County  ...       July        Midnight\n",
              "63729   Medical Emergency  Burlington County  ...       July        Midnight\n",
              "79887   Medical Emergency  Burlington County  ...     August         Morning\n",
              "175543  Medical Emergency  Burlington County  ...    October        Midnight\n",
              "193627         Fire Alarm  Burlington County  ...   November        Midnight\n",
              "\n",
              "[5 rows x 17 columns]"
            ]
          },
          "execution_count": 64,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df[pulse_point_df.city.str.startswith('0324')].head()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UX3q6A5yAqJn"
      },
      "source": [
        "#### Geolocation\n",
        "\n",
        "##### Extract geolocation from the city address"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 65,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 243
        },
        "id": "p-UgPhu-ZlSV",
        "outputId": "74ebcc83-7d0f-4b7e-a587-194300a10aaf"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "50th Street South, Gulfport, Pinellas County, Florida, 33707, United States\n"
          ]
        },
        {
          "data": {
            "text/plain": [
              "{'boundingbox': ['27.750967', '27.7517259', '-82.7011036', '-82.701095'],\n",
              " 'class': 'highway',\n",
              " 'display_name': '50th Street South, Gulfport, Pinellas County, Florida, 33707, United States',\n",
              " 'importance': 0.4,\n",
              " 'lat': '27.7517259',\n",
              " 'licence': 'Data © OpenStreetMap contributors, ODbL 1.0. https://osm.org/copyright',\n",
              " 'lon': '-82.7011036',\n",
              " 'osm_id': 11238610,\n",
              " 'osm_type': 'way',\n",
              " 'place_id': 99532491,\n",
              " 'type': 'residential'}"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Lattitude:  27.7517259 , Longitude:  -82.7011036\n"
          ]
        }
      ],
      "source": [
        "geolocator = Nominatim(user_agent='myapplication')\n",
        "location = geolocator.geocode(\"50TH ST S\")\n",
        "print(location.address)\n",
        "display(location.raw)\n",
        "print(\"Lattitude: \", location.raw['lat'],\", Longitude: \", location.raw['lon'])"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rfFXtYmGE5Ij"
      },
      "source": [
        "##### Utility Function"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 66,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "e-0Ap8Are9PS",
        "outputId": "b1a5bdf9-3891-435c-c1c7-a65c81e2548c"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "('-82.7011036', '27.7517259')"
            ]
          },
          "execution_count": 66,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "geolocator = Nominatim(user_agent='myapplication')\n",
        "\n",
        "\n",
        "\n",
        "def get_nominatim_geocode(address):\n",
        "    try:\n",
        "      location = geolocator.geocode(address)\n",
        "      return location.raw['lon'], location.raw['lat']\n",
        "    except Exception as e:\n",
        "        # print(e)\n",
        "        return None, None\n",
        "        \n",
        "# alternative way : scraping from the website \n",
        "\n",
        "# def get_nominatim_geocode(address):\n",
        "#     url = 'https://nominatim.openstreetmap.org/search/' + urllib.parse.quote(address) + '?format=json'\n",
        "#     try:\n",
        "#         response = requests.get(url).json()\n",
        "#         return response[0][\"lon\"], response[0][\"lat\"]\n",
        "#     except Exception as e:\n",
        "#         # print(e)\n",
        "#         return None, None\n",
        "\n",
        "def get_positionstack_geocode(address):\n",
        "  BASE_URL = \"http://api.positionstack.com/v1/forward?access_key=\"\n",
        "  API_KEY = API_KEY_POSITIONSTACK\n",
        "  \n",
        "  url = BASE_URL +API_KEY+'&query='+urllib.parse.quote(address)\n",
        "  try:\n",
        "      response = requests.get(url).json()\n",
        "      # print( response[\"data\"][0])\n",
        "      return response[\"data\"][0][\"longitude\"], response[\"data\"][0][\"latitude\"]\n",
        "  except Exception as e:\n",
        "      # print(e)\n",
        "      return None, None\n",
        "\n",
        "def get_geocode(address):\n",
        "  long,lat = get_nominatim_geocode(address)\n",
        "  if long == None:\n",
        "    return get_positionstack_geocode(address)\n",
        "  else:\n",
        "    return long,lat\n",
        "\n",
        "address = \"50TH ST S\"\n",
        "\n",
        "get_geocode(address)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DXzYHZZ2A1IC"
      },
      "source": [
        "**Some cities with the same names appear in two different countries**. \n",
        "\n",
        "examples - \n",
        "\n",
        "* NAPLES - Italy \n",
        "* Columbia - Country in South America\n",
        "* Suffolk - UK\n",
        "* STAFFORD - UK\n",
        "* NORFOLK - UK"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 67,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "U-wPDtU3eBGi",
        "outputId": "3e63829a-4dd8-403c-f04f-dbd758048804"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Location(Suffolk, East of England, England, United Kingdom, (52.241001350000005, 1.0466830312565236, 0.0))"
            ]
          },
          "execution_count": 67,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "address = 'Suffolk'\n",
        "location = geolocator.geocode(address)\n",
        "location"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OPRWJoZVBdKt"
      },
      "source": [
        "**Adding tailing 'USA' to the location text would solve this issue**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 68,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vXsIhsvOeU8P",
        "outputId": "d01f5181-3ad0-4c1c-9daf-1b160b927806"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Location(Suffolk, Suffolk (city), Virginia, 23434, United States, (36.7282096, -76.5835703, 0.0))"
            ]
          },
          "execution_count": 68,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "address = 'Suffolk, USA'\n",
        "location = geolocator.geocode(address)\n",
        "location"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ux43wpDMBfBW"
      },
      "source": [
        "**Adding city and country names will help to get the appropriate location**\n",
        "\n",
        "Let's fetch geolocation of some cities"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 69,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "A4EV1mPujh52",
        "outputId": "08678fe8-08c0-453d-adbd-6744659c1bf1"
      },
      "outputs": [
        {
          "data": {
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              "      <th>3783</th>\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
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              "             city state  count\n",
              "3783  ZEPHYR COVE    NV     16\n",
              "3784  ZEPHYRHILLS    FL     12\n",
              "3785   ZIONSVILLE    IN    193\n",
              "3786         ZOAR    OH      2\n",
              "3787  ZOC-ORLANDO    FL      2"
            ]
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          "execution_count": 69,
          "metadata": {},
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      ],
      "source": [
        "test_df = pulse_point_city_df.tail()\n",
        "test_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 70,
      "metadata": {
        "colab": {
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        },
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      },
      "outputs": [
        {
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:1: SettingWithCopyWarning:\n",
            "\n",
            "\n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "\n"
          ]
        },
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              "          document.querySelector('#df-37c02079-b287-4323-ba1a-1195937ff5ac button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-37c02079-b287-4323-ba1a-1195937ff5ac');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "             city state  count              location\n",
              "3783  ZEPHYR COVE    NV     16  ZEPHYR COVE, NV, USA\n",
              "3784  ZEPHYRHILLS    FL     12  ZEPHYRHILLS, FL, USA\n",
              "3785   ZIONSVILLE    IN    193   ZIONSVILLE, IN, USA\n",
              "3786         ZOAR    OH      2         ZOAR, OH, USA\n",
              "3787  ZOC-ORLANDO    FL      2  ZOC-ORLANDO, FL, USA"
            ]
          },
          "execution_count": 70,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "test_df['location'] = test_df['city'] + ', ' + test_df['state'] + ', USA'\n",
        "\n",
        "# test_df[['city', 'state']].agg(', '.join, axis=1) + ', USA'\n",
        "test_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 71,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 84,
          "referenced_widgets": [
            "1450cd84e80e49d28325f74106690bdc",
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            "f03cb9270b96465398c807d1f611a632",
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            "c301aa250dd34d74a9e17ae86eaa9351",
            "54d4b9e3d06e43e4bbd406604474e30b",
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            "b00c368527ed48688e05fc3f73e38a60",
            "7f7aec8f79884a9f9d2b45c8a6b15293",
            "57e416107dfd46238d621efe606de5ce"
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        },
        "id": "Kui0WCmxsEE9",
        "outputId": "a62505b2-2199-4bb0-acb3-15ca5b0641e4"
      },
      "outputs": [
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "1450cd84e80e49d28325f74106690bdc",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "  0%|          | 0/5 [00:00<?, ?it/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "CPU times: user 113 ms, sys: 7.43 ms, total: 121 ms\n",
            "Wall time: 2.72 s\n"
          ]
        }
      ],
      "source": [
        "%%time\n",
        "location_test_df = test_df.location.progress_apply(lambda x:get_geocode(str(x.strip()))).apply(pd.Series)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 72,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "t4phBV7Ue7Xm",
        "outputId": "50480751-e430-408d-f80d-2b9d07540c3f"
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        {
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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            "text/plain": [
              "             city state  ...           longitude            latitude\n",
              "3783  ZEPHYR COVE    NV  ...        -119.9472389          39.0060103\n",
              "3784  ZEPHYRHILLS    FL  ...   -82.1812531782471         28.24262955\n",
              "3785   ZIONSVILLE    IN  ...  -86.26473508663867  39.963235499999996\n",
              "3786         ZOAR    OH  ...         -81.4223375          40.6142286\n",
              "3787  ZOC-ORLANDO    FL  ...            -81.2937             28.4196\n",
              "\n",
              "[5 rows x 6 columns]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "location_test_df.columns = ['longitude', 'latitude']\n",
        "test_df = test_df.join(location_test_df)\n",
        "display(test_df)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pycEfcm9CjNn"
      },
      "source": [
        "**Alternative Approach (iterate every rows)**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 73,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 241
        },
        "id": "yoGvmFyZkYRG",
        "outputId": "2ee60468-1d09-41f6-9427-92cbe8bc1f34"
      },
      "outputs": [
        {
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
            ],
            "text/plain": [
              "             city state  ...           longitude            latitude\n",
              "3783  ZEPHYR COVE    NV  ...        -119.9472389          39.0060103\n",
              "3784  ZEPHYRHILLS    FL  ...   -82.1812531782471         28.24262955\n",
              "3785   ZIONSVILLE    IN  ...  -86.26473508663867  39.963235499999996\n",
              "3786         ZOAR    OH  ...         -81.4223375          40.6142286\n",
              "3787  ZOC-ORLANDO    FL  ...             17.2179             48.8399\n",
              "\n",
              "[5 rows x 6 columns]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "CPU times: user 51 ms, sys: 9.18 ms, total: 60.2 ms\n",
            "Wall time: 2.67 s\n"
          ]
        }
      ],
      "source": [
        "%%time\n",
        "for index,row in test_df.iterrows():\n",
        "  test_df.loc[index,'longitude'], test_df.loc[index,'latitude'] = get_geocode(row.city.strip())\n",
        "display(test_df)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "RiLrIemACuks"
      },
      "source": [
        "**Create a temporary column \"location\" by merging city, state and country**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 74,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3Sk8xfVf5ZqS",
        "outputId": "27a3813f-9740-4a7b-c4e9-bef92ddc673f"
      },
      "outputs": [
        {
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/pandas/core/indexing.py:670: SettingWithCopyWarning:\n",
            "\n",
            "\n",
            "A value is trying to be set on a copy of a slice from a DataFrame\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "\n"
          ]
        }
      ],
      "source": [
        "canada_mask = pulse_point_city_df.state.isin([*ca_province_dic.values()])\n",
        "\n",
        "pulse_point_city_df['location'] = pulse_point_city_df['city'] + ', ' + pulse_point_city_df['state'] \n",
        "\n",
        "pulse_point_city_df['location'].loc[canada_mask] = pulse_point_city_df['location'] + ', CANADA'\n",
        "\n",
        "pulse_point_city_df['location'].loc[~canada_mask] = pulse_point_city_df['location'] + ', USA'\n",
        "\n",
        "# to verify\n",
        "\n",
        "# pulse_point_city_df[pulse_point_city_df['location'].str.endswith('USA')]\n",
        "# pulse_point_city_df[pulse_point_city_df['location'].str.endswith('CANADA')]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zbsuG68fFHMr"
      },
      "source": [
        "##### Fetch Geolocation"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 75,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 84,
          "referenced_widgets": [
            "5095a5fa8d6c4b9fb8418a39ee24ceec",
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        "id": "XOkf0UUEuuV2",
        "outputId": "c835b5d8-9e4f-48a3-c5e5-ad4e32680e0d"
      },
      "outputs": [
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "5095a5fa8d6c4b9fb8418a39ee24ceec",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "  0%|          | 0/3788 [00:00<?, ?it/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "CPU times: user 29.8 s, sys: 4.68 s, total: 34.5 s\n",
            "Wall time: 34min 59s\n"
          ]
        }
      ],
      "source": [
        "%%time\n",
        "location_df = pulse_point_city_df.location.progress_apply(lambda x:get_geocode(str(x.strip()))).apply(pd.Series)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 76,
      "metadata": {
        "id": "aUSZdJyIrgy-"
      },
      "outputs": [],
      "source": [
        "location_df.columns = ['longitude', 'latitude']\n",
        "pulse_point_city_df = pulse_point_city_df.join(location_df)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wLIrwbMyFOjS"
      },
      "source": [
        "**Check for missing values and drop cities without geocode**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 77,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "oZGKBRHHJTgz",
        "outputId": "e5d12d3d-f36e-4888-be4a-ca2067db299b"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "city         0\n",
              "state        0\n",
              "count        0\n",
              "location     0\n",
              "longitude    6\n",
              "latitude     6\n",
              "dtype: int64"
            ]
          },
          "execution_count": 77,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_city_df.isna().sum()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 78,
      "metadata": {
        "id": "xCT5PQ8pJWl9"
      },
      "outputs": [],
      "source": [
        "pulse_point_city_df.dropna(inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 79,
      "metadata": {
        "id": "FEMeb4xTb7GI"
      },
      "outputs": [],
      "source": [
        "pulse_point_city_df.to_csv('City-coordinate.csv', index=False)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 80,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "TA5bb0mY9aG2",
        "outputId": "f73f8632-9ffb-4bf9-d1cc-7045b858379d"
      },
      "outputs": [
        {
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              "      <th>3783</th>\n",
              "      <td>ZEPHYR COVE</td>\n",
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              "      <td>-119.9472389</td>\n",
              "      <td>39.0060103</td>\n",
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              "      <th>3784</th>\n",
              "      <td>ZEPHYRHILLS</td>\n",
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              "      <td>ZOC-ORLANDO</td>\n",
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              "             city state  ...           longitude            latitude\n",
              "3783  ZEPHYR COVE    NV  ...        -119.9472389          39.0060103\n",
              "3784  ZEPHYRHILLS    FL  ...   -82.1812531782471         28.24262955\n",
              "3785   ZIONSVILLE    IN  ...  -86.26473508663867  39.963235499999996\n",
              "3786         ZOAR    OH  ...         -81.4223375          40.6142286\n",
              "3787  ZOC-ORLANDO    FL  ...            -81.2937             28.4196\n",
              "\n",
              "[5 rows x 6 columns]"
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      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xOWoc8k5UNSK"
      },
      "source": [
        "#### Top Engagement"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 81,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
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        },
        "id": "rAU72R93T3L0",
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              "      <th></th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "      <th>count</th>\n",
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              "      <th>longitude</th>\n",
              "      <th>latitude</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>1891</th>\n",
              "      <td>LOS ANGELES</td>\n",
              "      <td>CA</td>\n",
              "      <td>8017</td>\n",
              "      <td>LOS ANGELES, CA, USA</td>\n",
              "      <td>-118.242766</td>\n",
              "      <td>34.0536909</td>\n",
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              "    <tr>\n",
              "      <th>696</th>\n",
              "      <td>COLUMBUS</td>\n",
              "      <td>OH</td>\n",
              "      <td>4873</td>\n",
              "      <td>COLUMBUS, OH, USA</td>\n",
              "      <td>-83.0007065</td>\n",
              "      <td>39.9622601</td>\n",
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              "      <th>2132</th>\n",
              "      <td>MILWAUKEE</td>\n",
              "      <td>WI</td>\n",
              "      <td>4815</td>\n",
              "      <td>MILWAUKEE, WI, USA</td>\n",
              "      <td>-87.922497</td>\n",
              "      <td>43.0349931</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>648</th>\n",
              "      <td>CLEVELAND</td>\n",
              "      <td>OH</td>\n",
              "      <td>4700</td>\n",
              "      <td>CLEVELAND, OH, USA</td>\n",
              "      <td>-81.6936813</td>\n",
              "      <td>41.4996562</td>\n",
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              "    <tr>\n",
              "      <th>2843</th>\n",
              "      <td>ROCKFORD</td>\n",
              "      <td>IL</td>\n",
              "      <td>3213</td>\n",
              "      <td>ROCKFORD, IL, USA</td>\n",
              "      <td>-89.093966</td>\n",
              "      <td>42.2713945</td>\n",
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              "      <th>3014</th>\n",
              "      <td>SEATTLE</td>\n",
              "      <td>WA</td>\n",
              "      <td>2856</td>\n",
              "      <td>SEATTLE, WA, USA</td>\n",
              "      <td>-122.3300624</td>\n",
              "      <td>47.6038321</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2091</th>\n",
              "      <td>MIAMI BEACH</td>\n",
              "      <td>FL</td>\n",
              "      <td>2799</td>\n",
              "      <td>MIAMI BEACH, FL, USA</td>\n",
              "      <td>-80.1353006</td>\n",
              "      <td>25.7929198</td>\n",
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              "    <tr>\n",
              "      <th>691</th>\n",
              "      <td>COLUMBIA</td>\n",
              "      <td>MO</td>\n",
              "      <td>2777</td>\n",
              "      <td>COLUMBIA, MO, USA</td>\n",
              "      <td>-92.3484631580807</td>\n",
              "      <td>38.9464035</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3726</th>\n",
              "      <td>WINNIPEG</td>\n",
              "      <td>MB</td>\n",
              "      <td>2730</td>\n",
              "      <td>WINNIPEG, MB, CANADA</td>\n",
              "      <td>-97.1384584</td>\n",
              "      <td>49.8955367</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3158</th>\n",
              "      <td>SPOKANE</td>\n",
              "      <td>WA</td>\n",
              "      <td>2703</td>\n",
              "      <td>SPOKANE, WA, USA</td>\n",
              "      <td>-117.4235106</td>\n",
              "      <td>47.6571934</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1182</th>\n",
              "      <td>FREMONT</td>\n",
              "      <td>CA</td>\n",
              "      <td>2611</td>\n",
              "      <td>FREMONT, CA, USA</td>\n",
              "      <td>-121.988571</td>\n",
              "      <td>37.5482697</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1044</th>\n",
              "      <td>EUGENE</td>\n",
              "      <td>OR</td>\n",
              "      <td>2608</td>\n",
              "      <td>EUGENE, OR, USA</td>\n",
              "      <td>-123.0950506</td>\n",
              "      <td>44.0505054</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2790</th>\n",
              "      <td>RICHMOND</td>\n",
              "      <td>VA</td>\n",
              "      <td>2600</td>\n",
              "      <td>RICHMOND, VA, USA</td>\n",
              "      <td>-77.43428</td>\n",
              "      <td>37.5385087</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1880</th>\n",
              "      <td>LONG BEACH</td>\n",
              "      <td>CA</td>\n",
              "      <td>2587</td>\n",
              "      <td>LONG BEACH, CA, USA</td>\n",
              "      <td>-118.191604</td>\n",
              "      <td>33.7690164</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1382</th>\n",
              "      <td>HAMPTON</td>\n",
              "      <td>VA</td>\n",
              "      <td>2476</td>\n",
              "      <td>HAMPTON, VA, USA</td>\n",
              "      <td>-76.3452057</td>\n",
              "      <td>37.0300969</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1186</th>\n",
              "      <td>FRISCO</td>\n",
              "      <td>TX</td>\n",
              "      <td>2461</td>\n",
              "      <td>FRISCO, TX, USA</td>\n",
              "      <td>-96.8236116</td>\n",
              "      <td>33.1506744</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1194</th>\n",
              "      <td>FT LAUDERDALE</td>\n",
              "      <td>FL</td>\n",
              "      <td>2356</td>\n",
              "      <td>FT LAUDERDALE, FL, USA</td>\n",
              "      <td>-80.1433786</td>\n",
              "      <td>26.1223084</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>339</th>\n",
              "      <td>BOCA RATON</td>\n",
              "      <td>FL</td>\n",
              "      <td>2259</td>\n",
              "      <td>BOCA RATON, FL, USA</td>\n",
              "      <td>-80.0830984</td>\n",
              "      <td>26.3586885</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>583</th>\n",
              "      <td>CHATTANOOGA</td>\n",
              "      <td>TN</td>\n",
              "      <td>2252</td>\n",
              "      <td>CHATTANOOGA, TN, USA</td>\n",
              "      <td>-85.3094883</td>\n",
              "      <td>35.0457219</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2056</th>\n",
              "      <td>MEDFORD</td>\n",
              "      <td>OR</td>\n",
              "      <td>2248</td>\n",
              "      <td>MEDFORD, OR, USA</td>\n",
              "      <td>-122.8718605</td>\n",
              "      <td>42.3264181</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
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              "\n",
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              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-4314cc54-3626-4dd3-af94-27bf84fb4f67');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "               city state  ...          longitude    latitude\n",
              "1891    LOS ANGELES    CA  ...        -118.242766  34.0536909\n",
              "696        COLUMBUS    OH  ...        -83.0007065  39.9622601\n",
              "2132      MILWAUKEE    WI  ...         -87.922497  43.0349931\n",
              "648       CLEVELAND    OH  ...        -81.6936813  41.4996562\n",
              "2843       ROCKFORD    IL  ...         -89.093966  42.2713945\n",
              "3014        SEATTLE    WA  ...       -122.3300624  47.6038321\n",
              "2091    MIAMI BEACH    FL  ...        -80.1353006  25.7929198\n",
              "691        COLUMBIA    MO  ...  -92.3484631580807  38.9464035\n",
              "3726       WINNIPEG    MB  ...        -97.1384584  49.8955367\n",
              "3158        SPOKANE    WA  ...       -117.4235106  47.6571934\n",
              "1182        FREMONT    CA  ...        -121.988571  37.5482697\n",
              "1044         EUGENE    OR  ...       -123.0950506  44.0505054\n",
              "2790       RICHMOND    VA  ...          -77.43428  37.5385087\n",
              "1880     LONG BEACH    CA  ...        -118.191604  33.7690164\n",
              "1382        HAMPTON    VA  ...        -76.3452057  37.0300969\n",
              "1186         FRISCO    TX  ...        -96.8236116  33.1506744\n",
              "1194  FT LAUDERDALE    FL  ...        -80.1433786  26.1223084\n",
              "339      BOCA RATON    FL  ...        -80.0830984  26.3586885\n",
              "583     CHATTANOOGA    TN  ...        -85.3094883  35.0457219\n",
              "2056        MEDFORD    OR  ...       -122.8718605  42.3264181\n",
              "\n",
              "[20 rows x 6 columns]"
            ]
          },
          "execution_count": 81,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_city_df.sort_values(by='count', ascending=False).head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "aQGZR6BbaHWZ"
      },
      "source": [
        "**Top 5 Cities by agency engagement -** \n",
        "\n",
        "| **Name**     | **Count** | **State**  |\n",
        "| ------------ | ---------| -------------- |\n",
        "| 1. LOS ANGELES   | 7449 | CA   |\n",
        "| 2. MILWAUKEE   | 4404 | WI   |\n",
        "| 3. COLUMBUS   | 4115 | OH   |\n",
        "| 4. CLEVELAND   | 3977 | OH   |\n",
        "| 5. ROCKFORD   | 2950 | IL   |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ZdlDC0gYSQ_M"
      },
      "source": [
        "#### Heat Map"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 82,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "qs3I1yDlKDJR",
        "outputId": "c74986f6-9877-4bfe-f4a4-9ad0c5cc8403"
      },
      "outputs": [
        {
          "data": {
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              "    <tr>\n",
              "      <th>3</th>\n",
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              "                                                     [key], {});\n",
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              "            + ' to learn more about interactive tables.';\n",
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              "  "
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            "text/plain": [
              "          city  count  ...     latitude                     geometry\n",
              "0            *      3  ...  13.73723285   POINT (100.54537 13.73723)\n",
              "1  **UNDEFINED     17  ...      55.9865    POINT (38.12390 55.98653)\n",
              "2  -105.124526      1  ...      38.9967  POINT (-105.54782 38.99666)\n",
              "3         0304      5  ...  40.36201695   POINT (-74.61852 40.36202)\n",
              "4         0306      4  ...  40.36201695   POINT (-74.61852 40.36202)\n",
              "\n",
              "[5 rows x 5 columns]"
            ]
          },
          "execution_count": 82,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "geometry = geopandas.points_from_xy(pulse_point_city_df.longitude, pulse_point_city_df.latitude)\n",
        "geo_df = geopandas.GeoDataFrame(pulse_point_city_df[['city','count','longitude', 'latitude']], geometry=geometry)\n",
        "\n",
        "geo_df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 83,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "Q_hs1-ZZTCsp",
        "outputId": "351b24c1-4ed5-478d-f26b-48f00a7cf4ec"
      },
      "outputs": [
        {
          "data": {
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A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20gradient%3A%20null%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%7D%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20.addTo%28map_04709fba578144a8a3a982e8876e643a%29%3B%0A%20%20%20%20%20%20%20%20%0A%3C/script%3E onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf7dc5a910>"
            ]
          },
          "execution_count": 83,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "map = folium.Map(location = [48, -102], tiles='Cartodb dark_matter', zoom_start = 4)\n",
        "\n",
        "heat_data = [[point.xy[1][0], point.xy[0][0]] for point in geo_df.geometry ]\n",
        "\n",
        "# heat_data\n",
        "HeatMap(heat_data).add_to(map)\n",
        "\n",
        "map"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "knSxk7zESbqV"
      },
      "source": [
        "#### Map Circle Overlays "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 84,
      "metadata": {
        "id": "MyHve20iRMKP"
      },
      "outputs": [],
      "source": [
        "# to avoid recursion depth issue change latitude,longitude type to float\n",
        "# https://github.com/python-visualization/folium/issues/1105\n",
        "\n",
        "pulse_point_city_df['latitude'] = pulse_point_city_df['latitude'].astype(float)\n",
        "pulse_point_city_df['longitude'] = pulse_point_city_df['longitude'].astype(float)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 85,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "ISFZXO13PreG",
        "outputId": "19bf78d1-8ba9-4588-e615-57c86b703743"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf7dc3c250>"
            ]
          },
          "execution_count": 85,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "map_USA = folium.Map(location=[48, -102], \n",
        "                     zoom_start=4, \n",
        "                     prefer_canvas=True,\n",
        "                     )\n",
        "\n",
        "\n",
        "occurences = folium.map.FeatureGroup()\n",
        "n_mean = pulse_point_city_df['count'].mean()\n",
        "\n",
        "for lat, lng, number, city in zip(pulse_point_city_df['latitude'],\n",
        "                                        pulse_point_city_df['longitude'],\n",
        "                                        pulse_point_city_df['count'],\n",
        "                                        pulse_point_city_df['city']):\n",
        "  occurences.add_child(\n",
        "      folium.vector_layers.CircleMarker(\n",
        "          [lat, lng],\n",
        "          radius=number/(n_mean/3), # radius for number of occurrences\n",
        "          color='yellow',\n",
        "          fill=True,\n",
        "          fill_color='blue',\n",
        "          fill_opacity=0.4,\n",
        "          # tooltip = city\n",
        "          tooltip=str(number)+','+str(city)[:21], # can be displayed max 21 character \n",
        "          # most of the city names contain 5-20 characters \n",
        "          # check pulse_point_city_df.city.apply(len).plot();\n",
        "          # get more from tooltip https://github.com/python-visualization/folium/issues/1010#issuecomment-435968337\n",
        "      )\n",
        "  )\n",
        "\n",
        "map_USA.add_child(occurences)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "m4rDplkQ9Ec4"
      },
      "source": [
        "### State"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 86,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "365SF0EY-9Y0",
        "outputId": "c5e20403-2dd2-4b1f-c6e3-21e09e3ae04e"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **44** US states & Canadian provinces PulsePoint covered"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{len(pulse_point_df.state.unique())}** US states & Canadian provinces PulsePoint covered\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Y5MLldQMURey"
      },
      "source": [
        "#### Top Engagement"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 87,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fqvbmRyh-9Y0",
        "outputId": "5040ecc6-3b08-4d69-f7ec-2982151b59d4"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "CA    85136\n",
              "FL    26543\n",
              "WA    17828\n",
              "VA    17754\n",
              "OH    17079\n",
              "OR    15827\n",
              "WI     9808\n",
              "MO     9522\n",
              "TX     8451\n",
              "IL     5783\n",
              "PA     5172\n",
              "IN     4960\n",
              "KS     4647\n",
              "NV     4575\n",
              "MN     3865\n",
              "NC     3759\n",
              "AZ     3642\n",
              "TN     3624\n",
              "DE     2861\n",
              "OK     2849\n",
              "Name: state, dtype: int64"
            ]
          },
          "execution_count": 87,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.state.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "luOQHGo_U1rV"
      },
      "source": [
        "**Top 5 States by agency engagement -** \n",
        "\n",
        "| **Name**     | **Count** | **Abbreviation**  |\n",
        "| ------------ | ---------| -------------- |\n",
        "| 1. California   | 70989 | CA   |\n",
        "| 2. Florida   | 23213 | FL   |\n",
        "| 3. Virginia   | 16016 | VA   |\n",
        "| 4. Washington   | 15532 | WA   |\n",
        "| 5. Ohio   | 14440 | OH   |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ufdIRtvfahsn"
      },
      "source": [
        "**Let's Visualize it**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 88,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "65OliKYZ-9Yw",
        "outputId": "7bf50dfe-9e3a-49ef-9257-cb0b825073ce"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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V2rFjh/Ly8lRUVKSXX37ZUd+8ebMWL16sBQsWqKCgQBEREUpMTJTdbpck2e12JSYmKiIiQgUFBVqwYIEWLVqkrVu3tuQsAAAAgFbVpDD+6quvauLEiRo7dqy8vLzk6empIUOGSJLeeecdDRw4UHFxcfL09FRUVJSioqKUk5Mj6UpY3717t1JSUuTv769u3bpp5syZWr9+vaqrqyVJOTk5iouLU1BQkCwWi5KSkiRJ77//viRp27Ztcnd3V1JSkiwWi4KCghQXF6dVq1a1+EAAAACA1tJoGK+qqnJc5Z4wYYKGDRumSZMmKT8/X5JUWlqqgIAAl20CAgIct5mUlpbK29tb/fv3d9QHDx6sS5cuqays7Kb7cHd3l81m08GDBx11m80md3f3mx4DAAAAuBd1aGxBRUWF6uvrlZeXpz/84Q8aMGCA3nnnHU2fPl2bNm2S3W7Xt771LZdt/Pz8XG4x8fX1dalf/f7aNX5+fjesud0+rj3G3SoqKmrW9qGhoc3avqUUFhaabqHF3E/n0lzMwolZODGLK5iDE7NwYhZOzMKprc+i0TDeqVMnSdKPfvQj2Ww2SdLEiRP1pz/9SR9++KF8fHxUWVnpsk1FRYV8fHwkST4+PjeE5qvrr11z/T4qKyvVtWtXR/3cuXO3PMbdCggIkMViadY+2oK28qaguQoLC++bc2kuZuHELJyYxRXMwYlZODELJ2bh1BZmUV1dfdsLwI3epuLr66vevXvf8Lqbm5skyWq13nCA4uJiWa1WR72qqkpHjhxx1IuKiuTl5aWHH374pvuor69XSUmJBg0a5KiXlJSovr7+pscAAAAA7kVNeoDzxz/+sdatW6dDhw6prq5O69at04kTJzRixAiNGzdOhw4d0rp161RbW6tdu3Zpx44dio+PlyT16tVLERERyszM1MWLF3XmzBktXLhQEyZMcFyVjo+PV25urg4cOKCamhplZWVJkkaPHi1Jio6OVl1dnbKyslRTU6MDBw4oNzdXCQkJX8dMAAAAgFbR6G0qkjR16lR9+eWXmjZtmqqqqjRgwAAtXbpUvXr1kiRlZWVp/vz5Sk9PV/fu3TVv3jwFBgY6ts/MzFR6erqioqLk4eGhmJgYzZ4921EfM2aMzp49q2effVbnz5+XzWZTdna2y20s2dnZSk9P19KlS9W5c2clJycrJiamJWcBAAAAtKomhXE3Nzc988wzeuaZZ25aDw8PV15e3i2379Kli15//fXbHmPq1KmaOnXqLes2m01r1qxpSrsAAADAPaHJv4ETAAAAQMsijAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCk0TD++9//XoMGDVJwcLDjzy9/+UtHvaSkRPHx8QoMDFRkZKRWrFjhsv3ly5c1Z84chYWFKSQkRLNmzdKFCxdc1mzatEnR0dEaMmSIxo4dq/z8fJf6sWPHNG3aNAUHBys8PFyvvfaaGhoamnPeAAAAgHFNujI+dOhQffLJJ44/v/vd7yRJdrtdiYmJioiIUEFBgRYsWKBFixZp69atjm3nzZunoqIi5eXlaceOHaqqqlJKSoqjvn//fqWlpSk1NVX79u3TlClTNGPGDJ08eVKSVFdXp+nTp6tHjx7avXu3Vq5cqby8PL3xxhstOQcAAACg1TXrNpVt27bJ3d1dSUlJslgsCgoKUlxcnFatWiXpylXxDRs2aObMmerWrZv8/f2VkpKinTt3OsL22rVrNWrUKEVFRcnT01NxcXEaMGCA1q9fL0nat2+fysvL9cILL6hTp07q16+fEhMTHccAAAAA7lVNCuNFRUV69NFHFRUVpeeee07Hjh2TJJWWlspms8nd3bmbgIAAlZaWSpKOHj2q6upqDR482FHv37+/vL29dfDgQcc+AgICXI537T5KS0vVp08f+fn5udSPHz8uu91+N+cMAAAAtAkdGlvwxBNPaMKECerRo4fOnDmjV199VT/96U+1ceNG2e12+fr6uqz38/NzhOSrX69f4+vr67Lm2qB9dR9lZWWO+s2OcbXm4+PT5JO9XlFR0V1vK0mhoaHN2r6lFBYWmm6hxdxP59JczMKJWTgxiyuYgxOzcGIWTszCqa3PotEwPnDgQMf/7tatmzIyMhz3kPv4+OjcuXMu6ysqKhwB+erXyspKdenSxbGmsrLSZU1lZeVt93H9FfCKigqX/d+tgIAAWSyWZu2jLWgrbwqaq7Cw8L45l+ZiFk7MwolZXMEcnJiFE7NwYhZObWEW1dXVt70AfMf3jLu5ucnNzU0NDQ2yWq0qKSlRfX29o15cXCyr1SpJ6tu3rywWi0sDR44c0aVLlxxrrFbrDQ1euw+r1ary8nKXwF5cXKxevXo1O4wDAAAAJjUaxrds2aIvvvhCknTu3Dn9+te/VpcuXRQcHKzo6GjV1dUpKytLNTU1OnDggHJzc5WQkCBJ8vLy0rhx47Rw4UKdOXNGFy9eVGZmpkaOHKmePXtKkiZOnKjt27dr165dqq2t1bp163T48GGNHz9e0pVPcnnooYeUmZmpqqoqlZWVKTs723EMAAAA4F7VaBh/99139c///M8KDAzUuHHjVF1drf/+7/+Wj4+PfHx8lJ2drT//+c8aOnSonn32WSUnJysmJsaxfVpamgYNGqQxY8YoKipKFotFr7zyiqMeEhKijIwMZWRkKDQ0VMuXL1dWVpYjrHt4eGjJkiU6ceKEwsPDNXnyZMXGxmratGlfwzgAAACA1tPoPeNLliy5bd1ms2nNmjW3rHt5eWnu3LmaO3fuLdfExsYqNjb2lvXevXtr2bJljbUKAAAA3FOa9TnjAAAAAO4eYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEPuOIwnJyfrkUce0ccff+x4bc+ePRo7dqwCAwP1xBNPaMuWLS7bnD9/XrNmzVJISIjCwsI0Z84c1dTUuKxZvny5IiMjFRgYqPj4eJWWlrrUS0pKFB8fr8DAQEVGRmrFihV32joAAADQptxRGN+wYYMuX77s8trx48c1Y8YMTZkyRXv37tXs2bOVmpqqTz/91LHm+eefV1VVlXbs2KG8vDwVFRXp5ZdfdtQ3b96sxYsXa8GCBSooKFBERIQSExNlt9slSXa7XYmJiYqIiFBBQYEWLFigRYsWaevWrc05dwAAAMCoJofx06dPa8GCBZo7d67L6++8844GDhyouLg4eXp6KioqSlFRUcrJyZF0Jazv3r1bKSkp8vf3V7du3TRz5kytX79e1dXVkqScnBzFxcUpKChIFotFSUlJkqT3339fkrRt2za5u7srKSlJFotFQUFBiouL06pVq1pkCAAAAIAJTQrjDQ0NSktL04wZM9SjRw+XWmlpqQICAlxeCwgIcNxmUlpaKm9vb/Xv399RHzx4sC5duqSysrKb7sPd3V02m00HDx501G02m9zd3W96DAAAAOBe1KEpi1atWqWGhgZNmjTphprdbte3vvUtl9f8/PxcbjHx9fV1qV/9/to1fn5+N6y53T6uPcbdKioqatb2oaGhzdq+pRQWFppuocXcT+fSXMzCiVk4MYsrmIMTs3BiFk7Mwqmtz6LRMP7ZZ58pKytLa9asuWndx8dHlZWVLq9VVFTIx8fHUb8+NF9df+2a6/dRWVmprl27Ournzp275THuVkBAgCwWS7P20Ra0lTcFzVVYWHjfnEtzMQsnZuHELK5gDk7MwolZODELp7Ywi+rq6tteAG70NpV9+/bpwoULmjBhgoYNG6Zhw4ZJkpKSkvTiiy/KarXecIDi4mJZrVZJktVqVVVVlY4cOeKoFxUVycvLSw8//LBjzbX7qK+vV0lJiQYNGuSol5SUqL6+/qbHAAAAAO5FjYbxmJgYvf/++9q4caPjjyT953/+p375y19q3LhxOnTokNatW6fa2lrt2rVLO3bsUHx8vCSpV69eioiIUGZmpi5evKgzZ85o4cKFmjBhguOqdHx8vHJzc3XgwAHV1NQoKytLkjR69GhJUnR0tOrq6pSVlaWamhodOHBAubm5SkhI+FqGAgAAALSGRm9T8fb2lre39w2vd+nSRf7+/vL391dWVpbmz5+v9PR0de/eXfPmzVNgYKBjbWZmptLT0xUVFSUPDw/FxMRo9uzZjvqYMWN09uxZPfvsszp//rxsNpuys7NdbmPJzs5Wenq6li5dqs6dOys5OVkxMTEtMQMAAADAiCY9wHm9Q4cOuXwfHh6uvLy8W67v0qWLXn/99dvuc+rUqZo6deot6zab7Zb3rQMAAAD3ojv+DZwAAAAAWgZhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGNhvHFixdr9OjRCg0N1bBhwzRt2jQdPHjQUS8pKVF8fLwCAwMVGRmpFStWuGx/+fJlzZkzR2FhYQoJCdGsWbN04cIFlzWbNm1SdHS0hgwZorFjxyo/P9+lfuzYMU2bNk3BwcEKDw/Xa6+9poaGhuacNwAAAGBco2E8JiZG69atU2FhoT788EM99thj+vnPf676+nrZ7XYlJiYqIiJCBQUFWrBggRYtWqStW7c6tp83b56KioqUl5enHTt2qKqqSikpKY76/v37lZaWptTUVO3bt09TpkzRjBkzdPLkSUlSXV2dpk+frh49emj37t1auXKl8vLy9MYbb3wN4wAAAABaT6Nh/OGHH5a/v79zA3d3nT17VpWVldq2bZvc3d2VlJQki8WioKAgxcXFadWqVZKuXBXfsGGDZs6cqW7dusnf318pKSnauXOnI2yvXbtWo0aNUlRUlDw9PRUXF6cBAwZo/fr1kqR9+/apvLxcL7zwgjp16qR+/fopMTHRcQwAAADgXtWke8Z37typoUOHavDgwXr55Zf105/+VP7+/iotLZXNZpO7u3M3AQEBKi0tlSQdPXpU1dXVGjx4sKPev39/eXt7O251KS0tVUBAgMvxrt1HaWmp+vTpIz8/P5f68ePHZbfb7/K0AQAAAPM6NGVRZGSk9u3bpwsXLmjDhg365je/KUmy2+3y9fV1Wevn5+cIyVe/Xr/G19fXZc21QfvqPsrKym57jKs1Hx+fppzCTRUVFd31tpIUGhrarO1bSmFhoekWWsz9dC7NxSycmIUTs7iCOTgxCydm4cQsnNr6LJoUxq964IEH9NRTT+k73/mO+vXrJx8fH507d85lTUVFhSMgX/1aWVmpLl26ONZUVla6rDWQmIIAAByOSURBVKmsrLztPq6/Al5RUeGy/7sVEBAgi8XSrH20BW3lTUFzFRYW3jfn0lzMwolZODGLK5iDE7NwYhZOzMKpLcyiurr6theA7/ijDevr6/XVV1+pvLxcVqtVJSUlqq+vd9SLi4tltVolSX379pXFYnFp4MiRI7p06ZJjjdVqvaHBa/dhtVpVXl7uEtiLi4vVq1evZodxAAAAwKRGw/iKFSt09uxZSdIXX3yh9PR0eXp6KigoSNHR0aqrq1NWVpZqamp04MAB5ebmKiEhQZLk5eWlcePGaeHChTpz5owuXryozMxMjRw5Uj179pQkTZw4Udu3b9euXbtUW1urdevW6fDhwxo/frwkaejQoXrooYeUmZmpqqoqlZWVKTs723EMAAAA4F7V6G0qH330kZYuXaovv/xSPj4+Gjx4sJYvX66uXbtKkrKzs5Wenq6lS5eqc+fOSk5OVkxMjGP7tLQ0ZWRkaMyYMaqrq9Pjjz+u9PR0Rz0kJEQZGRnKyMjQ6dOn1adPH2VlZTnCuoeHh5YsWaKXXnpJ4eHh8vb21sSJEzVt2rSWngUAAADQqhoN44sXL75t3Wazac2aNbese3l5ae7cuZo7d+4t18TGxio2NvaW9d69e2vZsmWNtQoAAADcU+74nnEAAAAALYMwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMo0XU1NY3ex+hoaHGewAAAGhNHUw3gPuDZ0d3xaR+arSH9+YHGj0+AADAneLKOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwpNEwnpmZqTFjxigkJEQRERFKS0vT+fPnXdaUlJQoPj5egYGBioyM1IoVK1zqly9f1pw5cxQWFqaQkBDNmjVLFy5ccFmzadMmRUdHa8iQIRo7dqzy8/Nd6seOHdO0adMUHBys8PBwvfbaa2poaLjb8wYAAACMazSMe3h4KDMzUx9//LE2btyo06dPKzU11VG32+1KTExURESECgoKtGDBAi1atEhbt251rJk3b56KioqUl5enHTt2qKqqSikpKY76/v37lZaWptTUVO3bt09TpkzRjBkzdPLkSUlSXV2dpk+frh49emj37t1auXKl8vLy9MYbb7TkLAAAAIBW1WgY/+UvfymbzaaOHTvqwQcf1JQpU1RQUOCob9u2Te7u7kpKSpLFYlFQUJDi4uK0atUqSVeuim/YsEEzZ85Ut27d5O/vr5SUFO3cudMRtteuXatRo0YpKipKnp6eiouL04ABA7R+/XpJ0r59+1ReXq4XXnhBnTp1Ur9+/ZSYmOg4BgAAAHAvuuN7xvPz82W1Wh3fl5aWymazyd3duauAgACVlpZKko4eParq6moNHjzYUe/fv7+8vb118OBBxz4CAgJcjnPtPkpLS9WnTx/5+fm51I8fPy673X6npwAAAAC0CR3uZPGWLVuUm5urlStXOl6z2+3y9fV1Wefn5+cIyVe/Xr/G19fXZc21QfvqPsrKym57jKs1Hx+fOzkNh6Kiorva7qrQ0NBmbd9SCgsLTbfALL4G99O5NBezcGIWVzAHJ2bhxCycmIVTW59Fk8P45s2b9dJLLykrK0vf/va3Ha/7+Pjo3LlzLmsrKiocAfnq18rKSnXp0sWxprKy0mVNZWXlbfdx/RXwiooKl/3fjYCAAFkslrvevq1oK0G4LbhfZlFYWHjfnEtzMQsnZnEFc3BiFk7MwolZOLWFWVRXV9/2AnCTblPJzc1Venq6lixZokcffdSlZrVaVVJSovr6esdrxcXFjltZ+vbtK4vF4tLEkSNHdOnSJccaq9V6Q5PX7sNqtaq8vNwlsBcXF6tXr17NCuMAAACASY2G8RUrVui3v/2tli1bdtN3FtHR0aqrq1NWVpZqamp04MAB5ebmKiEhQZLk5eWlcePGaeHChTpz5owuXryozMxMjRw5Uj179pQkTZw4Udu3b9euXbtUW1urdevW6fDhwxo/frwkaejQoXrooYeUmZmpqqoqlZWVKTs723EMAAAA4F7U6G0qGRkZ6tChg5566imX1zdv3qwePXrIx8dH2dnZSk9P19KlS9W5c2clJycrJibGsTYtLU0ZGRkaM2aM6urq9Pjjjys9Pd1RDwkJUUZGhjIyMnT69Gn16dNHWVlZjrDu4eGhJUuW6KWXXlJ4eLi8vb01ceJETZs2raXmAAAAALS6RsP4oUOHGt2JzWbTmjVrbln38vLS3LlzNXfu3FuuiY2NVWxs7C3rvXv31rJlyxrtBQAAALhX3PFHGwIAAABoGYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOtLCa2vrGFzWiub+goCV6AAAAX78m/wZOAE3j2dFdMamfGu3hvfmBRo9/VU1tvTw7Nu89f0u8MWluDwAAfF0I4wC+NrwxAQDg9rhcBAAAABhCGAeAVsCzBACAm+E2FQBoBdyyAwC4Ga6MAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOACgVTX3U12a+6kyLdEDALQUPk0FANCq+GQZAHDiyjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIYRxAAAAwBDCOAAAAGAIYRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQ5oUxjdv3qzJkycrJCREjzzyyA31kpISxcfHKzAwUJGRkVqxYoVL/fLly5ozZ47CwsIUEhKiWbNm6cKFCy5rNm3apOjoaA0ZMkRjx45Vfn6+S/3YsWOaNm2agoODFR4ertdee00NDQ13er4AAABAm9GkMO7n56fJkycrLS3thprdbldiYqIiIiJUUFCgBQsWaNGiRdq6datjzbx581RUVKS8vDzt2LFDVVVVSklJcdT379+vtLQ0paamat++fZoyZYpmzJihkydPSpLq6uo0ffp09ejRQ7t379bKlSuVl5enN954o7nnDwAAABjTpDD++OOPKzY2Vr17976htm3bNrm7uyspKUkWi0VBQUGKi4vTqlWrJF25Kr5hwwbNnDlT3bp1k7+/v1JSUrRz505H2F67dq1GjRqlqKgoeXp6Ki4uTgMGDND69eslSfv27VN5ebleeOEFderUSf369VNiYqLjGAAAAMC9qNn3jJeWlspms8nd3bmrgIAAlZaWSpKOHj2q6upqDR482FHv37+/vL29dfDgQcc+AgICXPZ77T5KS0vVp08f+fn5udSPHz8uu93e3FMAAAAAjOjQ3B3Y7Xb5+vq6vObn5+cIyVe/Xr/G19fXZc21QfvqPsrKym57jKs1Hx+fu+q9qKjorra7KjQ0tFnbt5TCwkLTLTCLazALJ2bhxCycmEXLul/OoyUwCydm4dTWZ9HsMO7j46Nz5865vFZRUeEIyFe/VlZWqkuXLo41lZWVLmsqKytvu4/rr4BXVFS47P9uBAQEyGKx3PX2bUVb+YutLWAWTszCiVk4MQuntjCLmtp6eXY0+8FmbaGHllBYWNgm/j9tC5iFU1uYRXV19W0vADc7jFutVr333nuqr6933KpSXFwsq9UqSerbt68sFouKioo0YsQISdKRI0d06dIlxxqr1XpDk8XFxY71VqtV5eXlqqysdFwhLy4uVq9evZoVxgEAMMmzo7tiUj812sN78wONHh9o75r0Vriurk7V1dWqra2VdCXhV1dXq76+XtHR0aqrq1NWVpZqamp04MAB5ebmKiEhQZLk5eWlcePGaeHChTpz5owuXryozMxMjRw5Uj179pQkTZw4Udu3b9euXbtUW1urdevW6fDhwxo/frwkaejQoXrooYeUmZmpqqoqlZWVKTs723EMAABwb6uprW/W9i1x9bO5PQB3o0lXxjdu3KjU1FTH90OGDJEkrVixQsOGDVN2drbS09O1dOlSde7cWcnJyYqJiXGsT0tLU0ZGhsaMGaO6ujo9/vjjSk9Pd9RDQkKUkZGhjIwMnT59Wn369FFWVpYjrHt4eGjJkiV66aWXFB4eLm9vb02cOFHTpk1rkSEAAACz+FcCtFdNCuMTJkzQhAkTblm32Wxas2bNLeteXl6aO3eu5s6de8s1sbGxio2NvWW9d+/eWrZsWVPaBQAAAO4J9/4TGwAAAMA9ijAOAAAAGEIYBwAAaEN4mLV9afZHGwIAAKDl8DBr+8KVcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAIA2qaa2vlnbh4aGGu+hMR2+1r0DAAAAd8mzo7tiUj812sN78wO/1v1zZRwAAAAwhDAOAAAAGEIYBwAAAAwhjAMAAACGEMYBAAAAQwjjAAAAgCGEcQAAAMAQwjgAAABgCGEcAAAAMIQwDgAAABhCGAcAAAAMIYwDAAAAhhDGAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxgEAAABDCOMAAACAIfdUGK+vr9fvfvc7hYeHKzg4WNOmTdOJEydMtwUAAADclXsqjGdnZ2vTpk1auXKldu/erR49emj69Omqr6833RoAAABwx+6pMJ6Tk6PExET169dPnTp10gsvvKCysjIVFhaabg0AAAC4Yx1MN9BUlZWVOnHihAICAhyv+fn5qU+fPjp48KC+853vNHlfDQ0NkqSamppm9/XANxqavY/mqK6uNnr8azELJ2bhxCycmIUTs3BiFk7MwolZON3rs7iaN6/mz+u5Ndyq0sacOnVKkZGR+p//+R/17dvX8Xp8fLxGjBihpKSkJu+rsrJShw8f/hq6BAAAAG40cOBA+fr63vD6PXNl3MfHR9KVIH2tyspKR62pOnXqpIEDB6pjx45yc3NrsR4BAACAazU0NKi2tladOnW6af2eCeO+vr7q2bOnioqKNHjwYElXgvhnn32mQYMG3dG+3N3db/rOBAAAAGhpXl5et6zdUw9wxsfHa9myZSorK1NVVZUyMzPVt29fhYaGmm4NAAAAuGP3zJVxSUpMTFRlZaUmT56sS5cuKTQ0VFlZWXJ3v6feUwAAAACS7qEHOAEAAID7DZeUAQAAAEMI4wAAAIAhhHEAAADAEMI4AAAAYAhhHAAAADCEMA4AAAAYQhgHAAAADCGMAwAAAIYQxtuIS5cumW4BaLP4+QCAG33yySe3rb/11lut1Amag9/Aadjhw4e1evVq5eXlad++fabbQRtz4sQJ9ezZ03QbxrTXn4+TJ082uqZHjx6t0EnbV1FRIT8/P9NtAEYEBgbq6aefVlJSktzc3Byvf/HFF5o9e7YOHz6snTt3mmsQTdLBdAPtUU1NjbZu3arVq1frr3/9qx5++GHNnj3bdFttwldffaVnnnlGS5YsMd2KMQ0NDdq5c6dWrVqlPXv2qLi42HRLrYqfD2nUqFEuf7Feq6GhQW5ubjp48GArd9W2VFdXa/ny5Vq2bJkKCgpMt/O1S01NbXTN/PnzW6GTtqempkYXL16Uv7+/PD09TbfTqt588009//zz2rNnj1599VV1795du3btUmpqqoYOHaqNGzeabrHNqKmp0aOPPqr9+/ebbuUGhPFW9NlnnyknJ0fvvPOO7Ha7oqKi1KlTJ7355pt68MEHTbfXJtTX12vXrl2m2zDi888/V25urnJzc3Xq1CmFh4crOzvbdFuthp8Ppw8++MDxvxsaGvTDH/5Q7777rsGOzDl16pTS0tL06aefql+/fvrtb3+rEydOKC0tTV5eXvrVr35lukUYUlZWpnnz5ik/P191dXXy8PDQ8OHDNXv2bPXv3990e61iyJAh2rBhg9LT0zV27Fg99thj+vOf/6zU1FQ9+eSTpttrc6qqqky3cFOE8Vbys5/9TB999JH69OmjxMREjR8/Xl26dFFERITp1mBYfn6+cnJy9MEHH8jf319jx47V+vXr9corr7SbEMrPh6vrb03y8PBot7crvfzyy/rqq6/03HPPacuWLfrFL36hzz//XP/2b/+mCRMmyMPDw3SLraJr164KDw9XaGhou7v6ezPHjh1TfHy8+vfvrxdffFHdunXT6dOntXHjRiUkJOjtt9/WQw89ZLrNVvGNb3xDP/3pT/Xhhx/qvffe09SpUwnit3Crf3E0jTDeSvbs2aPOnTvrJz/5iWJjY+Xj42O6JbQB3//+9/XZZ59p+PDh+u1vf6vvfve76tixo/Ly8ky31qr4+cCtFBYW6t1331WXLl00evRojRw5UqtXr1ZwcLDp1lrVRx99pGXLlsnT01OhoaGKiIhQeHi4HnnkEdOtGfH6669r1KhRN9yaM3HiRKWlpen111/Xq6++aqi71vWnP/1JCxYs0L/8y7/o0UcfVVpamsrKyjR//nx16dLFdHtoAsJ4K9m8ebNycnL0u9/9Tr/5zW8UExOjuLg4023BsFOnTsnX11c2m002m00dO3Y03ZIRmzdv1urVq/n5wA2qqqocgaJbt27y9vZud0FcknJzc1VRUaH8/Hzt2bNHq1ev1m9+8xs9+OCDGj58uB577DGNHz/edJut5qOPPtLbb79909qzzz6rH/3oR63ckRlPP/20Dh06pMWLF2v48OGSpA0bNujf//3f9YMf/EDz58/XiBEjDHfZevbu3XvLWm1tbSt2cmf4NJVWdvnyZeXl5SknJ0fFxcVyc3NTSkqKEhISZLFYTLfXKqxWa6P/VNReHk6rqKjQ+vXrlZOTo/LycoWFhSkuLk7z5s1TXl5eu7lN5Sp+Pm4uLCysXTykeDMhISEuD1y151lc78SJE/rggw/0xz/+UZ9//nm7+e+mJAUFBemTTz656d8l9fX1CgkJ0V//+lcDnbWu5ORkZWRk6IEHHrihtnr1ar3yyiuNfvzh/cRqtTa6prS0tBU6uTOEcYMOHDig1atX67333pO3t7fy8/NNt9QqmvIXaVhYWCt00rbk5+dr9erV2r59u+rq6vTUU0/pZz/7mbp162a6ta/dT37yEyUkJOh73/ue4x7g9vrzId34hvXqJ6hcq70EL2bhqqGhQX/7298cV8g//fRT9e/fX8OHD9fzzz9vur1WM3r0aC1atOim4au0tFTJyckuD0Lfr06fPq3u3bvfsn7kyJF28zDrvYww3kr+/ve/a/v27frXf/3XG2pLliyRm5vbTWv3o6efflp/+MMfHN+///77Gj16tMGOzHn11Vf12GOPKSQkxPFQ1pkzZ7R27Vq9/fbbOnfunP72t78Z7vLr96tf/UpbtmxRp06d9OSTT2rSpEn65je/KUm6ePGiNmzYoJ/85CeGu2w9vGF1YhZXrF69Wvn5+fr444/VtWtXPfrooxo+fLjCwsLa5ees/+Y3v1FhYaH++Mc/yt/f3/F6RUWFnn76aQUHByslJcVgh63j+n85au8WLVp027qbm5uSk5NbqZumI4y3ktmzZyskJEQTJ068ofb222+rsLCw3XxGLP/s7PTkk0+qpKTkpg9l1dfXa/v27e3mjYrdbtfGjRu1Zs0aHTlyRI8//rgSEhI0cuRI060Zs2XLFu3cuVPnzp3Tgw8+qMjISMXExLTZTwT4OrX3WVitVg0cOFAzZ8687efQtxdffvmlfvzjH+vkyZOKjIxUt27d9I9//EO7du1S9+7d9dZbb7WLB8GDg4Pb1W0ojZkyZcpt625ublqxYkUrddN0hPFW8r3vfU/r1q276RWMyspKjR8/Xu+//76Bzlrf9WH8O9/5zm0furjfXftQVn5+vj777DPHQ1nh4eGaMGGC6RZb3f79+7VmzRpt3bpVDz74oCZNmtRu/uVIcv7yq927d2vw4MHq3r27Tp8+rb/97W8KDw/X4sWL1aFD+3j+nllcsW3bNsd/Jy5cuKCwsDA9+uijCg8P18MPP2y6PSMuXbqkP/3pT9q5c6fOnz+vzp07KzIyUk899ZS+8Y1vmG6vVXBl/P5AGG8ljf3AtKcfKK6M3157fijreocPH1ZycrKOHz/eruawdOlSrV+/XosXL3a53/P//u//lJycrHHjxrWbNyfM4kYnT55Ufn6+8vPz9dFHH6lDhw4aPnx4u/nXVenKDBrTo0ePVujELJvNpqFDh952TVu8EgxX9//lhDbiG9/4hk6dOuW4D/Zap06dkpeXl4GuzKipqXG5r+vy5cs33Of1zDPPtHZbRt3qoawf/vCHplsz4sMPP9SaNWu0c+dOxy/1aE/effddZWRk3PDgVb9+/TR37lz9+te/bjcBlFncqEePHho/frz69eunvn37as2aNdqwYUO7CuPf/e53b1m7+pBve3gD7+7u3i6embjfEcZbydChQ7VixYqbPlCycuXKdvXDFBwcrI8//tjxfWBgoMv37eleyJs9lDVlyhT9/ve/b3cPZX3xxRd6++23tXbtWp05c0bf//739eabb7bLz5Q+efKkgoKCbloLCgrSqVOnWrkjc5iF05EjR5Sfn6+//OUv2rt3r6qqqvTII4/oBz/4gR577DHT7bUqLy8v9erVS/Hx8RoxYoTc3d1Nt2SEp6dnu7t4dT8ijLeS6dOna9KkSbpw4YLGjh3reNgkLy9P7733nnJycky32GrefPNN0y20Genp6Ro4cKDmzZvXrh/KmjlzprZv365vfvObSkhI0IQJE9S5c2fTbRnj6empixcv3vRz5i9evNiufh06s7hixIgROnv2rP7pn/5J4eHheumllxQeHt5uf8Pihx9+qA0bNignJ0fLli3TpEmT9KMf/Uhdu3Y13Rpwx7hnvBV9/PHHevHFF3X06FG5ubmpoaFBffv21X/8x3+0qyvjcOKhrCuSk5OVkJCgiIgI0620CTNmzNDAgQP1i1/84obaa6+9pkOHDmnJkiUGOmt9zOKKN998U+Hh4Xxm9E3s3btXOTk52rFjh0aOHKnZs2e3i9/PIPFpKvcLwrgB5eXljo/n6tOnj+l20EbwUNb/t3e/KguDURzHf9ewG9AiLFjFP8NkWbQoA7PXMXYXK2NJUVhZEi9ATAZB+6rFZB4mX/Dl9UWLR9n3U59yOOnH83DOg5vD4aDJZCLf9zUcDn9e0vI812q10mw2U7PZtC7zLegFnnG5XJQkieI4Vpqm6nQ61iUBTyOMAx+kLEvt93ttNhstl8vKb1Opsu12qyiK7l7SarWawjBUr9ezLu+t6AUeOR6Pms/nWq/XarfbCoJA/X7fuizgJYRxwNijoaxutyvP8yo3mIV7RVHofD7LcRzV63XrckzRC9xkWabFYqHT6aTRaKTxePzvt/DAJyOMA4Z+D2V5nlfpoSwAeIbrumo0GhoMBg8/fWLLCL4F21QAQ9PplKEsAHhRq9WSJO12uz/Pq7qZCt+Jm3EAAADASDW35AMAAAAfgDAOAAAAGCGMAwAAAEYI4wAAAIARwjgAAABg5Aq8Q2eARG2ZGAAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "pulse_point_df.state.value_counts().head(10).sort_values(ascending=False).plot(kind = 'bar');"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Sk4qGCDRasGd"
      },
      "source": [
        "#### Duration"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 89,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "s9IxAaHX-9Y1",
        "outputId": "1476a656-a56a-4dd8-e03a-9726c4d9df88"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "state\n",
              "CA    52874.550000\n",
              "FL    17708.350000\n",
              "VA    13721.133333\n",
              "WA    13311.633333\n",
              "OH    13197.016667\n",
              "Name: duration_in_seconds, dtype: float64"
            ]
          },
          "execution_count": 89,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "(pulse_point_df.groupby('state').sum()['duration_in_seconds'].sort_values(ascending=False) / 3600).head(5)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "D4G2FEjua4mv"
      },
      "source": [
        "**California has over 43,000 hours of agency engagement whereas the second highest Florida has over 15,000 hours of engagement which is 3 times less**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xmuKEDuzmfaZ"
      },
      "source": [
        "### Occurrence Timeline"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 90,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "6A3DLV748n5M",
        "outputId": "568b4435-e30c-4091-9711-101f9b2dcae3"
      },
      "outputs": [
        {
          "data": {
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              "      <th>date</th>\n",
              "      <th>state</th>\n",
              "      <th>count</th>\n",
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              "    <tr>\n",
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              "      <td>AK</td>\n",
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              "      <td>AZ</td>\n",
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              "    <tr>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>CO</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2021-05-02</td>\n",
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              "      <td>1</td>\n",
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              "    <tr>\n",
              "      <th>...</th>\n",
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              "      <th>5434</th>\n",
              "      <td>2021-12-31</td>\n",
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              "    <tr>\n",
              "      <th>5435</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>UT</td>\n",
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              "    <tr>\n",
              "      <th>5436</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>VA</td>\n",
              "      <td>417</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5437</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>WA</td>\n",
              "      <td>256</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5438</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>WI</td>\n",
              "      <td>81</td>\n",
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              "  </tbody>\n",
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              "<p>5439 rows × 3 columns</p>\n",
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              "\n",
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              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "          element.appendChild(docLink);\n",
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              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "           date state  count\n",
              "0    2021-05-02    AK      1\n",
              "1    2021-05-02    AZ      2\n",
              "2    2021-05-02    CA    131\n",
              "3    2021-05-02    CO      4\n",
              "4    2021-05-02    DC      1\n",
              "...         ...   ...    ...\n",
              "5434 2021-12-31    SD     29\n",
              "5435 2021-12-31    UT      2\n",
              "5436 2021-12-31    VA    417\n",
              "5437 2021-12-31    WA    256\n",
              "5438 2021-12-31    WI     81\n",
              "\n",
              "[5439 rows x 3 columns]"
            ]
          },
          "execution_count": 90,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "df_state_incident = pulse_point_df.groupby([\"date_of_incident\", \n",
        "                                      \"state\"],\n",
        "                                     as_index=False).count()[['date_of_incident', \n",
        "                                     'state', 'title']].reset_index(drop=True).rename(columns={'date_of_incident':'date',\n",
        "                                                                                               'title':'count'})\n",
        "\n",
        "df_state_incident.columns = ['date', 'state', 'count']\n",
        "df_state_incident"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 91,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "XckElrsLC4VU",
        "outputId": "1c633f2b-e1ce-467c-d9ae-814e067ebcd1"
      },
      "outputs": [
        {
          "data": {
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              "      <th>5420</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>AZ</td>\n",
              "      <td>19</td>\n",
              "      <td>2.995732</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5419</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>AK</td>\n",
              "      <td>39</td>\n",
              "      <td>3.688879</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5437</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>WA</td>\n",
              "      <td>256</td>\n",
              "      <td>5.549076</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5427</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>MN</td>\n",
              "      <td>26</td>\n",
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              "    <tr>\n",
              "      <th>5438</th>\n",
              "      <td>2021-12-31</td>\n",
              "      <td>WI</td>\n",
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              "\n",
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              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-da3f7000-c12f-4a5e-b155-37e03f50cf93 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-da3f7000-c12f-4a5e-b155-37e03f50cf93');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "            date state  count      size\n",
              "5420  2021-12-31    AZ     19  2.995732\n",
              "5419  2021-12-31    AK     39  3.688879\n",
              "5437  2021-12-31    WA    256  5.549076\n",
              "5427  2021-12-31    MN     26  3.295837\n",
              "5438  2021-12-31    WI     81  4.406719"
            ]
          },
          "execution_count": 91,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pipeline = pdp.PdPipeline([\n",
        "    pdp.ApplyByCols('count', set_size, 'size', drop=False),\n",
        "])\n",
        "\n",
        "agg_incident_data = pipeline.apply(df_state_incident)\n",
        "\n",
        "agg_incident_data.fillna(0, inplace=True)\n",
        "agg_incident_data = agg_incident_data.sort_values(by='date', ascending=True)\n",
        "agg_incident_data.date = agg_incident_data.date.dt.strftime('%Y-%m-%d') # convert  to string object\n",
        "agg_incident_data.tail()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VOstwI9f5FrR"
      },
      "source": [
        "#### Animated geo scatter plot"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 92,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "JUstADBSCsLt",
        "outputId": "e163fbae-f4ab-4c64-eb26-db99a61b1ba5"
      },
      "outputs": [
        {
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              "                        }).then(function(){\n",
              "                            \n",
              "var gd = document.getElementById('29bc3322-b28d-4371-974b-1e9ba3061feb');\n",
              "var x = new MutationObserver(function (mutations, observer) {{\n",
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              "        if (!display || display === 'none') {{\n",
              "            console.log([gd, 'removed!']);\n",
              "            Plotly.purge(gd);\n",
              "            observer.disconnect();\n",
              "        }}\n",
              "}});\n",
              "\n",
              "// Listen for the removal of the full notebook cells\n",
              "var notebookContainer = gd.closest('#notebook-container');\n",
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              "    x.observe(notebookContainer, {childList: true});\n",
              "}}\n",
              "\n",
              "// Listen for the clearing of the current output cell\n",
              "var outputEl = gd.closest('.output');\n",
              "if (outputEl) {{\n",
              "    x.observe(outputEl, {childList: true});\n",
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              "\n",
              "                        })\n",
              "                };\n",
              "                \n",
              "            </script>\n",
              "        </div>\n",
              "</body>\n",
              "</html>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "fig = px.scatter_geo(\n",
        "    agg_incident_data, locations=\"state\", locationmode='USA-states',\n",
        "    scope=\"usa\",\n",
        "    color=\"count\", \n",
        "    size='size', hover_name=\"state\", \n",
        "    range_color= [0, 2000], \n",
        "    projection=\"albers usa\", animation_frame=\"date\", \n",
        "    title='PulsePoint Incidents: Local Emergencies By State', \n",
        "    color_continuous_scale=\"portland\"\n",
        "    )\n",
        "\n",
        "fig.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yj5SuE_5vuG6"
      },
      "source": [
        "### US States Geolocation\n",
        "\n",
        "#### Scrape States data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 93,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "mYPm6l4SgiOQ",
        "outputId": "c8d340f9-10ee-459c-be6f-9e915dda8ffc"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-e45472eb-f2a8-466f-a93e-4ae3a75a4cb3\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>state</th>\n",
              "      <th>latitude</th>\n",
              "      <th>longitude</th>\n",
              "      <th>name</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>AK</td>\n",
              "      <td>63.588753</td>\n",
              "      <td>-154.493062</td>\n",
              "      <td>Alaska</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>AL</td>\n",
              "      <td>32.318231</td>\n",
              "      <td>-86.902298</td>\n",
              "      <td>Alabama</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>AR</td>\n",
              "      <td>35.201050</td>\n",
              "      <td>-91.831833</td>\n",
              "      <td>Arkansas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>AZ</td>\n",
              "      <td>34.048928</td>\n",
              "      <td>-111.093731</td>\n",
              "      <td>Arizona</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CA</td>\n",
              "      <td>36.778261</td>\n",
              "      <td>-119.417932</td>\n",
              "      <td>California</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>CO</td>\n",
              "      <td>39.550051</td>\n",
              "      <td>-105.782067</td>\n",
              "      <td>Colorado</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>CT</td>\n",
              "      <td>41.603221</td>\n",
              "      <td>-73.087749</td>\n",
              "      <td>Connecticut</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>DC</td>\n",
              "      <td>38.905985</td>\n",
              "      <td>-77.033418</td>\n",
              "      <td>District of Columbia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>DE</td>\n",
              "      <td>38.910832</td>\n",
              "      <td>-75.527670</td>\n",
              "      <td>Delaware</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>FL</td>\n",
              "      <td>27.664827</td>\n",
              "      <td>-81.515754</td>\n",
              "      <td>Florida</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>GA</td>\n",
              "      <td>32.157435</td>\n",
              "      <td>-82.907123</td>\n",
              "      <td>Georgia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>HI</td>\n",
              "      <td>19.898682</td>\n",
              "      <td>-155.665857</td>\n",
              "      <td>Hawaii</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>IA</td>\n",
              "      <td>41.878003</td>\n",
              "      <td>-93.097702</td>\n",
              "      <td>Iowa</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>ID</td>\n",
              "      <td>44.068202</td>\n",
              "      <td>-114.742041</td>\n",
              "      <td>Idaho</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>IL</td>\n",
              "      <td>40.633125</td>\n",
              "      <td>-89.398528</td>\n",
              "      <td>Illinois</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>IN</td>\n",
              "      <td>40.551217</td>\n",
              "      <td>-85.602364</td>\n",
              "      <td>Indiana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>KS</td>\n",
              "      <td>39.011902</td>\n",
              "      <td>-98.484246</td>\n",
              "      <td>Kansas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>KY</td>\n",
              "      <td>37.839333</td>\n",
              "      <td>-84.270018</td>\n",
              "      <td>Kentucky</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>LA</td>\n",
              "      <td>31.244823</td>\n",
              "      <td>-92.145024</td>\n",
              "      <td>Louisiana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>MA</td>\n",
              "      <td>42.407211</td>\n",
              "      <td>-71.382437</td>\n",
              "      <td>Massachusetts</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>MD</td>\n",
              "      <td>39.045755</td>\n",
              "      <td>-76.641271</td>\n",
              "      <td>Maryland</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>ME</td>\n",
              "      <td>45.253783</td>\n",
              "      <td>-69.445469</td>\n",
              "      <td>Maine</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>MI</td>\n",
              "      <td>44.314844</td>\n",
              "      <td>-85.602364</td>\n",
              "      <td>Michigan</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>MN</td>\n",
              "      <td>46.729553</td>\n",
              "      <td>-94.685900</td>\n",
              "      <td>Minnesota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>MO</td>\n",
              "      <td>37.964253</td>\n",
              "      <td>-91.831833</td>\n",
              "      <td>Missouri</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>MS</td>\n",
              "      <td>32.354668</td>\n",
              "      <td>-89.398528</td>\n",
              "      <td>Mississippi</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>MT</td>\n",
              "      <td>46.879682</td>\n",
              "      <td>-110.362566</td>\n",
              "      <td>Montana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>NC</td>\n",
              "      <td>35.759573</td>\n",
              "      <td>-79.019300</td>\n",
              "      <td>North Carolina</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>ND</td>\n",
              "      <td>47.551493</td>\n",
              "      <td>-101.002012</td>\n",
              "      <td>North Dakota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>NE</td>\n",
              "      <td>41.492537</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>Nebraska</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>NH</td>\n",
              "      <td>43.193852</td>\n",
              "      <td>-71.572395</td>\n",
              "      <td>New Hampshire</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>NJ</td>\n",
              "      <td>40.058324</td>\n",
              "      <td>-74.405661</td>\n",
              "      <td>New Jersey</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>NM</td>\n",
              "      <td>34.972730</td>\n",
              "      <td>-105.032363</td>\n",
              "      <td>New Mexico</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>NV</td>\n",
              "      <td>38.802610</td>\n",
              "      <td>-116.419389</td>\n",
              "      <td>Nevada</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>NY</td>\n",
              "      <td>43.299428</td>\n",
              "      <td>-74.217933</td>\n",
              "      <td>New York</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>OH</td>\n",
              "      <td>40.417287</td>\n",
              "      <td>-82.907123</td>\n",
              "      <td>Ohio</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>OK</td>\n",
              "      <td>35.007752</td>\n",
              "      <td>-97.092877</td>\n",
              "      <td>Oklahoma</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>OR</td>\n",
              "      <td>43.804133</td>\n",
              "      <td>-120.554201</td>\n",
              "      <td>Oregon</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>PA</td>\n",
              "      <td>41.203322</td>\n",
              "      <td>-77.194525</td>\n",
              "      <td>Pennsylvania</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>PR</td>\n",
              "      <td>18.220833</td>\n",
              "      <td>-66.590149</td>\n",
              "      <td>Puerto Rico</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>RI</td>\n",
              "      <td>41.580095</td>\n",
              "      <td>-71.477429</td>\n",
              "      <td>Rhode Island</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>41</th>\n",
              "      <td>SC</td>\n",
              "      <td>33.836081</td>\n",
              "      <td>-81.163725</td>\n",
              "      <td>South Carolina</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>42</th>\n",
              "      <td>SD</td>\n",
              "      <td>43.969515</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>South Dakota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>TN</td>\n",
              "      <td>35.517491</td>\n",
              "      <td>-86.580447</td>\n",
              "      <td>Tennessee</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>44</th>\n",
              "      <td>TX</td>\n",
              "      <td>31.968599</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>Texas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>45</th>\n",
              "      <td>UT</td>\n",
              "      <td>39.320980</td>\n",
              "      <td>-111.093731</td>\n",
              "      <td>Utah</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>46</th>\n",
              "      <td>VA</td>\n",
              "      <td>37.431573</td>\n",
              "      <td>-78.656894</td>\n",
              "      <td>Virginia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>47</th>\n",
              "      <td>VT</td>\n",
              "      <td>44.558803</td>\n",
              "      <td>-72.577841</td>\n",
              "      <td>Vermont</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>WA</td>\n",
              "      <td>47.751074</td>\n",
              "      <td>-120.740139</td>\n",
              "      <td>Washington</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>49</th>\n",
              "      <td>WI</td>\n",
              "      <td>43.784440</td>\n",
              "      <td>-88.787868</td>\n",
              "      <td>Wisconsin</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50</th>\n",
              "      <td>WV</td>\n",
              "      <td>38.597626</td>\n",
              "      <td>-80.454903</td>\n",
              "      <td>West Virginia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>51</th>\n",
              "      <td>WY</td>\n",
              "      <td>43.075968</td>\n",
              "      <td>-107.290284</td>\n",
              "      <td>Wyoming</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "                                                     [key], {});\n",
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              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
            ],
            "text/plain": [
              "   state   latitude   longitude                  name\n",
              "0     AK  63.588753 -154.493062                Alaska\n",
              "1     AL  32.318231  -86.902298               Alabama\n",
              "2     AR  35.201050  -91.831833              Arkansas\n",
              "3     AZ  34.048928 -111.093731               Arizona\n",
              "4     CA  36.778261 -119.417932            California\n",
              "5     CO  39.550051 -105.782067              Colorado\n",
              "6     CT  41.603221  -73.087749           Connecticut\n",
              "7     DC  38.905985  -77.033418  District of Columbia\n",
              "8     DE  38.910832  -75.527670              Delaware\n",
              "9     FL  27.664827  -81.515754               Florida\n",
              "10    GA  32.157435  -82.907123               Georgia\n",
              "11    HI  19.898682 -155.665857                Hawaii\n",
              "12    IA  41.878003  -93.097702                  Iowa\n",
              "13    ID  44.068202 -114.742041                 Idaho\n",
              "14    IL  40.633125  -89.398528              Illinois\n",
              "15    IN  40.551217  -85.602364               Indiana\n",
              "16    KS  39.011902  -98.484246                Kansas\n",
              "17    KY  37.839333  -84.270018              Kentucky\n",
              "18    LA  31.244823  -92.145024             Louisiana\n",
              "19    MA  42.407211  -71.382437         Massachusetts\n",
              "20    MD  39.045755  -76.641271              Maryland\n",
              "21    ME  45.253783  -69.445469                 Maine\n",
              "22    MI  44.314844  -85.602364              Michigan\n",
              "23    MN  46.729553  -94.685900             Minnesota\n",
              "24    MO  37.964253  -91.831833              Missouri\n",
              "25    MS  32.354668  -89.398528           Mississippi\n",
              "26    MT  46.879682 -110.362566               Montana\n",
              "27    NC  35.759573  -79.019300        North Carolina\n",
              "28    ND  47.551493 -101.002012          North Dakota\n",
              "29    NE  41.492537  -99.901813              Nebraska\n",
              "30    NH  43.193852  -71.572395         New Hampshire\n",
              "31    NJ  40.058324  -74.405661            New Jersey\n",
              "32    NM  34.972730 -105.032363            New Mexico\n",
              "33    NV  38.802610 -116.419389                Nevada\n",
              "34    NY  43.299428  -74.217933              New York\n",
              "35    OH  40.417287  -82.907123                  Ohio\n",
              "36    OK  35.007752  -97.092877              Oklahoma\n",
              "37    OR  43.804133 -120.554201                Oregon\n",
              "38    PA  41.203322  -77.194525          Pennsylvania\n",
              "39    PR  18.220833  -66.590149           Puerto Rico\n",
              "40    RI  41.580095  -71.477429          Rhode Island\n",
              "41    SC  33.836081  -81.163725        South Carolina\n",
              "42    SD  43.969515  -99.901813          South Dakota\n",
              "43    TN  35.517491  -86.580447             Tennessee\n",
              "44    TX  31.968599  -99.901813                 Texas\n",
              "45    UT  39.320980 -111.093731                  Utah\n",
              "46    VA  37.431573  -78.656894              Virginia\n",
              "47    VT  44.558803  -72.577841               Vermont\n",
              "48    WA  47.751074 -120.740139            Washington\n",
              "49    WI  43.784440  -88.787868             Wisconsin\n",
              "50    WV  38.597626  -80.454903         West Virginia\n",
              "51    WY  43.075968 -107.290284               Wyoming"
            ]
          },
          "execution_count": 93,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# https://developers.google.com/public-data/docs/canonical/states_csv\n",
        "\n",
        "state_coordinate = pd.read_html(\"https://developers.google.com/public-data/docs/canonical/states_csv\")[0]\n",
        "state_coordinate"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TWipu1rldcd-"
      },
      "source": [
        "#### US States with Total Incident Count"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 94,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "bjr9-TX5mKyT",
        "outputId": "f7fa7f91-f79b-4d84-9189-663853511e47"
      },
      "outputs": [
        {
          "data": {
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              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>state</th>\n",
              "      <th>count</th>\n",
              "    </tr>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>AK</td>\n",
              "      <td>1271</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
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              "      <td>58</td>\n",
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              "      <th>2</th>\n",
              "      <td>AR</td>\n",
              "      <td>797</td>\n",
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              "      <th>3</th>\n",
              "      <td>AZ</td>\n",
              "      <td>3642</td>\n",
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              "      <th>4</th>\n",
              "      <td>BC</td>\n",
              "      <td>6</td>\n",
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              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>CA</td>\n",
              "      <td>85136</td>\n",
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              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>CO</td>\n",
              "      <td>1815</td>\n",
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              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>DC</td>\n",
              "      <td>1788</td>\n",
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              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>DE</td>\n",
              "      <td>2861</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>FL</td>\n",
              "      <td>26543</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>GA</td>\n",
              "      <td>1192</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>HI</td>\n",
              "      <td>808</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>IA</td>\n",
              "      <td>201</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>ID</td>\n",
              "      <td>1505</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>IL</td>\n",
              "      <td>5783</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>IN</td>\n",
              "      <td>4960</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>KS</td>\n",
              "      <td>4647</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>KY</td>\n",
              "      <td>908</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>LA</td>\n",
              "      <td>21</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>MB</td>\n",
              "      <td>2730</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>MD</td>\n",
              "      <td>2658</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>MI</td>\n",
              "      <td>277</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>MN</td>\n",
              "      <td>3865</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>MO</td>\n",
              "      <td>9522</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>NC</td>\n",
              "      <td>3759</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>ND</td>\n",
              "      <td>2569</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>NE</td>\n",
              "      <td>1721</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>NJ</td>\n",
              "      <td>1663</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>NM</td>\n",
              "      <td>396</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>NV</td>\n",
              "      <td>4575</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>NY</td>\n",
              "      <td>2228</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>OH</td>\n",
              "      <td>17079</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>OK</td>\n",
              "      <td>2849</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>ON</td>\n",
              "      <td>15</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>OR</td>\n",
              "      <td>15827</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>PA</td>\n",
              "      <td>5172</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>SC</td>\n",
              "      <td>778</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>SD</td>\n",
              "      <td>1372</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>TN</td>\n",
              "      <td>3624</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>TX</td>\n",
              "      <td>8451</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>UT</td>\n",
              "      <td>816</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>41</th>\n",
              "      <td>VA</td>\n",
              "      <td>17754</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>42</th>\n",
              "      <td>WA</td>\n",
              "      <td>17828</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>WI</td>\n",
              "      <td>9808</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      fill: #174EA6;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "  </style>\n",
              "\n",
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              "          document.querySelector('#df-fcb3daaf-829f-406a-b6ea-b0a67bbb0687 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-fcb3daaf-829f-406a-b6ea-b0a67bbb0687');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "   state  count\n",
              "0     AK   1271\n",
              "1     AL     58\n",
              "2     AR    797\n",
              "3     AZ   3642\n",
              "4     BC      6\n",
              "5     CA  85136\n",
              "6     CO   1815\n",
              "7     DC   1788\n",
              "8     DE   2861\n",
              "9     FL  26543\n",
              "10    GA   1192\n",
              "11    HI    808\n",
              "12    IA    201\n",
              "13    ID   1505\n",
              "14    IL   5783\n",
              "15    IN   4960\n",
              "16    KS   4647\n",
              "17    KY    908\n",
              "18    LA     21\n",
              "19    MB   2730\n",
              "20    MD   2658\n",
              "21    MI    277\n",
              "22    MN   3865\n",
              "23    MO   9522\n",
              "24    NC   3759\n",
              "25    ND   2569\n",
              "26    NE   1721\n",
              "27    NJ   1663\n",
              "28    NM    396\n",
              "29    NV   4575\n",
              "30    NY   2228\n",
              "31    OH  17079\n",
              "32    OK   2849\n",
              "33    ON     15\n",
              "34    OR  15827\n",
              "35    PA   5172\n",
              "36    SC    778\n",
              "37    SD   1372\n",
              "38    TN   3624\n",
              "39    TX   8451\n",
              "40    UT    816\n",
              "41    VA  17754\n",
              "42    WA  17828\n",
              "43    WI   9808"
            ]
          },
          "execution_count": 94,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_state_df = pulse_point_df.groupby(['state']).count()[['title']].reset_index().rename(columns={'title':'count'})\n",
        "pulse_point_state_df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tVqKknPafcuB"
      },
      "source": [
        "#### Missing US States"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 95,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 394
        },
        "id": "8hi-RCUzju-D",
        "outputId": "0fef2b43-f71a-4e9d-c69f-a8d4ce88430d"
      },
      "outputs": [
        {
          "data": {
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              "\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>state</th>\n",
              "      <th>latitude</th>\n",
              "      <th>longitude</th>\n",
              "      <th>name</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>CT</td>\n",
              "      <td>41.603221</td>\n",
              "      <td>-73.087749</td>\n",
              "      <td>Connecticut</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>MA</td>\n",
              "      <td>42.407211</td>\n",
              "      <td>-71.382437</td>\n",
              "      <td>Massachusetts</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>ME</td>\n",
              "      <td>45.253783</td>\n",
              "      <td>-69.445469</td>\n",
              "      <td>Maine</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>MS</td>\n",
              "      <td>32.354668</td>\n",
              "      <td>-89.398528</td>\n",
              "      <td>Mississippi</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>MT</td>\n",
              "      <td>46.879682</td>\n",
              "      <td>-110.362566</td>\n",
              "      <td>Montana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>NH</td>\n",
              "      <td>43.193852</td>\n",
              "      <td>-71.572395</td>\n",
              "      <td>New Hampshire</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>PR</td>\n",
              "      <td>18.220833</td>\n",
              "      <td>-66.590149</td>\n",
              "      <td>Puerto Rico</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>RI</td>\n",
              "      <td>41.580095</td>\n",
              "      <td>-71.477429</td>\n",
              "      <td>Rhode Island</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>VT</td>\n",
              "      <td>44.558803</td>\n",
              "      <td>-72.577841</td>\n",
              "      <td>Vermont</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>WV</td>\n",
              "      <td>38.597626</td>\n",
              "      <td>-80.454903</td>\n",
              "      <td>West Virginia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>WY</td>\n",
              "      <td>43.075968</td>\n",
              "      <td>-107.290284</td>\n",
              "      <td>Wyoming</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "          const element = document.querySelector('#df-4626807f-af94-4767-971f-0c880ab215d5');\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "   state   latitude   longitude           name\n",
              "0     CT  41.603221  -73.087749    Connecticut\n",
              "1     MA  42.407211  -71.382437  Massachusetts\n",
              "2     ME  45.253783  -69.445469          Maine\n",
              "3     MS  32.354668  -89.398528    Mississippi\n",
              "4     MT  46.879682 -110.362566        Montana\n",
              "5     NH  43.193852  -71.572395  New Hampshire\n",
              "6     PR  18.220833  -66.590149    Puerto Rico\n",
              "7     RI  41.580095  -71.477429   Rhode Island\n",
              "8     VT  44.558803  -72.577841        Vermont\n",
              "9     WV  38.597626  -80.454903  West Virginia\n",
              "10    WY  43.075968 -107.290284        Wyoming"
            ]
          },
          "execution_count": 95,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "state_coordinate[~state_coordinate.state.isin(pulse_point_state_df.state)].reset_index(drop=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "2o8ABoPE5GD3"
      },
      "source": [
        "#### Filter US States"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 96,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "GCCJi7hamae6",
        "outputId": "777b7938-0378-40f1-db30-33e2239493fe"
      },
      "outputs": [
        {
          "data": {
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>state</th>\n",
              "      <th>count</th>\n",
              "      <th>latitude</th>\n",
              "      <th>longitude</th>\n",
              "      <th>name</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>AK</td>\n",
              "      <td>1271</td>\n",
              "      <td>63.588753</td>\n",
              "      <td>-154.493062</td>\n",
              "      <td>Alaska</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>AL</td>\n",
              "      <td>58</td>\n",
              "      <td>32.318231</td>\n",
              "      <td>-86.902298</td>\n",
              "      <td>Alabama</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>AR</td>\n",
              "      <td>797</td>\n",
              "      <td>35.201050</td>\n",
              "      <td>-91.831833</td>\n",
              "      <td>Arkansas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>AZ</td>\n",
              "      <td>3642</td>\n",
              "      <td>34.048928</td>\n",
              "      <td>-111.093731</td>\n",
              "      <td>Arizona</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>BC</td>\n",
              "      <td>6</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>CA</td>\n",
              "      <td>85136</td>\n",
              "      <td>36.778261</td>\n",
              "      <td>-119.417932</td>\n",
              "      <td>California</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>CO</td>\n",
              "      <td>1815</td>\n",
              "      <td>39.550051</td>\n",
              "      <td>-105.782067</td>\n",
              "      <td>Colorado</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>DC</td>\n",
              "      <td>1788</td>\n",
              "      <td>38.905985</td>\n",
              "      <td>-77.033418</td>\n",
              "      <td>District of Columbia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>DE</td>\n",
              "      <td>2861</td>\n",
              "      <td>38.910832</td>\n",
              "      <td>-75.527670</td>\n",
              "      <td>Delaware</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>FL</td>\n",
              "      <td>26543</td>\n",
              "      <td>27.664827</td>\n",
              "      <td>-81.515754</td>\n",
              "      <td>Florida</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>GA</td>\n",
              "      <td>1192</td>\n",
              "      <td>32.157435</td>\n",
              "      <td>-82.907123</td>\n",
              "      <td>Georgia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>HI</td>\n",
              "      <td>808</td>\n",
              "      <td>19.898682</td>\n",
              "      <td>-155.665857</td>\n",
              "      <td>Hawaii</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>IA</td>\n",
              "      <td>201</td>\n",
              "      <td>41.878003</td>\n",
              "      <td>-93.097702</td>\n",
              "      <td>Iowa</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>ID</td>\n",
              "      <td>1505</td>\n",
              "      <td>44.068202</td>\n",
              "      <td>-114.742041</td>\n",
              "      <td>Idaho</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>IL</td>\n",
              "      <td>5783</td>\n",
              "      <td>40.633125</td>\n",
              "      <td>-89.398528</td>\n",
              "      <td>Illinois</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>IN</td>\n",
              "      <td>4960</td>\n",
              "      <td>40.551217</td>\n",
              "      <td>-85.602364</td>\n",
              "      <td>Indiana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>KS</td>\n",
              "      <td>4647</td>\n",
              "      <td>39.011902</td>\n",
              "      <td>-98.484246</td>\n",
              "      <td>Kansas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>KY</td>\n",
              "      <td>908</td>\n",
              "      <td>37.839333</td>\n",
              "      <td>-84.270018</td>\n",
              "      <td>Kentucky</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>LA</td>\n",
              "      <td>21</td>\n",
              "      <td>31.244823</td>\n",
              "      <td>-92.145024</td>\n",
              "      <td>Louisiana</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>MB</td>\n",
              "      <td>2730</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>MD</td>\n",
              "      <td>2658</td>\n",
              "      <td>39.045755</td>\n",
              "      <td>-76.641271</td>\n",
              "      <td>Maryland</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>MI</td>\n",
              "      <td>277</td>\n",
              "      <td>44.314844</td>\n",
              "      <td>-85.602364</td>\n",
              "      <td>Michigan</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>MN</td>\n",
              "      <td>3865</td>\n",
              "      <td>46.729553</td>\n",
              "      <td>-94.685900</td>\n",
              "      <td>Minnesota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>MO</td>\n",
              "      <td>9522</td>\n",
              "      <td>37.964253</td>\n",
              "      <td>-91.831833</td>\n",
              "      <td>Missouri</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>NC</td>\n",
              "      <td>3759</td>\n",
              "      <td>35.759573</td>\n",
              "      <td>-79.019300</td>\n",
              "      <td>North Carolina</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>ND</td>\n",
              "      <td>2569</td>\n",
              "      <td>47.551493</td>\n",
              "      <td>-101.002012</td>\n",
              "      <td>North Dakota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>NE</td>\n",
              "      <td>1721</td>\n",
              "      <td>41.492537</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>Nebraska</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>NJ</td>\n",
              "      <td>1663</td>\n",
              "      <td>40.058324</td>\n",
              "      <td>-74.405661</td>\n",
              "      <td>New Jersey</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>NM</td>\n",
              "      <td>396</td>\n",
              "      <td>34.972730</td>\n",
              "      <td>-105.032363</td>\n",
              "      <td>New Mexico</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>NV</td>\n",
              "      <td>4575</td>\n",
              "      <td>38.802610</td>\n",
              "      <td>-116.419389</td>\n",
              "      <td>Nevada</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>NY</td>\n",
              "      <td>2228</td>\n",
              "      <td>43.299428</td>\n",
              "      <td>-74.217933</td>\n",
              "      <td>New York</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>OH</td>\n",
              "      <td>17079</td>\n",
              "      <td>40.417287</td>\n",
              "      <td>-82.907123</td>\n",
              "      <td>Ohio</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>OK</td>\n",
              "      <td>2849</td>\n",
              "      <td>35.007752</td>\n",
              "      <td>-97.092877</td>\n",
              "      <td>Oklahoma</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>ON</td>\n",
              "      <td>15</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>OR</td>\n",
              "      <td>15827</td>\n",
              "      <td>43.804133</td>\n",
              "      <td>-120.554201</td>\n",
              "      <td>Oregon</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>PA</td>\n",
              "      <td>5172</td>\n",
              "      <td>41.203322</td>\n",
              "      <td>-77.194525</td>\n",
              "      <td>Pennsylvania</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>SC</td>\n",
              "      <td>778</td>\n",
              "      <td>33.836081</td>\n",
              "      <td>-81.163725</td>\n",
              "      <td>South Carolina</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>SD</td>\n",
              "      <td>1372</td>\n",
              "      <td>43.969515</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>South Dakota</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>TN</td>\n",
              "      <td>3624</td>\n",
              "      <td>35.517491</td>\n",
              "      <td>-86.580447</td>\n",
              "      <td>Tennessee</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>TX</td>\n",
              "      <td>8451</td>\n",
              "      <td>31.968599</td>\n",
              "      <td>-99.901813</td>\n",
              "      <td>Texas</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>UT</td>\n",
              "      <td>816</td>\n",
              "      <td>39.320980</td>\n",
              "      <td>-111.093731</td>\n",
              "      <td>Utah</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>41</th>\n",
              "      <td>VA</td>\n",
              "      <td>17754</td>\n",
              "      <td>37.431573</td>\n",
              "      <td>-78.656894</td>\n",
              "      <td>Virginia</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>42</th>\n",
              "      <td>WA</td>\n",
              "      <td>17828</td>\n",
              "      <td>47.751074</td>\n",
              "      <td>-120.740139</td>\n",
              "      <td>Washington</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>WI</td>\n",
              "      <td>9808</td>\n",
              "      <td>43.784440</td>\n",
              "      <td>-88.787868</td>\n",
              "      <td>Wisconsin</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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            "text/plain": [
              "   state  count   latitude   longitude                  name\n",
              "0     AK   1271  63.588753 -154.493062                Alaska\n",
              "1     AL     58  32.318231  -86.902298               Alabama\n",
              "2     AR    797  35.201050  -91.831833              Arkansas\n",
              "3     AZ   3642  34.048928 -111.093731               Arizona\n",
              "4     BC      6        NaN         NaN                   NaN\n",
              "5     CA  85136  36.778261 -119.417932            California\n",
              "6     CO   1815  39.550051 -105.782067              Colorado\n",
              "7     DC   1788  38.905985  -77.033418  District of Columbia\n",
              "8     DE   2861  38.910832  -75.527670              Delaware\n",
              "9     FL  26543  27.664827  -81.515754               Florida\n",
              "10    GA   1192  32.157435  -82.907123               Georgia\n",
              "11    HI    808  19.898682 -155.665857                Hawaii\n",
              "12    IA    201  41.878003  -93.097702                  Iowa\n",
              "13    ID   1505  44.068202 -114.742041                 Idaho\n",
              "14    IL   5783  40.633125  -89.398528              Illinois\n",
              "15    IN   4960  40.551217  -85.602364               Indiana\n",
              "16    KS   4647  39.011902  -98.484246                Kansas\n",
              "17    KY    908  37.839333  -84.270018              Kentucky\n",
              "18    LA     21  31.244823  -92.145024             Louisiana\n",
              "19    MB   2730        NaN         NaN                   NaN\n",
              "20    MD   2658  39.045755  -76.641271              Maryland\n",
              "21    MI    277  44.314844  -85.602364              Michigan\n",
              "22    MN   3865  46.729553  -94.685900             Minnesota\n",
              "23    MO   9522  37.964253  -91.831833              Missouri\n",
              "24    NC   3759  35.759573  -79.019300        North Carolina\n",
              "25    ND   2569  47.551493 -101.002012          North Dakota\n",
              "26    NE   1721  41.492537  -99.901813              Nebraska\n",
              "27    NJ   1663  40.058324  -74.405661            New Jersey\n",
              "28    NM    396  34.972730 -105.032363            New Mexico\n",
              "29    NV   4575  38.802610 -116.419389                Nevada\n",
              "30    NY   2228  43.299428  -74.217933              New York\n",
              "31    OH  17079  40.417287  -82.907123                  Ohio\n",
              "32    OK   2849  35.007752  -97.092877              Oklahoma\n",
              "33    ON     15        NaN         NaN                   NaN\n",
              "34    OR  15827  43.804133 -120.554201                Oregon\n",
              "35    PA   5172  41.203322  -77.194525          Pennsylvania\n",
              "36    SC    778  33.836081  -81.163725        South Carolina\n",
              "37    SD   1372  43.969515  -99.901813          South Dakota\n",
              "38    TN   3624  35.517491  -86.580447             Tennessee\n",
              "39    TX   8451  31.968599  -99.901813                 Texas\n",
              "40    UT    816  39.320980 -111.093731                  Utah\n",
              "41    VA  17754  37.431573  -78.656894              Virginia\n",
              "42    WA  17828  47.751074 -120.740139            Washington\n",
              "43    WI   9808  43.784440  -88.787868             Wisconsin"
            ]
          },
          "execution_count": 96,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_state_df = pulse_point_state_df.merge(state_coordinate, on='state', how='left')\n",
        "pulse_point_state_df\n",
        "\n",
        "# there are three provinces of canada : \n",
        "# Manitoba : MB\n",
        "# British Columbia : BC\n",
        "# Ontario : ON"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "n4p8dcVk5NYm"
      },
      "source": [
        "**Drop Canadian Provinces**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 97,
      "metadata": {
        "id": "6ZNFz6Pm1SCF"
      },
      "outputs": [],
      "source": [
        "pulse_point_state_df.dropna(inplace=True)\n",
        "pulse_point_state_df = pulse_point_state_df.reset_index(drop=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "i4PNuLUr7fUU"
      },
      "source": [
        "### Choropleth USA"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 98,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "i18kXHu7YSf8",
        "outputId": "8e17a9ef-952e-4ca5-f374-5a19d8679b8d"
      },
      "outputs": [
        {
          "data": {
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            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf7044e8d0>"
            ]
          },
          "execution_count": 98,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "url = (\n",
        "    \"https://raw.githubusercontent.com/python-visualization/folium/master/examples/data\"\n",
        ")\n",
        "\n",
        "state_geo = f\"{url}/us-states.json\"\n",
        "state_data = pulse_point_state_df.iloc[:,[0,1]]\n",
        "\n",
        "m = folium.Map(location=[48, -102], zoom_start=4)\n",
        "\n",
        "folium.Choropleth(\n",
        "    geo_data=state_geo,\n",
        "    name=\"choropleth\",\n",
        "    data=state_data,\n",
        "    columns=[\"state\", \"count\"],\n",
        "    key_on=\"feature.id\",\n",
        "    fill_color=\"YlGn\",\n",
        "    fill_opacity=0.7,\n",
        "    line_opacity=0.2,\n",
        "    legend_name=\"Number of Incidents\",\n",
        ").add_to(m)\n",
        "\n",
        "folium.LayerControl().add_to(m)\n",
        "\n",
        "m"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "A9BBTnXn7wg3"
      },
      "source": [
        "#### With Count Marker"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 99,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "gtOvea8P6mxq",
        "outputId": "93873ffc-0c7e-4998-f336-496547ef7fdf"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf7044e8d0>"
            ]
          },
          "execution_count": 99,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# icon credit : https://icon-icons.com/icon/location-sos-phone-call-help/68848\n",
        "# https://www.clipartmax.com/middle/m2H7i8G6N4H7b1N4_metallic-icon-royalty-free-cliparts-icone-sos-png/\n",
        "\n",
        "# custom icon : https://stackoverflow.com/a/68992396/11105356\n",
        "\n",
        "for i in range(0, len(pulse_point_state_df)):\n",
        "  folium.Marker(\n",
        "    location = [pulse_point_state_df.iloc[i]['latitude'], pulse_point_state_df.iloc[i]['longitude']],\n",
        "    popup = folium.Popup(f\"{pulse_point_state_df.iloc[i]['name']}\\n{pulse_point_state_df.iloc[i]['count']}\", parse_html=True),\n",
        "    icon=folium.features.CustomIcon('https://i.postimg.cc/JhmnMQXj/sos.png', icon_size=(24, 31))\n",
        "  ).add_to(m)\n",
        "m"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-uMeksyH713a"
      },
      "source": [
        "### Choropleth USA Zoomed-IN"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 100,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "PWdnXOb58sX3",
        "outputId": "1e0b5915-ae09-4bdf-da6c-bd3429b26b52"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "<html>\n",
              "<head><meta charset=\"utf-8\" /></head>\n",
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              "    <div>\n",
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          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# https://plotly.com/python/choropleth-maps\n",
        "\n",
        "fig = go.Figure(data=go.Choropleth(\n",
        "    locations=pulse_point_state_df['state'], # Spatial coordinates\n",
        "    z = pulse_point_state_df['count'].astype(float), # Data to be color-coded\n",
        "    locationmode = 'USA-states', # set of locations match entries in `locations`\n",
        "    colorscale = 'Reds',\n",
        "    colorbar_title = \"Total Occurrences\",\n",
        "))\n",
        "\n",
        "fig.update_layout(\n",
        "    title_text = 'US PulsePoint Emergencies Occurrences by State',\n",
        "    geo_scope='usa', # limite map scope to USA\n",
        ")\n",
        "\n",
        "fig.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bMuMJ44gMJ9N"
      },
      "source": [
        "<a id='6.6'></a>\n",
        "## 6.6 Incident Date & Time"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MF_fux32BuSY"
      },
      "source": [
        "### Date\n",
        "\n",
        "#### Highest Number of Incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 101,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eL77qt8M-9Yy",
        "outputId": "b2f2742a-4655-46e0-e7c2-68f7f0942004"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "2021-11-13    3918\n",
              "2021-11-27    3765\n",
              "2021-11-21    3481\n",
              "2021-12-31    3422\n",
              "2021-12-07    3273\n",
              "2021-11-07    3164\n",
              "2021-11-25    2963\n",
              "2021-08-20    2947\n",
              "2021-06-22    2931\n",
              "2021-06-18    2890\n",
              "2021-06-16    2865\n",
              "2021-11-04    2862\n",
              "2021-08-23    2850\n",
              "2021-12-05    2832\n",
              "2021-10-12    2755\n",
              "2021-09-16    2692\n",
              "2021-11-10    2656\n",
              "2021-08-21    2560\n",
              "2021-08-09    2547\n",
              "2021-08-15    2529\n",
              "Name: date_of_incident, dtype: int64"
            ]
          },
          "execution_count": 101,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.date_of_incident.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "76obQPgDe7id"
      },
      "source": [
        "### Timeline"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "l-SodDIue3p0"
      },
      "source": [
        "#### Daily"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 102,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 510
        },
        "id": "cnASIAuiev2P",
        "outputId": "85ffa24a-8e56-4b6b-b239-51f1dcade837"
      },
      "outputs": [
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "pulse_point_df.groupby(['date_of_incident']).count()['title'].reset_index().rename(columns={'date_of_incident':'Date',\n",
        "                                                    'title':'count'}).sort_values('Date').plot(y='count',\n",
        "                                                             x='Date',label=\"Incident\")\n",
        "plt.xlabel('Date of Incidents')\n",
        "plt.ylabel('Number of Incidents')\n",
        "plt.title(\"Incidents Frequency (Daily)\")\n",
        "plt.show();"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "apPi8njhg2ZJ"
      },
      "source": [
        "**Number of PulsePoint dispatches increased after August, 2021**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UupBYytHe-bS"
      },
      "source": [
        "#### Weekly"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 103,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "xHKJb5c0e3N8",
        "outputId": "e9084aae-a3c7-4e6e-cf7d-0718936696bc"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "pulse_point_df.groupby([pd.Grouper(key='date_of_incident', \n",
        "                                   freq='W-MON')]).count()['title'].reset_index().rename(columns={'date_of_incident':'Date',\n",
        "                                                    'title':'count'}).sort_values('Date').plot(y='count',\n",
        "                                                             x='Date',label=\"Incident\")\n",
        "plt.xlabel('Date (Month)')\n",
        "plt.ylabel('Number of Incidents')\n",
        "plt.title(\"Incidents Frequency (Weekly)\")\n",
        "plt.show();"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Mk8iZ6B86w1m"
      },
      "source": [
        "### Weekday Time"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 104,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "S7FEO_H4asuN",
        "outputId": "50aacb07-4b71-4954-c5ea-8afc4a180540"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-dd5f4a41-dda2-4ee8-90e3-b2db4a71233c\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>day_name</th>\n",
              "      <th>time_of_the_day</th>\n",
              "      <th>incident_count</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Friday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>4436</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Friday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>3278</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Friday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>11565</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Friday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>15066</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Friday</td>\n",
              "      <td>Night</td>\n",
              "      <td>4284</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>Monday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>4806</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>Monday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>4258</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>Monday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>10151</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>Monday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>14196</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>Monday</td>\n",
              "      <td>Night</td>\n",
              "      <td>5633</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>Saturday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>5943</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>Saturday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>5325</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>Saturday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>7945</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>Saturday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>11508</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>Saturday</td>\n",
              "      <td>Night</td>\n",
              "      <td>6887</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>Sunday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>6652</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>Sunday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>4314</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>Sunday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>12949</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>Sunday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>17344</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>Sunday</td>\n",
              "      <td>Night</td>\n",
              "      <td>4724</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>Thursday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>4016</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>Thursday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>5192</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>Thursday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>12619</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>Thursday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>15335</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>Thursday</td>\n",
              "      <td>Night</td>\n",
              "      <td>6262</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>Tuesday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>3888</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>Tuesday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>4054</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>Tuesday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>10678</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>Tuesday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>13109</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>Tuesday</td>\n",
              "      <td>Night</td>\n",
              "      <td>4894</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Afternoon</td>\n",
              "      <td>4796</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Evening</td>\n",
              "      <td>4737</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Midnight</td>\n",
              "      <td>10002</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>14514</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Night</td>\n",
              "      <td>5918</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "     day_name time_of_the_day  incident_count\n",
              "0      Friday       Afternoon            4436\n",
              "1      Friday         Evening            3278\n",
              "2      Friday        Midnight           11565\n",
              "3      Friday         Morning           15066\n",
              "4      Friday           Night            4284\n",
              "5      Monday       Afternoon            4806\n",
              "6      Monday         Evening            4258\n",
              "7      Monday        Midnight           10151\n",
              "8      Monday         Morning           14196\n",
              "9      Monday           Night            5633\n",
              "10   Saturday       Afternoon            5943\n",
              "11   Saturday         Evening            5325\n",
              "12   Saturday        Midnight            7945\n",
              "13   Saturday         Morning           11508\n",
              "14   Saturday           Night            6887\n",
              "15     Sunday       Afternoon            6652\n",
              "16     Sunday         Evening            4314\n",
              "17     Sunday        Midnight           12949\n",
              "18     Sunday         Morning           17344\n",
              "19     Sunday           Night            4724\n",
              "20   Thursday       Afternoon            4016\n",
              "21   Thursday         Evening            5192\n",
              "22   Thursday        Midnight           12619\n",
              "23   Thursday         Morning           15335\n",
              "24   Thursday           Night            6262\n",
              "25    Tuesday       Afternoon            3888\n",
              "26    Tuesday         Evening            4054\n",
              "27    Tuesday        Midnight           10678\n",
              "28    Tuesday         Morning           13109\n",
              "29    Tuesday           Night            4894\n",
              "30  Wednesday       Afternoon            4796\n",
              "31  Wednesday         Evening            4737\n",
              "32  Wednesday        Midnight           10002\n",
              "33  Wednesday         Morning           14514\n",
              "34  Wednesday           Night            5918"
            ]
          },
          "execution_count": 104,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# pulse_point_df.groupby(['day_name','time_of_the_day'],as_index=False).count()\n",
        "\n",
        "incident_time_df = pulse_point_df.groupby([\"day_name\", \"time_of_the_day\"],\n",
        "                                     as_index=False).count()[['day_name', \n",
        "                                                              'time_of_the_day',\n",
        "                                     'title']].reset_index(drop=True).rename(columns={'date_of_incident':'date',\n",
        "                                                                                               'title':'incident_count'})\n",
        "incident_time_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 105,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 843
        },
        "id": "idbgvriQpGtH",
        "outputId": "ef934090-7062-4876-a845-15b63695eed8"
      },
      "outputs": [
        {
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              "    day_name  incident_count\n",
              "3     Sunday           45983\n",
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              "6  Wednesday           39967\n",
              "1     Monday           39044\n",
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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "display(incident_time_df.groupby(['day_name']).sum().reset_index().sort_values([\"incident_count\"], ascending=False))\n",
        "\n",
        "display(incident_time_df.groupby(['day_name']).sum().plot(kind='bar'))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "czECSgzrBFBA"
      },
      "source": [
        "**Highest number of incidents occurred on Sunday**  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v0JO1RQaAsCb"
      },
      "source": [
        "#### Time of the Day"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 106,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 571
        },
        "id": "WsAi-1K96x_b",
        "outputId": "e40aa15e-f791-4d9a-e285-064d2cd7e92b"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "Emergency responses spiked at **midnight** or in the **morning**"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
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\"#E5ECF6\", \"caxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}}, \"title\": {\"x\": 0.05}, \"xaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"title\": {\"standoff\": 15}, \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}, \"yaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"title\": {\"standoff\": 15}, \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}}}, \"title\": {\"text\": \"Number of Incidents by Time of the Day\"}, \"xaxis\": {\"anchor\": \"y\", \"domain\": [0.0, 1.0], \"title\": {\"text\": \"Day\"}}, \"yaxis\": {\"anchor\": \"x\", \"domain\": [0.0, 1.0], \"title\": {\"text\": \"Incident Count\"}}},\n",
              "                        {\"responsive\": true}\n",
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              "var gd = document.getElementById('83180dbc-f2a1-4bce-b36f-2e753496165a');\n",
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              "            Plotly.purge(gd);\n",
              "            observer.disconnect();\n",
              "        }}\n",
              "}});\n",
              "\n",
              "// Listen for the removal of the full notebook cells\n",
              "var notebookContainer = gd.closest('#notebook-container');\n",
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              "    x.observe(outputEl, {childList: true});\n",
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              "\n",
              "                        })\n",
              "                };\n",
              "                \n",
              "            </script>\n",
              "        </div>\n",
              "</body>\n",
              "</html>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# incident_time_df.groupby(['day_name','time_of_the_day']).sum().plot(kind='bar', figsize=(25,8));\n",
        "\n",
        "fig = px.bar(incident_time_df, \n",
        "        x=\"day_name\", \n",
        "        y=\"incident_count\", \n",
        "        color=\"time_of_the_day\", \n",
        "        barmode=\"group\",\n",
        "        labels={'day_name':'Day', \n",
        "                'incident_count': 'Incident Count',\n",
        "                'time_of_the_day': ''},\n",
        "        title=f\"Number of Incidents by Time of the Day\",\n",
        "        ).for_each_trace(lambda t: t.update(name=t.name.replace(\"=\",\"\")))\n",
        "\n",
        "printmd(\"Emergency responses spiked at **midnight** or in the **morning**\")\n",
        "fig.show()\n",
        "\n",
        "\n",
        "## alternative in seaborn catplot\n",
        "\n",
        "# g=sns.catplot(data= incident_time_df, \n",
        "#               x=\"time_of_the_day\", \n",
        "#               col='day_name',\n",
        "#               y='incident_count', \n",
        "#               kind='bar', \n",
        "#               height=6,\n",
        "#               col_wrap=4,\n",
        "#                 )\n",
        "# # bug : x-ticks not showing while using col_wrap\n",
        "# # fixed : https://stackoverflow.com/a/52184614/11105356\n",
        "# for ax in g.axes.flatten():\n",
        "#     ax.tick_params(labelbottom=True)\n",
        "# g.set_ylabels('Incident count')\n",
        "# # for rotated x-ticks \n",
        "# # for ax in g.axes:\n",
        "# #     plt.setp(ax.get_xticklabels(), visible=True, rotation=45)\n",
        "# # plt.subplots_adjust(hspace=0.5)\n",
        "# plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "c-dq9ET-ciqd"
      },
      "source": [
        "**Most of the incidents occurred during Midnight or in the morning. Probably some of the incidents were already started at nighttime and were logged later in the morning.**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fP1SjivPD3D5"
      },
      "source": [
        "<a id='6.7'></a>\n",
        "## 6.7 Major Incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 107,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 865
        },
        "id": "00QAk2Fw2X_L",
        "outputId": "7349846d-faa7-4283-f737-4e55ad295a85"
      },
      "outputs": [
        {
          "data": {
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              "      <th></th>\n",
              "      <th>total</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>title</th>\n",
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              "      <th>Medical Emergency</th>\n",
              "      <td>179753</td>\n",
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              "      <td>22835</td>\n",
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              "      <th>Fire Alarm</th>\n",
              "      <td>11147</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Alarm</th>\n",
              "      <td>7420</td>\n",
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              "    <tr>\n",
              "      <th>Public Service</th>\n",
              "      <td>7363</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Refuse/Garbage Fire</th>\n",
              "      <td>4437</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Structure Fire</th>\n",
              "      <td>4152</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Lift Assist</th>\n",
              "      <td>3130</td>\n",
              "    </tr>\n",
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              "      <th>Mutual Aid</th>\n",
              "      <td>2862</td>\n",
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              "    <tr>\n",
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              "      <td>2559</td>\n",
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              "      <td>2527</td>\n",
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              "    <tr>\n",
              "      <th>Interfacility Transfer</th>\n",
              "      <td>2014</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Outside Fire</th>\n",
              "      <td>1963</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Vehicle Fire</th>\n",
              "      <td>1810</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Investigation</th>\n",
              "      <td>1628</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Carbon Monoxide</th>\n",
              "      <td>1513</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Vegetation Fire</th>\n",
              "      <td>1428</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Hazardous Condition</th>\n",
              "      <td>1423</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Commercial Fire</th>\n",
              "      <td>1405</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Gas Leak</th>\n",
              "      <td>1389</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Wires Down</th>\n",
              "      <td>1366</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Smoke Investigation</th>\n",
              "      <td>1252</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Odor Investigation</th>\n",
              "      <td>1154</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Elevator Rescue</th>\n",
              "      <td>980</td>\n",
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              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-c2510f88-9e0f-4017-aac6-955b728465f9');\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                             total\n",
              "title                             \n",
              "Medical Emergency           179753\n",
              "Traffic Collision            22835\n",
              "Fire Alarm                   11147\n",
              "Alarm                         7420\n",
              "Public Service                7363\n",
              "Refuse/Garbage Fire           4437\n",
              "Structure Fire                4152\n",
              "Lift Assist                   3130\n",
              "Mutual Aid                    2862\n",
              "Fire                          2723\n",
              "Residential Fire              2559\n",
              "Expanded Traffic Collision    2527\n",
              "Interfacility Transfer        2014\n",
              "Outside Fire                  1963\n",
              "Vehicle Fire                  1810\n",
              "Investigation                 1628\n",
              "Carbon Monoxide               1513\n",
              "Vegetation Fire               1428\n",
              "Hazardous Condition           1423\n",
              "Commercial Fire               1405\n",
              "Gas Leak                      1389\n",
              "Wires Down                    1366\n",
              "Smoke Investigation           1252\n",
              "Odor Investigation            1154\n",
              "Elevator Rescue                980"
            ]
          },
          "execution_count": 107,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.groupby(['title']).count()[['agency']].rename(columns={'agency':'total'}).sort_values('total', ascending=False)[:25]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 108,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 865
        },
        "id": "S6s_Y-0dC15M",
        "outputId": "3d7d8639-7ed1-4faf-a7d4-42e927245d8c"
      },
      "outputs": [
        {
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              "      <th>Midnight</th>\n",
              "      <th>Structure Fire</th>\n",
              "      <td>1064</td>\n",
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              "    <tr>\n",
              "      <th rowspan=\"4\" valign=\"top\">Morning</th>\n",
              "      <th>Residential Fire</th>\n",
              "      <td>1027</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Lift Assist</th>\n",
              "      <td>993</td>\n",
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              "      <th>Mutual Aid</th>\n",
              "      <td>966</td>\n",
              "    </tr>\n",
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              "      <th>Outside Fire</th>\n",
              "      <td>936</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Midnight</th>\n",
              "      <th>Refuse/Garbage Fire</th>\n",
              "      <td>858</td>\n",
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              "    <tr>\n",
              "      <th>Morning</th>\n",
              "      <th>Expanded Traffic Collision</th>\n",
              "      <td>840</td>\n",
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              "    <tr>\n",
              "      <th>Midnight</th>\n",
              "      <th>Mutual Aid</th>\n",
              "      <td>772</td>\n",
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              "    <tr>\n",
              "      <th>Morning</th>\n",
              "      <th>Investigation</th>\n",
              "      <td>735</td>\n",
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              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">Midnight</th>\n",
              "      <th>Expanded Traffic Collision</th>\n",
              "      <td>730</td>\n",
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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            "text/plain": [
              "                                            total\n",
              "time_of_the_day title                            \n",
              "Morning         Medical Emergency           64587\n",
              "Midnight        Medical Emergency           47640\n",
              "Morning         Traffic Collision            8262\n",
              "Midnight        Traffic Collision            7135\n",
              "Morning         Fire Alarm                   3507\n",
              "Midnight        Fire Alarm                   3112\n",
              "Morning         Public Service               2725\n",
              "                Alarm                        2437\n",
              "Midnight        Alarm                        2067\n",
              "                Public Service               2042\n",
              "Morning         Refuse/Garbage Fire          1669\n",
              "                Structure Fire               1566\n",
              "                Fire                         1102\n",
              "Midnight        Structure Fire               1064\n",
              "Morning         Residential Fire             1027\n",
              "                Lift Assist                   993\n",
              "                Mutual Aid                    966\n",
              "                Outside Fire                  936\n",
              "Midnight        Refuse/Garbage Fire           858\n",
              "Morning         Expanded Traffic Collision    840\n",
              "Midnight        Mutual Aid                    772\n",
              "Morning         Investigation                 735\n",
              "Midnight        Expanded Traffic Collision    730\n",
              "                Lift Assist                   721\n",
              "                Residential Fire              697"
            ]
          },
          "execution_count": 108,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "mask = (pulse_point_df.time_of_the_day == 'Midnight') | (pulse_point_df.time_of_the_day == 'Morning') \n",
        "highest_occ_incident = pulse_point_df[mask].groupby(['time_of_the_day','title']).count()[['agency']].rename(columns={'agency':'total'})\n",
        "\n",
        "highest_occ_incident.sort_values('total', ascending=False)[:25]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WrKbXiGjFA7-"
      },
      "source": [
        "Top ten emergencies during 'Midnight' or 'Morning' -\n",
        "\n",
        "Midnight :\n",
        "\n",
        "* Medical Emergency\n",
        "* Traffic Collision\n",
        "* Fire Alarm\n",
        "* Alarm\n",
        "* Public Service\n",
        "* Structure Fire\n",
        "* Refuse/Garbage Fire\t\n",
        "* Mutual Aid\n",
        "* Residential Fire\n",
        "* Expanded Traffic Collision\n",
        "\n",
        "Morning :\n",
        "\n",
        "* Medical Emergency\n",
        "* Traffic Collision\n",
        "* Fire Alarm\n",
        "* Public Service\n",
        "* Refuse/Garbage Fire\n",
        "* Structure Fire\n",
        "* Fire\n",
        "* Residential Fire\n",
        "* Mutual Aid\n",
        "* Lift Assist\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "o7NFZSzcxWyb"
      },
      "source": [
        "<a id='7'></a>\n",
        "# 7 Clustering"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "23ydikE3pvpk"
      },
      "source": [
        "<a id='7.1'></a>\n",
        "## 7.1 Preprocess Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 109,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "h3-S2bfCbyxF",
        "outputId": "c74ac116-3169-404e-c40a-27e1c2d65187"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "title                       0\n",
              "agency                      0\n",
              "location                    0\n",
              "timestamp_time              0\n",
              "date_of_incident            0\n",
              "description             13384\n",
              "duration                    0\n",
              "business               266152\n",
              "address                     0\n",
              "address_2              272246\n",
              "city                        0\n",
              "state                       0\n",
              "duration_in_seconds         0\n",
              "day_name                    0\n",
              "weekday                     0\n",
              "month_name                  0\n",
              "time_of_the_day             0\n",
              "dtype: int64"
            ]
          },
          "execution_count": 109,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_df.isna().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wfvrIQpxp07L"
      },
      "source": [
        "### Filter Data\n",
        "\n",
        "- \"timestamp_time\" was replaced with \"time_of_the_day\" feature\n",
        "- \"date_of_incident\" was replaced with \"week_day\", \"day_name\" and \"month_name\"\n",
        "- \"business\" and \"address_2\" has lots of null values, hence those features were removed\n",
        "- \"duration\" was converted to numerical value and replaced with \"duration_in_seconds\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 110,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QBp7bBxzb5nQ",
        "outputId": "5186268f-366d-446f-969e-c3765eb26259"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "title                  0\n",
              "agency                 0\n",
              "location               0\n",
              "description            0\n",
              "address                0\n",
              "city                   0\n",
              "state                  0\n",
              "duration_in_seconds    0\n",
              "day_name               0\n",
              "weekday                0\n",
              "month_name             0\n",
              "time_of_the_day        0\n",
              "dtype: int64"
            ]
          },
          "execution_count": 110,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_cluster_df = pulse_point_df.drop([# 'location',\n",
        "                                              'timestamp_time',\n",
        "                                              'date_of_incident',\n",
        "                                              # 'description',\n",
        "                                              'duration',\n",
        "                                              # 'address',\n",
        "                                              'business', \n",
        "                                              'address_2', \n",
        "                                              ], axis=1)\n",
        "pulse_point_cluster_df.dropna(inplace=True)\n",
        "pulse_point_cluster_df.isna().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "E9-9UEggaS2n"
      },
      "source": [
        "### Scaling"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 111,
      "metadata": {
        "id": "3ORVl2CaQOdT"
      },
      "outputs": [],
      "source": [
        "def scaling_df(df):\n",
        "  X_cluster = df.copy()\n",
        "  object_cols = df.columns[df.dtypes == object].to_list()\n",
        "  label_enc=LabelEncoder()\n",
        "  for i in object_cols:\n",
        "      X_cluster[i]=X_cluster[[i]].apply(label_enc.fit_transform)\n",
        "  \n",
        "  scaler = MinMaxScaler()\n",
        "  scaler.fit(X_cluster)\n",
        "  X_cluster_scaled = pd.DataFrame(scaler.transform(X_cluster),columns= X_cluster.columns)\n",
        "  return X_cluster_scaled"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 112,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "__4tSpAOQmlR",
        "outputId": "f2d87f42-7dc8-4bbb-dc28-f0f9d72560c7"
      },
      "outputs": [
        {
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              "      <th>description</th>\n",
              "      <th>address</th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "      <th>duration_in_seconds</th>\n",
              "      <th>day_name</th>\n",
              "      <th>weekday</th>\n",
              "      <th>month_name</th>\n",
              "      <th>time_of_the_day</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0.127907</td>\n",
              "      <td>0.854356</td>\n",
              "      <td>0.144585</td>\n",
              "      <td>0.294277</td>\n",
              "      <td>0.160584</td>\n",
              "      <td>0.855613</td>\n",
              "      <td>0.953488</td>\n",
              "      <td>0.043679</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.662791</td>\n",
              "      <td>0.875163</td>\n",
              "      <td>0.257272</td>\n",
              "      <td>0.367620</td>\n",
              "      <td>0.285639</td>\n",
              "      <td>0.871238</td>\n",
              "      <td>0.209302</td>\n",
              "      <td>0.004111</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.209302</td>\n",
              "      <td>0.875163</td>\n",
              "      <td>0.257622</td>\n",
              "      <td>0.971573</td>\n",
              "      <td>0.286045</td>\n",
              "      <td>0.871238</td>\n",
              "      <td>0.209302</td>\n",
              "      <td>0.020555</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.290698</td>\n",
              "      <td>0.872562</td>\n",
              "      <td>0.788836</td>\n",
              "      <td>0.524330</td>\n",
              "      <td>0.801920</td>\n",
              "      <td>0.869792</td>\n",
              "      <td>0.976744</td>\n",
              "      <td>0.009250</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.290698</td>\n",
              "      <td>0.872562</td>\n",
              "      <td>0.812933</td>\n",
              "      <td>0.521830</td>\n",
              "      <td>0.824166</td>\n",
              "      <td>0.869792</td>\n",
              "      <td>0.976744</td>\n",
              "      <td>0.007194</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>267889</th>\n",
              "      <td>0.662791</td>\n",
              "      <td>0.854356</td>\n",
              "      <td>0.047843</td>\n",
              "      <td>0.294371</td>\n",
              "      <td>0.053327</td>\n",
              "      <td>0.855613</td>\n",
              "      <td>0.953488</td>\n",
              "      <td>0.010791</td>\n",
              "      <td>0.166667</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.50</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>267890</th>\n",
              "      <td>0.127907</td>\n",
              "      <td>0.854356</td>\n",
              "      <td>0.363169</td>\n",
              "      <td>0.294324</td>\n",
              "      <td>0.402886</td>\n",
              "      <td>0.855613</td>\n",
              "      <td>0.953488</td>\n",
              "      <td>0.008736</td>\n",
              "      <td>0.166667</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.50</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>267891</th>\n",
              "      <td>0.662791</td>\n",
              "      <td>0.853056</td>\n",
              "      <td>0.324505</td>\n",
              "      <td>0.067862</td>\n",
              "      <td>0.360158</td>\n",
              "      <td>0.630208</td>\n",
              "      <td>0.697674</td>\n",
              "      <td>0.026208</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>267892</th>\n",
              "      <td>0.290698</td>\n",
              "      <td>0.872562</td>\n",
              "      <td>0.816313</td>\n",
              "      <td>0.519694</td>\n",
              "      <td>0.826735</td>\n",
              "      <td>0.869792</td>\n",
              "      <td>0.976744</td>\n",
              "      <td>0.004111</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.25</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>267893</th>\n",
              "      <td>0.290698</td>\n",
              "      <td>0.872562</td>\n",
              "      <td>0.816477</td>\n",
              "      <td>0.527699</td>\n",
              "      <td>0.826836</td>\n",
              "      <td>0.869792</td>\n",
              "      <td>0.976744</td>\n",
              "      <td>0.001028</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571429</td>\n",
              "      <td>0.00</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>267894 rows × 12 columns</p>\n",
              "</div>\n",
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              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "      \n",
              "  <style>\n",
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              "        async function convertToInteractive(key) {\n",
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              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "           title    agency  location  ...  weekday  month_name  time_of_the_day\n",
              "0       0.127907  0.854356  0.144585  ...      1.0    0.571429             0.00\n",
              "1       0.662791  0.875163  0.257272  ...      1.0    0.571429             0.75\n",
              "2       0.209302  0.875163  0.257622  ...      1.0    0.571429             0.75\n",
              "3       0.290698  0.872562  0.788836  ...      1.0    0.571429             0.75\n",
              "4       0.290698  0.872562  0.812933  ...      1.0    0.571429             0.75\n",
              "...          ...       ...       ...  ...      ...         ...              ...\n",
              "267889  0.662791  0.854356  0.047843  ...      0.0    0.571429             0.50\n",
              "267890  0.127907  0.854356  0.363169  ...      0.0    0.571429             0.50\n",
              "267891  0.662791  0.853056  0.324505  ...      1.0    0.571429             1.00\n",
              "267892  0.290698  0.872562  0.816313  ...      1.0    0.571429             0.25\n",
              "267893  0.290698  0.872562  0.816477  ...      1.0    0.571429             0.00\n",
              "\n",
              "[267894 rows x 12 columns]"
            ]
          },
          "execution_count": 112,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "X_cluster = pulse_point_cluster_df.copy()\n",
        "X_cluster_scaled = scaling_df(X_cluster)\n",
        "X_cluster_scaled"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "S0WY69HXaMR8"
      },
      "source": [
        "### PCA"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 113,
      "metadata": {
        "id": "q3MdamqCB0jq"
      },
      "outputs": [],
      "source": [
        "def pulse_point_pca(X_data, n_components):\n",
        "  pca = PCA(n_components=n_components)\n",
        "\n",
        "  fit_pca = pca.fit(X_data)\n",
        " \n",
        "  print(\"Variance Explained with {0} components \".format(n_components),\n",
        "        round(sum(fit_pca.explained_variance_ratio_),2))\n",
        "\n",
        "  return fit_pca, fit_pca.transform(X_data)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 114,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QlrIkwLXDU4J",
        "outputId": "55a5c79b-cd05-42db-8771-f4b1d7787d3d"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Variance Explained with 12 components  1.0\n"
          ]
        }
      ],
      "source": [
        "# for 12 components\n",
        "pca_full, pulsepoint_data_full = pulse_point_pca(X_cluster_scaled, X_cluster_scaled.shape[1])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 115,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MFODyaM29SX6",
        "outputId": "6e9672a0-7f26-4b39-c743-d10d92a6bfb9"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "(267894, 12)"
            ]
          },
          "execution_count": 115,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "X_cluster_scaled.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 116,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 543
        },
        "id": "Rghb9NjND0wl",
        "outputId": "d069b445-f39e-4db4-a3eb-b275f8233b9a"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.plot(np.cumsum(pca_full.explained_variance_ratio_))\n",
        "plt.title(\"Proportion of PCA variance\\nexplained by number of components\")\n",
        "plt.xlabel(\"Number of components\")\n",
        "plt.ylabel(\"Proportion of variance explained\");"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "sLV4-TeoD9K3"
      },
      "source": [
        "We need about 7 components to explain ~90% of the variance in the data"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Icf_cXjDp6U0"
      },
      "source": [
        "<a id='7.2'></a>\n",
        "## 7.2 Agency Engagement Vs Incident Duration by City"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 117,
      "metadata": {
        "id": "OiW5FYrpcUUt"
      },
      "outputs": [],
      "source": [
        "pulse_point_state_duration_df = pulse_point_cluster_df.groupby('city').agg({'agency':'count', 'duration_in_seconds': 'sum'}).reset_index()\n",
        "pulse_point_state_duration_df.duration_in_seconds = pulse_point_state_duration_df.duration_in_seconds.apply(lambda x: x/3600)\n",
        "\n",
        "pulse_point_state_duration_df.columns= ['city','total_agency_engagement', 'total_duration_hr']"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 118,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "qU41UPFmoiCC",
        "outputId": "033d1297-abbe-4063-b30e-f69582e4dd83"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "x = pulse_point_state_duration_df['total_agency_engagement'].values\n",
        "y = pulse_point_state_duration_df['total_duration_hr'].values\n",
        "plt.scatter(x,y)\n",
        "plt.title('Agency Engagement vs Incident Duration')\n",
        "plt.xlabel('Number of Agency Engagement')\n",
        "plt.ylabel('Total Incident Duration(hour)')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EF_2CSZ0qCIo"
      },
      "source": [
        "The `agency_count` (number of agency engagement) and `duration_hr` (duration in hour) has a positive linear relationship.\n",
        "\n",
        "**Higher Duration of Incidents indicates more agency engagement in a city**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "IWMcdAKxfAq6"
      },
      "source": [
        "### Clustering States By Duration\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 119,
      "metadata": {
        "id": "rB0euF_fexmc"
      },
      "outputs": [],
      "source": [
        "X = pulse_point_state_duration_df[['total_agency_engagement', 'total_duration_hr']].values"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Uadf_8PPWHEd"
      },
      "source": [
        "#### K-means Clustering\n",
        "\n",
        "With “kmeans++” initialization the objective of this clustering is to create groups based on number of agency engagements and total incident duration (hour)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 120,
      "metadata": {
        "id": "qIRPpldvfQrt"
      },
      "outputs": [],
      "source": [
        "# To decide the optimum cluster number, KMeans++ using Elbow method\n",
        "# to figure out K for KMeans, I will use ELBOW Method on KMEANS++ Calculation\n",
        "\n",
        "wcss=[]\n",
        "\n",
        "for i in range(1,11):\n",
        "    kmeans = KMeans(n_clusters= i, init='k-means++', random_state=SEED)\n",
        "    kmeans.fit(X)\n",
        "    wcss.append(kmeans.inertia_)\n",
        "\n",
        "    # inertia_ is the formula used to segregate the data points into clusters"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wEgb6RjTnLgU"
      },
      "source": [
        "**The best number of K lies between 2 and 4**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 121,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "dbtk2mBUfSA6",
        "outputId": "84088942-46a1-4779-8ed3-dd0e99c94a45"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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Z7gL7502XMNUDAAAgoVCmu8DAXknq4bKx3jQAAECCoUx3AcMwNMLjUkl5rcLhsNlxAAAAECGU6S7i87q0tzag9ZWNZkcBAABAhFCmu4jP45YkVvUAAABIIJTpLtKrh0N9shzMmwYAAEgglOku5PO4tWJdrQJB5k0DAAAkAsp0F/J5XWpoCmnN5nqzowAAACACKNNdqCDPJcNg3jQAAECioEx3ofRUm/J6J6uknM1bAAAAEgFluov5PC59sbFejf6g2VEAAADQzSjTXazQ61IgGNaq9XVmRwEAAEA3o0x3saGDUmWzGiyRBwAAkAAo010syWHViQNStJSbEAEAAOIeZbobFHrcqtjWoOq6gNlRAAAA0I0o093A53UpHJaWVTA6DQAAEM8o091gSL8UJTssrDcNAAAQ5yjT3cBmNTR8cCrrTQMAAMQ5ynQ38Xnd2rrbrx17/WZHAQAAQDehTHcTn9clia3FAQAA4hllupsM6pWkDJdNS8uY6gEAABCvTCvTP/nJT5Sfn6+FCxeaFaFbGYYhn8elZRW1CofDZscBAABANzClTL/xxhtqbGw049QR5fO4tKcmoI07msyOAgAAgG4Q8TK9fft2/f73v9cDDzwQ6VNHnM/rliSmegAAAMSpiJbpcDisn//85/rv//5v9enTJ5KnNkWvHg71znSopJybEAEAAOKRLZIne+WVVxQOh3X55Zd32XuuXLmyy96rO/RNt6hkbZM+W7RE1ji+3XPJkiVmR0CU4trA4XBt4Ei4PnA40XZtRKxMb9y4UU899ZRee+21Ln3fYcOGyel0dul7dqU6+14tXrdB7p4n6qSBqWbH6RZLlixRUVGR2TEQhbg2cDhcGzgSrg8cjhnXRlNT0xEHbyNWphcvXqy9e/dqwoQJ7Y7/+Mc/1kUXXaT7778/UlEiaoSndb3p8tq4LdMAAACJKmJl+sILL9Rpp53W7tiZZ56pBx988KDj8SQ91aa83kkqKa/RlWf1MjsOAAAAulDEynRycrKSk5MPOp6Zman09PRIxTCFz+vWW5/uUqM/pCRHHE+cBgAASDCmNrvS0lKNGTPGzAgRUehxKRAMa9X6OrOjAAAAoAsxTBoBwwanymY1VFLOetMAAADxhDIdAUkOq07sn6JlrDcNAAAQVyjTEeLzuFS2tUE19QGzowAAAKCLUKYjxOd1KxyWllUwOg0AABAvKNMRkt8/RckOi0rKKNMAAADxgjIdITaroWGDU1VSxk2IAAAA8YIyHUGFXre27PZr516/2VEAAADQBSjTEeQ7YGtxAAAAxD7KdAQN7JWk9FSbljLVAwAAIC5QpiPIYjHk87hUUl6rcDhsdhwAAAAcJ8p0hPm8Lu2pCWjjjiazowAAAOA4UaYjrG3eNFM9AAAAYh5lOsJyM53KzXRwEyIAAEAcoEybwOdxaXlFrYJB5k0DAADEMsq0CXxel+qbQlq7pd7sKAAAADgOlGkTjMhzS5KWMtUDAAAgplGmTZDhsimvd5KWlVGmAQAAYhll2iQ+j1urNtSp0R8yOwoAAAA6iTJtkhEelwLBsFZvqDM7CgAAADqJMm2S4YNTZbVIJeWsNw0AABCrKNMmSXZadeKAVJUwbxoAACBmUaZN5PO4VLa1QTX1AbOjAAAAoBMo0ybyeV0Kh6XlFYxOAwAAxCLKtIny+6UoyWFha3EAAIAYRZk2kd1m0bBBqVrKvGkAAICYRJk2WaHXrS27mrRzn9/sKAAAADhGlGmT+bwuSWJVDwAAgBhEmTbZoF5JSku1ahnzpgEAAGIOZdpkFoshn8etpWU1CofDZscBAADAMaBMRwGfx6WqmoA27WwyOwoAAACOAWU6CjBvGgAAIDZRpqNA70ynevVwqKS8xuwoAAAAOAaU6ShR6HVpeUWtgkHmTQMAAMQKynSUGOFxqa4xpLKtDWZHAQAAQAdRpqOEz9Myb3ppGVM9AAAAYgVlOkpkuOwanJukEtabBgAAiBmU6Sji87i0ekOdmppDZkcBAABAB1Cmo4jP61ZzIKzVG+rMjgIAAIAOoExHkWGDU2W1sN40AABArKBMR5EUp1X5/VNYbxoAACBGUKajjM/jVtmWBtU0BMyOAgAAgKOgTEeZQq9LobC0vIJ50wAAANGOMh1l8vunyGm3aBnrTQMAAEQ9ynSUsdssGj44lfWmAQAAYgBlOgr5vC5t2tmkXfuazY4CAACAI6BMRyGfxy1JrOoBAAAQ5SjTUWhwbpLSUq2sNw0AABDlKNNRyGIxNCLPpZLyGoXDYbPjAAAA4DAo01HK53Vrd3VAm3c2mR0FAAAAh0GZjlI+j0uSWNUDAAAgilGmo1TvTId6Zti1lPWmAQAAohZlOkoZhqFCr1srKuoUDDFvGgAAIBpRpqOYz+NSbWNQZVsazI4CAACAQ6BMR7ERrfOml7HeNAAAQFSiTEexHm67BuUmaSnrTQMAAEQlynSU83lcWr2hTv7mkNlRAAAA8DWU6Sjn87jlD4S1emOd2VEAAADwNZTpKDc8L1UWi9haHAAAIApRpqNcitOqE/unUKYBAACiEGU6BozwuLV2S71qG4JmRwEAAMABKNMxwOdxKRSWllcwOg0AABBNKNMx4MQBKXLaLSphvWkAAICoQpmOAQ6bRcMGpaqknJFpAACAaEKZjhE+r0ubdjRp175ms6MAAACgFWU6Rvi8bC0OAAAQbSjTMSIvN1lpKVamegAAAEQRynSMsFgMFeS5VFJeq3A4bHYcAAAAiDIdUwq9bu3a16wtu5rMjgIAAABRpmOKz9Myb5rdEAEAAKIDZTqG9M5yqGeGnXnTAAAAUYIyHUMMw5DP69ay8loFQ8ybBgAAMBtlOsb4PC7VNgZVvrXB7CgAAAAJjzIdY0bsnzfNVA8AAADTUaZjTKbbrkG9klRSxuYtAAAAZqNMx6ARHpdWra+TvzlkdhQAAICERpmOQT6vS/5AWF9srDc7CgAAQEKjTMeg4YNdslikpUz1AAAAMBVlOgalJlmV3y+FmxABAABMRpmOUT6PS2s316uuMWh2FAAAgIRFmY5RPq9bobC0ooLRaQAAALNErEw/+eSTOuecc1RUVKQxY8Zo0qRJ+uKLLyJ1+rhz4oAUOe2GlpZRpgEAAMwSsTJ94YUX6m9/+5uWLFmijz/+WGPHjtUPf/hDhUIs79YZDptFQwelqqScmxABAADMErEyPXjwYKWnp391YotFO3fuVE0NZbCzfB63Nu5oUlV1s9lRAAAAEpItkif78MMPdfvtt6umpkaGYej6669vV7BxbAq9X20tflZhD5PTAAAAJB4jHA6HI33SvXv36o033lDv3r11/vnnd+o9mpqatHLlyi5OFltCYWnK21ad2Dus745iugwAAEB3GTZsmJxO50HHIzoyvV9GRoauvfZajRo1Snl5eTrhhBM6/V6H+8YSxSml67VmU71OOeUkGYZhSoYlS5aoqKjIlHMjunFt4HC4NnAkXB84HDOujaMN4Jq2NF4oFFIgENCGDRvMihAXCr0u7dzXrC27/GZHAQAASDgRK9MvvfSSdu7cKUmqqqrS/fffL4fDIZ/PF6kIccnncUsSq3oAAACYIGLTPBYsWKCnn35adXV1crlcGj58uF588UVlZ2dHKkJc6pPlUE66XSXltbqomN9LAACASIpYmX7yyScjdaqEYhiGfF6X5q+uVjAUltVizrxpAACARMR24nHA53GrtiGoim0NZkcBAABIKJTpOODztK43zdbiAAAAEUWZjgOZaXYN6OnkJkQAAIAIo0zHiUKvW6vW18kfYPMWAACASKFMxwmfx6Wm5rC+3FhvdhQAAICEQZmOE8PzXLIYUkkZUz0AAAAihTIdJ1KTrBrSL0VLuQkRAAAgYijTccTndWnNlnrVNQbNjgIAAJAQKNNxxOdxKxSSVqxjdBoAACASKNNx5KQBKXLaDdabBgAAiBDKdBxx2C06eWCqSsop0wAAAJFAmY4zPq9bGyobVVXTbHYUAACAuEeZjjOFXrYWBwAAiBTKdJzJ650sV7KVrcUBAAAigDIdZ6wWQyPyXFpWXqtwOGx2HAAAgLhGmY5DPo9LO/Y2a9tuv9lRAAAA4hplOg75vG5J0lKmegAAAHQrynQc6pvtUHa6nZsQAQAAuhllOg4ZhiGfp2XedCjEvGkAAIDuQpmOU4Vet2oagqrY1mB2FAAAgLhFmY5TIzyt602zGyIAAEC3oUzHqaw0u/r3dDJvGgAAoBtRpuNYocetletr5Q+EzI4CAAAQlyjTcczndampOawvN9abHQUAACAuUabj2PDBLlkM5k0DAAB0F8p0HHMlW3VCvxSVlLF5CwAAQHegTMc5n8el0s31qmsMmh0FAAAg7lCm45zP61IoJK1cV2d2FAAAgLhDmY5zJw9IlcNmqKScqR4AAABdjTId5xx2i4YOSmW9aQAAgG5AmU4APo9L6ysbtaem2ewoAAAAcYUynQBGeNySpGUskQcAANClKNMJwNs3Wa4kq5ZSpgEAALoUZToBWC2GCjwulZTVKBwOmx0HAAAgblCmE4TP49KOvc3aVuU3OwoAAEDcoEwniEKvS5JY1QMAAKALUaYTRN9sp7LS7Kw3DQAA0IUo0wnCMAz5PC4tK69VKMS8aQAAgK5AmU4ghV6XquuDqtjeYHYUAACAuECZTiA+b8t608ybBgAA6BqU6QSSlWZX/xwnm7cAAAB0keMq03V1dV2VAxHi87q0Yl2dmgMhs6MAAADEvA6X6eeff17z5s1r+/yOO+7QyJEjddZZZ6m8vLxbwqHr+TxuNTWH9OWmerOjAAAAxLwOl+m//OUvys7OliQtXrxY7733nh577DENHz5cU6dO7baA6FoFeS5ZDOZNAwAAdIUOl+nKykr169dPkvThhx/q/PPP17hx43TTTTeppKSk2wKia7mSrTqhbwrrTQMAAHSBDpfplJQU1dS0FLDPPvtMY8aMkSQlJSWpsbGxe9KhW/i8LpVuqld9U9DsKAAAADGtw2V69OjRevjhh/XHP/5Rq1ev1umnny5JqqioUG5ubrcFRNcb4XEpGJJWruMGUgAAgOPR4TJ9zz33yOFw6L333tOvf/3rtvnTH330kU477bRuC4iud/LAVNlthkrKmOoBAABwPGwdfWKvXr00bdq0g47/4he/6NJA6H5Ou0VDB6ZqKetNAwAAHJcOj0z7/X75/f62zysrKzVz5kwtXLiwW4Khe/m8Lq3f3qi9tc1mRwEAAIhZHS7TP/7xj/Xqq69Katms5dJLL9Xvf/973XDDDXr99de7LSC6h8/TurU4o9MAAACd1uEyvWrVKo0ePVqS9P777ys1NVX/+c9/dP/99+uFF17otoDoHt6+yUpNsrDeNAAAwHHocJmura1VRkaGJGnBggU655xz5HA4dNppp2nz5s3dFhDdw2oxVJDnYmQaAADgOHS4TPfq1UulpaUKBoP65JNPVFxcLEmqrq6Ww+HotoDoPj6PW5V7/NpW1WR2FAAAgJjU4dU8Lr30Ut16663KycmRw+Fo27RlxYoVGjx4cLcFRPcp9LoktWwt3nu00+Q0AAAAsafDZfrGG29UXl6etm7dqgsvvFB2u12SZBiGJk2a1G0B0X365TiVlWZTSVmNLhydZXYcAACAmNPhMi1J55133kHHLr300i4Lg8gyDEM+j1uL1lQrFArLYjHMjgQAABBTOjxn+plnntHs2bMPOj579mxNnz69S0Mhcnxel6rrglpf2Wh2FAAAgJjT4TL92muvHXJutMfj0WuvvdaloRA5+9ebXsrW4gAAAMesw2V6x44dys3NPeh4z549VVlZ2aWhEDnZ6Xb1y3Gy3jQAAEAndLhMZ2Vlac2aNQcdLy0tbVt/GrHJ53Fp5fo6NQdCZkcBAACIKR0u0+eee66mTJmi1atXtx1btWqVHn74YZ1//vndEg6R4fO61egPqXRTvdlRAAAAYkqHV/O45ZZb9OWXX2rChAlKT0+X1LJhS1FRkW699dZuC4juV5CXKoshlZTXathgl9lxAAAAYkaHy7RhGJoxY4bmz5+vVatWSZKGDh2qU089tdvCITLcyTZ5+iSrpLxWV59jdhoAAIDY0eEyPWrUKBUUFKi4uFjFxcUqLEsuDb0AACAASURBVCxs27gFsa/Q69bfPt6hhqagkp1Ws+MAAADEhA7PmX766ac1cuRIffLJJ7r++us1atQoXX/99Xr66ae1bNmy7syICPB5XQqGpBXr6syOAgAAEDM6PDI9duxYjR07VpJUW1urRYsW6Z///KeeeOIJ/f73v9cXX3zRbSHR/U4emCq7zdCy8lqNPjHN7DgAAAAx4Zi2E29sbNTixYu1YMECzZ8/X6WlpTrhhBNUXFzcXfkQIU67RScPTFVJOZu3AAAAdFSHy/RVV12lFStWaMCAARo9erQmT56sMWPGtK3sgdjn87j0539u197aZmW4mA8PAABwNB2eM718+XKlpqbK5/OpqKhIRUVFFOk44/O0LIu3rILdEAEAADqiw2V6yZIl+t3vfqesrCzNmDFDZ555pi6++GI9+OCDev/997szIyLkhL4pSk2ysLU4AABAB3V4mofD4dCpp57atq70tm3b9Kc//UmvvvqqZs6cyQ2IccBqNVSQ56JMAwAAdFCHy3RTU5MWL16s+fPna8GCBfriiy/kcDg0ZswYjRkzpjszIoJGeFyav7pa26ualJvpNDsOAABAVOtwmS4qKpLValVBQYG+8Y1v6K677tKIESPYuCXOFHrdklq2Fr+AMg0AAHBEHS7T06dP1ymnnCKnk4IVz/rnOJXptmlpWa0uGJVldhwAAICo1uEyvX+uNOKbYRjyedxasrZGoVBYFothdiQAAICo1eHVPJA4fF6X9tUFtKGy0ewoAAAAUY0yjYPsX296Kat6AAAAHBFlGgfJyXCob7aTrcUBAACOgjKNQ/J5XFq5rk6BYNjsKAAAAFGLMo1DKvS61OAPqXRTvdlRAAAAolaHV/M4XlOnTtWHH36obdu2KSUlRWeccYZ+9rOfqUePHpGKgGNQkOeSYUglZTUaOijV7DgAAABRKWIj01arVVOnTtXChQv15ptvavv27br77rsjdXocI3eKTd4+ySop5yZEAACAw4lYmb711lt18skny263KysrS9dcc40+++yzSJ0eneDzuvTlpno1NAXNjgIAABCVIjbN4+vmz5+vE0888bjfZ+XKlV2QBoeSGjIUCFr1xnvLNKT3kW9EXLJkSYRSIdZwbeBwuDZwJFwfOJxouzZMKdPz5s3T7Nmz9fLLLx/3ew0bNowtzrvJUH9IL3+6UrWWXBUV9Tns85YsWaKioqIIJkOs4NrA4XBt4Ei4PnA4ZlwbTU1NRxy8jfhqHnPnztUvf/lLPfXUUxo6dGikT49jkOSwaOjAVJWUsd40AADAoUS0TM+ePVv333+/pk2bpuLi4kieGp00wutSxbZG7a0NmB0FAAAg6kSsTL/00kt69NFH9dxzz/Gjmxiyf2vx5RWs6gEAAPB1EZsz/Zvf/EY2m03XXnttu+Nz585Vnz6Hn48Lcw3pm6IUp0Ul5TU6oyDD7DgAAABRJWJlurS0NFKnQheyWg0V5Lm0tIyRaQAAgK9jO3Eclc/j0vYqvyr3+M2OAgAAEFUo0zgqn9ctSazqAQAA8DWUaRzVgJ5O9XDb2FocAADgayjTOCrDMOTzuFRSXqtw+Mg7IQIAACQSyjQ6xOdxa29tQOsrG82OAgAAEDUo0+gQn7dlvekSVvUAAABoQ5lGh/TMcKhvloObEAEAAA5AmUaHjfC6tWJdnQJB5k0DAABIlGkcg0KvSw3+kNZsrjc7CgAAQFSgTKPDRuS5ZBjSUqZ6AAAASKJM4xi4U2zy9E5mvWkAAIBWlGkcE5/XpS831qvRHzQ7CgAAgOko0zgmPo9bgWBYK9fVmR0FAADAdJRpHJOhg1JlsxpM9QAAABBlGscoyWHRyQNTKNMAAACiTKMTfB63KrY1aF9dwOwoAAAApqJM45j5PC6Fw9LyCkanAQBAYqNM45gN6ZeiZKdFJWWUaQAAkNgo0zhmVquhgjyXSsrZvAUAACQ2yjQ6xedxaetuvyr3+M2OAgAAYBrKNDrF53FJEqPTAAAgoVGm0SkDeyWph8vGvGkAAJDQKNPoFMMwNMLj0rLyWoXDZqcBAAAwB2UanebzurSnNqAd1WYnAQAAMAdlGp1W6HVLkpZt5DICAACJiRaETuuZ4dAZw9P1UalFM9/frjDzPQAAQIKhTOO43HH5QBUODOnlf1Xqqbe3KBSiUAMAgMRhMzsAYpvVaug7I0Ma3L+XXv9kp2rqg7rtewNksxpmRwMAAOh2lGkcN4sh/WBcb6WlWvXiu9tV3xjU3RMHKcnBDz4AAEB8o+2gSxiGocu/0Uv/c0k/LVpTo3tfqFBtQ9DsWAAAAN2KMo0uNW5Mlu66YqBKN9XrzullqqppNjsSAABAt6FMo8udUZChX107SFt2+XX7tDJtr2oyOxIAAEC3oEyjWxQNSdOUSXmqaQjq9qfLtH57g9mRAAAAuhxlGt3mpIGpmvojj8Jh6WfPlOuLjXVmRwIAAOhSlGl0q0G5yXrsRq/cyVbd/WyFlqypMTsSAABAl6FMo9vlZjr16I1e9c126FcvrdPHK/aaHQkAAKBLUKYREZluux7+oVdD+iVryl82aN5nu82OBAAAcNwo04gYV7JVv7nBo5FD3Hpizma99mGlwmG2HwcAALGLMo2ISnJYdN81g/WNERl68d3tevadbRRqAAAQs9hOHBFnsxr62WUD5E6x6vWPd6qmPqD//U5/Wa2G2dEAAACOCWUaprBYDP33xX2VlmLTzH9VqrYhqLuuGCiHnR+WAACA2EFzgWkMw9DV5+Tqxov6aP7qat334jrVNQbNjgUAANBhlGmYbvzYHP3ssgFasb5Wdz9brr21AbMjAQAAdAhlGlHhrMIeuu/qwdpQ2aifPVOmnXv9ZkcCAAA4Kso0osaYk9L04A15qqpu1m3TyrRpR6PZkQAAAI6IMo2oMnywS4/8yKvmYFi3P1OmtVvqzY4EAABwWJRpRB1Pn2Q9OtmrJLtFd04v1/KKWrMjAQAAHBJlGlGpb7ZTj914gnLS7br3hQp9umqf2ZEAAAAOQplG1MpOt2vqj7zK652s38xcr/eWVJkdCQAAoB3KNKJaWqpNUyblaYTHpd/9dZNe/3in2ZEAAADaUKYR9ZKdVv3q+4N1+vB0TZ+3VS++u03hcNjsWAAAAGwnjtjgsFl05xUDlZq0Wa99uEM19UH9eHxfWS2G2dEAAEACo0wjZlgthn76nX5KS7Fp1v/tUG1DQLdfNkB2Gz9gAQAA5qBMI6YYhqHrL+gtd4pVz72zTbWN6/SLqwcpyWE1OxoAAEhADOkhJl16Rk/d/N1+Kimr1d3PVqimPmB2JAAAkIAo04hZ54/M0s+vGqSyrQ2645ly7a5uNjsSAABIMJRpxLSxQ9P1wPWDVbnHr9umlWnrriazIwEAgARCmUbM83ncmvIDjxqagrr96TJVbGswOxIAAEgQlGnEhfz+KZo62Sur1dAdz5Rp5fpasyMBAIAEQJlG3BjQM0mP3ehVhsuue5+v0GdfVpsdCQAAxDnKNOJKzwyHHp3sVf+cJP16xjp9ULLH7EgAACCOUaYRdzJcNj30Q4+GDkrV1Fkb9fb8XWZHAgAAcYoyjbiUmmTVA9flacyJaXryrS2a+a/tCofDZscCAABxhjKNuOWwW3TvVYN0zik99PL7lXr671sVClGoAQBA12E7ccQ1q9XQLd/tL3eyVXP+s0s19UHdcml/2ayG2dEAAEAcoEwj7lkshn74rT5KS7Xpz//crtrGoH4+caCcdn4wAwAAjg9tAgnBMAxd8c1euumSvlpUWq17n69QbUPQ7FgAACDGUaaRUL41Jlt3XjFAX26q153Ty7SnptnsSAAAIIZRppFwzizooV9dO0hbdvl1+9NlqtzjNzsSAACIUZRpJKSiIWmaMilP1XVB3TZtrTZUNpodCQAAxCDKNBLWSQNT9chkj8Jh6WdPl+nLjXVmRwIAADGGMo2ENjg3WY/e6JUr2aq7n6vQ52trzI4EAABiCGUaCa93plOP3uhV70yHfvnndfp4xV6zIwEAgBhBmQYkZbrteuRHXg3pl6wpf9mgdz7bbXYkAAAQAyjTQCtXslW/ucGjohPc+n9zNmvW/+0wOxIAAIhylGngAEkOi3557WB9Y0SGXvjHNj33zlaFw2GzYwEAgCjFduLA19ishn522QC5k63660c7VV0f1E8v6Ser1TA7GgAAiDKUaeAQLBZD//3tvnKn2PTKvytV2xDUnZcPkMPOD3MAAMBXaAbAYRiGoWvOzdWNF/XRp6v26b4/r1N9U9DsWAAAIIpQpoGjGD82Rz+7bIBWrKvVXdPLta8uYHYkAAAQJSJapufOnauJEyfqlFNOUX5+fiRPDRyXswp76BdXD9KGykb97Oky7dzrNzsSAACIAhEt02lpaZo4caJ+/vOfR/K0QJcoPildD96Qp93VzbptWpk272w0OxIAADBZRMv06aefrosuukj9+/eP5GmBLjN8sEsP/8ij5mBYtz9drrIt9WZHAgAAJmLONHCMvH1S9Ohkr5x2Q3dML9fyilqzIwEAAJMYYRN2pFi4cKGuvfZalZaWdvo9mpqatHLlyi5MBRyb6gbpxY+tqqqVLi8O6aQ+bO4CAEC8GjZsmJxO50HHY36d6cN9Y4icJUuWqKioyOwYpigqDOi+F9fpLwvqdfOE/jq3KNPsSFElka8NHBnXBo6E6wOHY8a1cbQBXKZ5AMchLdWmKT/I04g8l3731016/eOdbD8OAEACiWiZDgaDampqUnNzs6SWpt/U1KRQKBTJGECXSnZa9avvD9Z/DUvX9HlbdcuTZfp8bQ2lGgCABBDRMv3mm2+qoKBAkyZNkiQVFBSooKBAixYtimQMoMs5bBbddeVA/e+EftpT26x7nq/QHdPLtWIdNycCABDPIjpnesKECZowYUIkTwlEjNVi6IJRWTqrsIfeXVSlVz+o1B3PlOuUE1y69tzeyu+fYnZEAADQxWL+BkQg2jhsFl18arbOG5mpuQt267X/q9TNT67VmJPSdM05ufL0STY7IgAA6CKUaaCbOO0WTTg9RxeMztRbn+7S3z7aqZueWKP/Gpauq8/J1cBeSWZHBAAAx4kyDXSzFKdVV3yzly4qztacT3Zqzic79Z9V+/TNET101dm91CebpR0BAIhVlGkgQlzJVl1zbq6+fVq2/vrRDr09f5c+XL5H5xVl6sqzeqlnhsPsiAAA4BhRpoEIS0+1adKFffSd/8rRrA93aO7C3Xr/8z26cFSmLv9mL2Wl2c2OCAAAOogyDZgk023XjRf31XdPz9FfPqjUvM92693FVbro1Gx974yeynDxnycAANGOv60Bk+VkOPTT7/TX987sqVf+Vak3PtmpeQt365Kx2Zpweo7cyfxnCgBAtGI7cSBK9M506rbvDdC0m/M1+sQ0vfrBDl3/yBd65V+VqmsMmh0PAAAcAmUaiDL9eybp7isH6smfDlFBnksz3t+uG6Z+ob9+tEON/pDZ8QAAwAH4+TEQpQb3TtZ91wxW6aZ6vfz+dj33zja9/vFOXf6NnrpwdJYcdv4tDACA2fjbGIhy+f1T9MD1eZo62aN+OU5N+/tWTXrsS837bLcCwbDZ8QAASGiUaSBGDBvk0sM/9Oi3k/KUnWbXE3M264e/+1Lvf16lYIhSDQCAGZjmAcQQwzBU6HXL53FpUWmNXnpvux6bvUmzPtyhq87ppdOHZchiMcyOCQBAwqBMAzHIMAyNPjFNo/Ld+nTVPs14v1IP/WWjXsvdoWvOzVXxSWkyDEo1AADdjTINxDDDMDR2WIaKT07XR8v3aub72/XrGet1Qt9kXXturoqGuCnVAAB0I8o0EAesFkPf9PXQGcMz9K+lezTzX9v1ixfX6eSBKfr+eb1VkOcyOyIAAHGJMg3EEavV0HkjM/VNX4beXVylVz+o1J3Ty+XzuHTtubk6aWCq2REBAIgrlGkgDtltFl1UnK1zizI1b+FuvfbhDt06rUyj8t269txcefummB0RAIC4QJkG4pjTbtF3/itHF4zK1Nvzd2n2Rzv1P39cq7FD03X1Ob00KDfZ7IgAAMQ0yjSQAJKdVl32jV76VnG25nyyU69/slOfrt6nMwsydNXZueqX4zQ7IgAAMYkyDSSQ1CSrrj4nV98+NVt/+3in3vx0lz5asVdnF/bQVWfnqlcPh9kRAQCIKZRpIAGlpdp0/QW9dcnYbM36vx2au3C3PijZq/NHZuqKb/ZSdrrd7IgAAMQEyjSQwHq47Zp8UV9NOD1Hr32wQ/9YtFv/XFKlb43J0mVn9lQPN6UaAIAjoUwDUE66Qzdd0k+XnpGjV/5dqbc+3aV3PqvS+NOydekZOXKn8L8KAAAOxWJ2AADRIzfTqVsvHaCnb8nXqSenafZHO3TdI19o5vvbVdcYNDseAABRhzIN4CD9cpJ05xUD9aefDpHP69bL/6rUdY98oVkfVqrRT6kGAGA/fnYL4LAG5ybrF1cP0tot9Zrx3na98O52zfnPLl12Zk99a0yWHHb+PQ4ASGz8TQjgqE7om6JfX5enx270amCvJD0zd6tuePRL/X3BLjUHQmbHAwDANJRpAB128sBUPfQDjx76gUe9etj1pze36Ie/K9U/F1cpGAybHQ8AgIijTAM4ZiM8Lj062asHrhustBSrHv/bJk1+/Et9WLJHoRClGgCQOJgzDaBTDMPQyPw0FQ1xa/7qas14b7sefm2jXv1wh645p5dOG5pudkQAALodZRrAcTEMQ6cNTVfxSWn6aMVevfx+pR6cuUHePsk6pb+h/JODciVbzY4JAEC3oEwD6BIWi6FvjOih04dl6N8le/TKvyo1a6FVf120UicPSNXIfLdG5adpcG6SDMMwOy4AAF2CMg2gS1mths4tytRZvh568/3PVa0+WrymRi++u10vvrtdWWk2jRySppH5bhV63UpNYtQaABC7KNMAuoXVamhgtlRU1FvXnd9bVdXNWrymRovXVOuTlXv17uIqWS0tK4SMzE/TqHy3BvVi1BoAEFso0wAiIjPNrvNGZuq8kZkKBMP6cmOdFpW2lOsX/rFNL/xjm7LT7Ro5xK2R+WnyeVyMWgMAoh5lGkDE2ayGhg12adhgl66/oLd27WvWkjXVWrSmRh8t36t/LGoZtR42yKWR+W6NHOLWQEatAQBRiDINwHTZ6XadPypL54/KUiAY1uoNdVq8plqLSmv03Dvb9Nw725STbm+7idHncSnZyag1AMB8lGkAUcVmNVSQ51JBnks3XCDt3OfXkjU1WlRaow+X7dU7n1W1jGwPSm0dtU7TgJ5ORq0BAKagTAOIajnpDl0wKksXjMpScyCk1RvqtXhNtRaX1ujZedv07Lxt6plhb7uJ0edxKcnBqDUAIDIo0wBiht1m0QiPSyM8Lk26UNqx19+yQkhptT5YukfzFu6WzWpo+OBUjcpP08ghbvXLYdQaANB9KNMAYlbPDIfGjc7SuNEto9arNrSuEFJarWfmbtUzc6XcHo62udYFeS4lOSxmxwYAxBHKNIC4YLdZ5PO45fO49cNxfVS5x982HeS9JXv09wW7ZbcdOGqdpr7ZDkatAQDHhTINIC716uHQt8Zk61tjsuUPhLRqfZ0Wl9ZoUWm1nv77Vj2treqd6Wi7iZFRawBAZ1CmAcQ9h82iQm/L9uU//FYfba9qainWa2r0z8V79Pb83XLYWlYRGZnv1qghaeqT7TQ7NgAgBlCmASSc3EynLjrVqYtOzZa/OaQV675a13ra21s1TVvVJ8vRdhPj8DyXnHZGrQEAB6NMA0hoDrtFRUPcKhri1uSLpG37R61Lq/WPRbv15qe75LS3jloPSdOoE93qncmoNQCgBWUaAA7QO9Opi0916uJTs9XUHNKKitq25feeKt2ip96W+mY7Nap1rvXwwalyMGoNAAmLMg0Ah+G0WzQyP00j89Oki/tq664mLWpdIWTewt164z+75LS3rH09aohbI/PdymXUGgASCmUaADqoT7ZT47NzNP60HDX6Q1qxrlaLSlvmWn/2ZbUkqX+OUyOHuDXqxDQNHZQqh41RawCIZ5RpAOiEJIdFo/LTNCo/TeFwWFt2fbWu9d8X7tac/+xSksMin8fVtvxezww761oDQJyhTAPAcTIMQ/1ynOqXk6NLxuao0R/U8oo6LSptKdcLvqiWtEVOu0XZaTZlptmVlWZXdrpdme72H3u4bYxmA0AMoUwDQBdLclg1+sQ0jT5x/6h1kz5fW6vtVU3aXRPQ7upmfbmpXrtXNas5ED7o9WmpVmWnfVWws9LsykyztxxLsyk7za60FJssFka5AcBslGkA6EYto9ZJ6peTdNDXwuGwauqD2l3TrN37mls/tpTt/cfKtzVob21A4a91bpvVUKbb9rWi3fIxK82urLSWryU7rRH6TgEgMVGmAcAkhmEoLdWmtFSbBucmH/Z5gWBYe2qaW0p2dbN2VwcOeNysjZWNWrq2RvVNoYNem+y0HFCw949y29od6+G2y2ZllBsAOoMyDQBRzmY1lJPhUE6G44jPa2gKHrJs76puVlV1s1asq1VVTUCBYPthbsOQMlJbRrKz0u3Kcrcf3d5/zJ1i5QZKAPgayjQAxIlkp1X9cqzql3P454RCYVXXB1oLdqCtaO+ubtaufc3audevLzbWqboueNBr7TajpWi3zuPOctu+Kt/pX410s/U6gERCmQaABGKxGMpw2ZXhskt9Dv88fyCkPTUB7drXrKqa5nYfd1c3q3xLvRZWB9TUfPDUEleytf3I9iF+hQ6+7xIAYhJlGgBwEIfNol49HOrV4/BTS8LhsOqbQm0Fe/+vqtapJburm7Whskl7apsV+lrnNmRV5nurlOluuXEyy21XpvurZQP3P05PtcnKqiUAohhlGgDQKYZhKDXJqtQkqwb2Oni1kv2CobD21X41pWRXdbNWlm6S05WmquqWqSVfbqzXvrrAQa+1WKQeLpsy3ftLdssNlO0eu1tKN0sFAjADZRoA0K2sFkOZrUv37dfbvkFFRf3bPa85ENLe2v1LAwa0Z/8SgdXN2lMTUOUev1YfZj53S+lumVrSbrQ77cAibqN0A+hylGkAQFSw2ywdWrWkORDSntbSXVUTUFV1y3zu3a03VR6pdFstUobrq/ncPdz7Vy+xtTxunevNpjgAOooyDQCIKXabRT0zHOp5LKW7tXjvbi3eVdUBbavya9X6OlXXH7p07y/aXx/dPnBeN6UbAGUaABCXOlq6969c8tUId6ClcLeOdm/bfeTSnek+/FzuzNbP01KslG4gTlGmAQAJrSMrl0iSv7llpLvqa3O5969ism23XyvX1amm4eDSbbMaLTdSfm21kv2rmLhTbEpxWpTstCrZaVGSw8IqJkCMoEwDANABDvuxle62pQJbp5Xsf7xlV5OWV9Sq9hCl+0BOu0XJTouSHa0fndbDPk5xWJS0/3FrGU9pLeYtz7OyZTzQTSjTAAB0oWMp3funldQ2BNXQFFS9P6TGplC7x/VNQTW0Pt5XF9D2PSE1tD6n0R/q8AY4dpvRVqy/KuIWJTusR3zcUs6trSPnXz222wy2lwdEmQYAwBQOu0W5mU7lZjo7/R7hcFhNzWE1NAVbCra/pWS3fGz/uL61fB/4uK6xZdOdRn9I9a3PDx68qeUhWS1qK9xJTotSjlLKj1bYnXYL5RwxiTINAECMMgxDSQ5DSQ6LeriP//3C4bCag+GDinhLUQ8e9nF9U+uIuj+ovXWBlhH11uc0Bzo2dG4Yap2eYlE4aJX741I5bIbsNkMOm0UOmyGH3dLy2H6Y4zZDdvsxHmeEHceJMg0AACS1lHNHa0lNT+2aihAIhtuX78OMnB/4ePuOXXKlOeVvDskfCMsfCKm2oeWjPxBuO97c+nm4g1NdDqelmLeWbbulfYm3H+Z4R8r9148f8D4tX+NG03hAmQYAAN3GZjXkTrbJndzx1yxZskNFRYM69NxwOKxAMHzIkn3g503NLWW8ubWc+5uPcrz19c2BsKrrAy3v09x6PBBSc+vrOjot5nCsFrUv2TZDdvtX5dveWs7t1q/Kvd361XPs1kMc2/9aa+trDzx2QLlvOU6hP16UaQAAELMMY38plFKTrBE/fzAYVnOwpYQ3HVCy94+oNwf+f3v3HtPk9YcB/CmliHJxsIGbikURi4hoRREWcCrMKDoTryAqc1GZeNuwiMqCDjRmsUzYVCBeM0BkgkyGGDWamcyFmwbmXbfoRJlMcU5BBArt7w9/VCsX9ZXx1vF8EiM95+053zZv9OnhvG91qPt/KH92pf2l2hue7GV/8KgBmkYdNJqnczV9SHjZC1DbIjV5cl/2ZwO2mcHfT4O4zNQw6LfU1vRcWQtthn1PPyi8ydttGKaJiIiIBJJKJZBKpTBv++Yt/5rGxmdX1p+Gbc2zbc+Fe00rbc+u0D/73KbV+efbmj40vOy++BcxlRoG7KZV+qYVdjNTCZQ9JfBol9naD8M0ERER0RtKKpWgq1SKrsJvCvPami5cfTaktxTODbbSNGr/v9Ju2FavaRrr6c/1Gi00jU9W7Bvavj27KBimiYiIiEiwpxeuAsC/u9XmzJkz/+r4QpiIXQARERER0ZuKYZqIiIiISCCGaSIiIiIigRimiYiIiIgEYpgmIiIiIhKoQ8O0VqvF5s2b8f7770OpVGL+/PkoLy/vyBKIiIiIiNpNh4bpnTt34tChQ0hLS8OpU6fQs2dPLFq0CFrta34XJxERERGRCDo0TGdkZGDBggXo168fLCwssHLlSly/ft0o7xlIRERERPQiHRamq6qqUF5eDjc3N32btbU15HI5Ll261FFlEBERERG1mw77BsTq6moATwL0s6ysrPR9Qpw/f/616qL2wd8uUGt4blBreG5QW3h+UGuM7dzosDBtaWkJ4MkK9bOqqqr0fUK4ubmhSxcRv5CecObMGXh4eIhdBhkhnhvUGp4bokWRZQAADj9JREFU1BaeH9QaMc6Nurq6NhdvO2ybh5WVFXr16mVQTFVVFcrKyjBw4MCOKoOIiIiIqN106AWIQUFB2LVrF65fv46amhqo1Wo4Ojry0ycRERERvZE6bJsHACxYsABVVVUIDg7G48eP4eHhgaSkJJiY8LtjiIiIiOjN06Fh2sTEBCqVCiqVqiOnJSIiIiL6V3BJmIiIiIhIIIZpIiIiIiKBOnSbR3vS6XQAgPr6epErIeDJbWOIWsJzg1rDc4PawvODWtPR50ZT1mzKns+T6FrrMXJVVVW4evWq2GUQERERUScwYMAAWFlZNWt/Y8O0VqvFo0ePIJPJIJFIxC6HiIiIiP6DdDodNBoNLCwsWrwD3RsbpomIiIiIxMYLEImIiIiIBGKYJiIiIiISiGGaiIiIiEgghmkiIiIiIoEYpomIiIiIBGKYJiIiIiISiGGaiIiIiEgghmkiIiIiIoEYpomIiIiIBGKYJiIiIiISiGGaiIiIiEgghmkSRK1WY+LEiRg2bBh8fHwQFRWF+/fvi10WGZklS5ZAoVCgsLBQ7FLIiBQVFSE4OBhKpRKenp4ICwsTuyQyApWVlVCpVPD29sbw4cMRFBSE4uJiscsiEeTl5SE4OBjDhg2DQqFo1n/x4kUEBQVhyJAhGD16NFJSUkSo8imGaRJEKpVCrVajsLAQOTk5qKiowJo1a8Qui4zIwYMHUVtbK3YZZGSKi4sRFhaGoKAg5Ofn49SpUwzTBACIiYnBnTt3kJeXh8LCQowbNw6hoaF4+PCh2KVRB7O2tkZwcDCioqKa9VVXV2PBggXw8fFBUVEREhISsHXrVhw5ckSESp9gmCZBVqxYAVdXV8hkMrz99tuYO3cuioqKxC6LjERFRQUSEhKwfv16sUshI/P1119j5syZmDx5MszNzWFmZgZ3d3exyyIjcOPGDYwfPx62traQSqUIDAxETU0NysrKxC6NOpivry8mTZoEBweHZn3Hjh2DiYkJFi9ejC5dumDo0KGYMWMG0tPTRaj0CYZpahf5+flwcXERuwwyAjqdDlFRUQgLC0PPnj3FLoeMSE1NDX799VcAwNSpUzFy5EgEBgYiPz9f5MrIGCxcuBDHjh3D3bt3odFosHfvXjg6OmLAgAFil0ZG5PLly3B1dYWJydMI6+bmhsuXL4tWk6loM9N/xuHDh5GZmYm0tDSxSyEjkJ6eDp1Oh8DAQLFLISPz8OFDaLVa5ObmYvv27XB2dsYPP/yARYsW4dChQy2uQlHnoVQqcfDgQfj4+EAqleKtt97Ctm3bYGZmJnZpZESqq6thZWVl0GZtbY3q6mqRKuLKNL2mvLw8rFu3DklJSRg0aJDY5ZDIysrKkJSUhA0bNohdChkhCwsLAMC0adP028RmzpyJ3r174+effxa5OhKTVqvFvHnz8O6776KoqAhnz55FbGwsFi5ciCtXrohdHhkRS0vLZsH54cOHsLS0FKkihml6DZmZmYiJiUFycjK8vLzELoeMwOnTp/HPP//of4U/cuRIAMDixYuxbt06kasjsVlZWbW4+iyRSESohozJgwcPcPPmTYSEhKB79+4wNTWFv78/HBwc8Msvv4hdHhkRFxcXXLx4EVqtVt924cIFUbeaMkyTICkpKYiLi8OuXbvg4eEhdjlkJCZMmIDjx48jJydH/wcANmzYgBUrVohcHRmD2bNn48CBA7hy5QoaGxtx4MABlJeXY9SoUWKXRiKysbGBk5MT9u7di+rqami1Wpw4cQK//fYbf+vZCTU2NqKurg4ajQYAUFdXh7q6Omi1WowbNw6NjY1ISkpCfX09zp49i8zMTMyaNUu0eiU6nU4n2uz0xlIoFDA1NW22ly0vL48XnZEBhUKBlJQU/So1dW46nQ7btm1DRkYGampq4OzsDJVKBU9PT7FLI5H98ccf2LRpE0pKSlBXV4devXohJCQEM2bMELs06mDZ2dkt3m636f+SixcvIiYmBpcuXYKNjQ3mz5+PkJAQESp9gmGaiIiIiEggbvMgIiIiIhKIYZqIiIiISCCGaSIiIiIigRimiYiIiIgEYpgmIiIiIhKIYZqIiIiISCCGaSKiDnDr1i0oFAqcPn1a7FIMVFdXY8mSJfDw8IBCocCtW7deeYzCwkIoFApUVFT8CxUSERk3hmki+s9bvXo1FAoFNm3aZNBeUVEBhUKBwsJCkSoTX3p6OkpLS5Geno5Tp07hvffeE7skAEBiYiLGjh0rdhlERC/EME1EnUKXLl2QmpqK8vJysUtpd01fuSvEjRs30L9/fygUCtjZ2UEqlbZjZcahvr5e7BKI6D+MYZqIOgWlUgkXFxds3ry51WNa24rx4YcfYsuWLfrHCoUCqamp+PzzzzF06FCMHj0aR44cQVVVFVQqFZRKJfz8/HD06NFmc5SXl+Pjjz+Gu7s7/Pz8kJeXZ9BfWVmJ1atXw8vLC0qlEkFBQSguLtb3N22pOHnyJGbNmoXBgwcjMzOzxdej0WgQFxcHX19fuLm5ISAgALm5ufr+sWPHIisrCwUFBVAoFJg7d26r701ZWRmWL18OT09PDBkyBB999BF++umnFo9tbduHq6srsrOz9Y+Tk5Ph5+cHNzc3eHl5Yf78+aitrUV2dja++eYblJeXQ6FQQKFQ6N9/jUaDLVu2YOzYsRg8eDAmTpyIjIwMg3mavsJepVLBw8MDkZGRbc5HRPQ6TMUugIioI0gkEqxatQpz5szBvHnzMHjw4NcaLzk5GREREQgPD8eePXsQGRkJT09PBAQEYPny5UhJScGqVavg6ekJGxsb/fPUajUiIyOxbt065OTkICIiAn379oWrqytqa2sREhICJycn7NixA9bW1jh8+DA++eQT5OTkwMnJST/OV199hcjISDg7O0Mmk7VY4+bNm5GdnY0vv/wSLi4uOHr0KFauXIl33nkH3t7eyMrKQmxsLO7evYuEhIRWx7l79y6CgoIwYMAAJCYmwt7eHlevXoWJifD1mGPHjmH79u2Ii4uDi4sLHjx4oN9uExAQgGvXriE3NxdZWVkAgG7dugEAoqOjceHCBcTGxkIul+PcuXNYu3YtpFIpZsyYoR9/27ZtWLZsGT777DNotdo25yMieh0M00TUaQwfPhx+fn7YtGkTUlNTX2usgIAATJkyBQCwfPly7Nu3D3K5HFOnTtW3paWlobS0FGPGjNE/b/r06Zg8eTIAIDw8HIWFhdizZw/UajUOHz6M6upqxMfHw9T0yT/PYWFhyM/PR0ZGBr744gv9OIsWLWpzT/Hjx4+RmpqKNWvWYMKECfrnnDt3DklJSfD29oatrS3Mzc0hk8lgZ2fX6lh79+6FRCJBYmKiPtT26dNHyNum9+eff8LOzg6+vr6QyWTo2bMnBg4cqO/v1q0bpFKpQV03b97EwYMHkZeXp/9g4eDggGvXriEtLc0gTPv5+WHOnDn6xydPnmxzPiIioRimiahTiYiIwKRJk3DixAkMGjRI8DguLi76n21tbSGVSqFQKPRt3bt3h0wmw7179wyep1Qqmz0uKCgAAJw7dw6VlZUYMWKEwTH19fUwNzc3aHN3d2+zvhs3bkCj0TQba8SIEdi+ffsLXp2hCxcuQKlU6oN0e5gwYQJSUlIwZswY+Pj4wMvLC/7+/rC0tGz1OefPn4dOp8P06dMN2hsaGprt9X7+/REyHxHRy2CYJqJOpW/fvggMDERcXBx27Nhh0NfatoWGhoZmbU0rx221SSQS6HS6l65Nq9XCyckJW7dubdb3fJhuz2Db3prex2dfe2NjI7Rarf5xjx49cOTIERQUFKCgoABJSUmIi4tDZmZmq3cUaRpv37596Nq1q0GfRCIxePx8v5D5iIheBi9AJKJOZ+nSpbhz5w72799v0G5rawsAuHPnjr7t3r17+Ouvv9pt7tLSUoPHJSUl+i0Lbm5uuHnzJiwtLSGXyw3+9OjR45XmkcvlMDMzM7h4EQCKi4vh7Oz8SmMNGjQIJSUlqKmpeanjW3ofL1261OyDhZmZGUaNGoXIyEjk5uaitrYWx48fBwDIZDI0NjY2qwMAbt++3ez9eZltJ23NR0QkFFemiajTsbW1RWhoKBITEw3azc3NMWzYMOzcuRP9+vVDQ0MD4uPjYWZm1m5zZ2VloV+/fnBzc8OPP/6I0tJSREdHAwAmT56M7777DqGhoQgPD4ejoyPu3buHgoICODk5wd/f/6Xn6dq1K+bOnYtvv/0Wtra2+gsQT5w4gT179rxSzcHBwfj++++xePFiLFu2DPb29vj9999hYmKCDz74oNnxcrkcvXr1wpYtW7BmzRrcv38f8fHxBqvHmZmZ0Ol0cHd3h5WVFfLz8/Ho0SP0798fANC7d29UVlaipKQEcrkcXbt2hVwux7Rp0xAdHY2IiAgolUo8fvwY58+fx99//43Q0NBWX8OL5iMiEophmog6pXnz5mHfvn24ffu2QfvGjRsRHR2NoKAg2NvbIyIiAmVlZe02r0qlwv79+xEVFQU7Ozuo1Wr9imvTvbATEhL0IdTGxgbu7u7w9fV95bnCw8NhYmKCjRs34v79++jTpw/UajW8vb1faRx7e3ukp6cjLi4OoaGhaGhogFwuh0qlavF4U1NTxMfHIyYmBlOmTIGjoyPWrl2LkJAQ/THdu3fH7t27oVarUV9fDwcHB8TGxupr8/f3x/jx4/Hpp5/iwYMHWLp0KZYtW4b169dj9+7dSE5Oxq1bt2BhYQFnZ2fMnj27zdfwovmIiISS6F5lQx8REREREelxzzQRERERkUAM00REREREAjFMExEREREJxDBNRERERCQQwzQRERERkUAM00REREREAjFMExEREREJxDBNRERERCQQwzQRERERkUD/A6HPN03e/kX5AAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.plot(range(1,11), wcss)\n",
        "plt.title('The Elbow Method')\n",
        "plt.xlabel('Number of clusters')\n",
        "plt.ylabel('wcss')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 122,
      "metadata": {
        "id": "WRm5bhOlkfCg"
      },
      "outputs": [],
      "source": [
        "kmeans = KMeans(n_clusters= 3, init='k-means++', random_state=SEED)\n",
        "y_kmeans= kmeans.fit_predict(X)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 123,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "uH2VChWYngln",
        "outputId": "2407ec3e-5a69-47b5-d751-f88f06b4ae6d"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.scatter(X[:, 0], X[:, 1], c=y_kmeans, s=50, cmap='viridis')\n",
        "\n",
        "centers = kmeans.cluster_centers_\n",
        "plt.scatter(centers[:, 0], centers[:, 1], c='blue', s=200, alpha=0.5);\n",
        "\n",
        "plt.title('Clusters of Incidents By Duration and Agency Engagement')\n",
        "plt.xlabel('Number of Agency Engagement')\n",
        "plt.ylabel('Total Incident Duration(hour)')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "nEedLdeAoGQZ"
      },
      "source": [
        "\n",
        "\n",
        "> The k-mean clustering algorithm clusters the **cities** based on *duration of incidents* and *number of agencies* into **three groups**. Small duration indicates having less number of agency engagement and vice-versa.\n",
        "\n",
        "> **Group 1** : Cities with very low number of incidents duraion and agency engagements\n",
        "\n",
        "> **Group 2** : Cities with comparatively higher number of incidents duraion and agency engagements\n",
        "\n",
        "> **Group 2** : Cities with highest number of incidents duraion and agency engagements\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fkLmR5OdWDH-"
      },
      "source": [
        "#### Agglomerative Clustering\n",
        "\n",
        "With “KElbowVisualizer” from yellowbrick library it’s found that optimum K value is 3 ( it implements the “elbow” method)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 181,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "xq549_kONNOi",
        "outputId": "9a040ac5-ac5a-48c3-bcd4-4df126f5a37f"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Instantiate the clustering model and visualizer\n",
        "model = AgglomerativeClustering()\n",
        "visualizer = KElbowVisualizer(model, k=(1,12))\n",
        "\n",
        "visualizer.fit(X)        # Fit the data to the visualizer\n",
        "visualizer.show();"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gH0y66sTWLFT"
      },
      "source": [
        "##### Ward Linkage"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 184,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "tqAtwhwBJ-6J",
        "outputId": "f1b1a5b5-e10c-4bd9-a806-af325a1e11e5"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "#Initiating the Agglomerative Clustering model \n",
        "AC = AgglomerativeClustering(n_clusters=3)\n",
        "yhat_AC = AC.fit_predict(X)\n",
        "\n",
        "plt.scatter(X[:, 0], X[:, 1], c=yhat_AC, s=50, cmap='viridis')\n",
        "plt.title('Clusters of Incidents By Duration and Agency Engagement')\n",
        "plt.xlabel('Number of Agency Engagement')\n",
        "plt.ylabel('Total Incident Duration(hour)')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9pqt7WL7WNMH"
      },
      "source": [
        "##### Complete Linkage"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 185,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "E_1ugx9dLR9W",
        "outputId": "26bf5679-ec2b-4551-b11d-bc67f8bb5173"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "#Initiating the Agglomerative Clustering model \n",
        "AC = AgglomerativeClustering(n_clusters=3, linkage='complete')\n",
        "yhat_AC = AC.fit_predict(X)\n",
        "\n",
        "plt.scatter(X[:, 0], X[:, 1], c=yhat_AC, s=50, cmap='viridis')\n",
        "plt.title('Clusters of Incidents By Duration and Agency Engagement')\n",
        "plt.xlabel('Number of Agency Engagement')\n",
        "plt.ylabel('Total Incident Duration(hour)')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mdA5EpknWYGV"
      },
      "source": [
        "#### Results\n",
        "From the above clustering techniques, it is clear that “complete” linkage is not suitable for Agglomerative clustering (cluster parameter was given 3 but it mostly formed 2 clusters with 1-element cluster due to outlier). On the other hand, k-means and “Ward” Agglomerative provided a better clustering result. But the density of the cities is high when the value of number of agency engagement and total incident duration is low. \n",
        "\n",
        "K-means++ focused on clustering lower dense cities with unequal parameter distribution –\n",
        "\n",
        "* Cluster 0: Total incident duration = ~400, number of engagements = ~500\n",
        "*\tCluster 1: Total incident duration = 400 to ~1200, number of engagements = 500 to ~1500\n",
        "*\tCluster 2: Total incident duration = 1200 to max, number of engagements = 1500 to max\n",
        "\n",
        "The range of cluster 1 is bigger than cluster 0 in k-means whereas Ward Agglomerative did almost an equally distributed clustering for cluster 0 and 1. If the range of the parameters (engagements of duration) is important based on other factor, for example – budget allocation with respect to engagements or business decision/future planning based on duration of emergencies, then depending on the priority both clusters would be acceptable. \n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BC6_MQXpWlDJ"
      },
      "source": [
        "<a id='8'></a>\n",
        "# 8 Key Insights\n",
        "\n",
        "* Most of the incidents occurred in California\n",
        "* Most incidents happened during midnight and in the morning throughout the week\n",
        "* Most of the emergency engagement lasted under 30 mins\n",
        "* The highest number of incidents happened on Sunday\n",
        "* The incidents’ number got increased after Covid-19 lockdown\n",
        "* Medical emergency was the highest occurring incident which was followed by traffic collision and fire alarm\n",
        "* Montgomery County, Milwaukee Fire, and Columbus Fire were the top active agencies during the five monthly period\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wv6rYZftEpRL"
      },
      "source": [
        "<a id='9'></a>\n",
        "# 9 Top 10 Incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 127,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 833
        },
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        {
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              "      <th>21</th>\n",
              "      <td>Wires Down</td>\n",
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              "    <tr>\n",
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              "      <td>Odor Investigation</td>\n",
              "      <td>1154</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>Elevator Rescue</td>\n",
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            "text/plain": [
              "                         title   total\n",
              "0            Medical Emergency  179753\n",
              "1            Traffic Collision   22835\n",
              "2                   Fire Alarm   11147\n",
              "3                        Alarm    7420\n",
              "4               Public Service    7363\n",
              "5          Refuse/Garbage Fire    4437\n",
              "6               Structure Fire    4152\n",
              "7                  Lift Assist    3130\n",
              "8                   Mutual Aid    2862\n",
              "9                         Fire    2723\n",
              "10            Residential Fire    2559\n",
              "11  Expanded Traffic Collision    2527\n",
              "12      Interfacility Transfer    2014\n",
              "13                Outside Fire    1963\n",
              "14                Vehicle Fire    1810\n",
              "15               Investigation    1628\n",
              "16             Carbon Monoxide    1513\n",
              "17             Vegetation Fire    1428\n",
              "18         Hazardous Condition    1423\n",
              "19             Commercial Fire    1405\n",
              "20                    Gas Leak    1389\n",
              "21                  Wires Down    1366\n",
              "22         Smoke Investigation    1252\n",
              "23          Odor Investigation    1154\n",
              "24             Elevator Rescue     980"
            ]
          },
          "execution_count": 127,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "top_incidents_list = pulse_point_df.title.value_counts().head(25).reset_index().rename(columns={'title':'total','index':'title'})\n",
        "top_incidents_list"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 128,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 573
        },
        "id": "IEhNt2e7Hif-",
        "outputId": "a75908f1-32fb-43a4-efe8-f68a317ac1e1"
      },
      "outputs": [
        {
          "data": {
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L4XDokUcekSS9/fbbt1VzqEhKiFFSQjRhHQAAIAwFbM/6k08+qb/6q7/SnDlztGnTJt/r9fX1qq6uVmZmpu+1xMREDRs2TIcOHZIkVVRU+I1LUmZmpm8bS0VFhQzDkMvl8o2PHTtWTU1Nqqqquu4x7Ha7xowZ4ztHOHOZBmEdAAAgDEUH4iBr165VTk6O7Ha7PvjgAz311FNqa2tTYWGhbxtKYmKi33sSEhJ8Yw0NDUpLS/MbT0xM9BtPSEi45v0dYx1/3ugct6u8vLxb779dHf/q0BVxNrvKam364MMyxUT1YFEIGreyPhBZWBvoDGsDnWFtBLeAhPX77rvP97/vv/9+ffe739W2bdtUWFio+Ph4SVeusF+tvr7eNxYfH3/N+KVLl/zGvxq6O+bf6Bj19fUaMGBAtz5bZmamHA5Ht45xq8rKypSXl9fl+c2OC3q34rj6p4xW+tA+PVgZgsGtrg9EDtYGOsPaQGdYG9Zzu903vDjcI7dutNvt8nq9kq5c3U5NTfUror6+XidOnNDo0aMlSRkZGdcUeeDAAWVkZPjGGxsbVVlZ6RsvLy+X0+nUiBEjrnsMj8ejgwcP+s4RzmgyBQAACE9dCuvt7e1yu91qbW2VdOUbgNvtlsfj0YEDB/Tpp5+qpaVFbW1t+v3vf6/XXntNM2bM8L1/3rx5evXVV1VVVaXGxkYVFxdr+PDhvm9ys2fP1uHDh/X666+rtbVVe/fu1Z49ezRv3jxJ0pAhQzRhwgQVFxfr4sWLqq2t1QsvvKAHH3zQd9V73rx52rx5sz755BO1tLSopKREkvSNb3wjcL+tIJXcP1bxzigdrWm0uhQAAAAEUJe2wWzdulXLly/3/T0rK0uStG7dOl2+fFnFxcU6ffq0oqKiZJqmlixZovnz5/vmFxUVqb6+XoWFhWpqalJeXp5KSkpkt1/5rjB06FCVlJToRz/6kVatWqXBgwfrmWeeUXZ2tu8YxcXFWrVqlQoKChQVFaXp06fr6aef9o3PmDFDZ8+e1WOPPabz589rzJgxWrNmjW+bTDiz2Ww0mQIAAIQhm7djvwr8dOwfCoU965L0yq4abX//C235/8YqOsrWQ5UhGLC/EJ1hbaAzrA10hrVhvZtlzh7Zs47e50ox1Nrm1ednm60uBQAAAAFCWA8TNJkCAACEH8J6mBgy0CFHjE1HqwnrAAAA4YKwHiai7DaNGGyo8hRhHQAAIFwQ1sNIWqqhz2qa5PHQMwwAABAOCOthxGUaanR7dLquxepSAAAAEACE9TDiazJlKwwAAEBYIKyHkWHJTkXZRZMpAABAmCCsh5HYaLuGJTu5fSMAAECYIKyHGZdp6GhNk3gwLQAAQOgjrIcZl2no4uU2nbvUZnUpAAAA6CbCephJM/tI4kmmAAAA4YCwHmZGpjhls0lHaxqtLgUAAADdRFgPM4YjSuYdDq6sAwAAhAHCehhKMw3COgAAQBggrIchl2mo9kKrLl2myRQAACCUEdbDUFoqTzIFAAAIB4T1MORK+TKssxUGAAAgpBHWw1BiXLQG9o0hrAMAAIQ4wnqYSku98iRTAAAAhC7CephypRiq/sKtJne71aUAAADgNhHWw5Qr1ZDXK1Wdbra6FAAAANwmwnqYcplXmkyPVrMVBgAAIFQR1sPUgMQYJcZFcftGAACAEEZYD1M2m01ppqGj1Y1WlwIAAIDbRFgPYy7T0Ilat1rbPFaXAgAAgNtAWA9jaWYftbV7dbyWJlMAAIBQRFgPYx1NppU0mQIAAIQkwnoYS0mKleGw8yRTAACAEEVYD2N2u02uFJ5kCgAAEKoI62HOZRr67FSz2j1eq0sBAADALSKshzmXacjd6lH1F26rSwEAAMAtIqyHubSOJlO2wgAAAIQcwnqYGzrIqZhoG2EdAAAgBBHWw1x0lE3Dk500mQIAAIQgwnoEcJmGKmua5PXSZAoAABBKCOsRIC3VUENTu2ovtFpdCgAAAG4BYT0CuFKuNJmyFQYAACC0ENYjwIgUQ3Y7d4QBAAAINYT1COCIsWvoQKcqqxutLgUAAAC3gLAeIVwphipPcWUdAAAglBDWI0RaqqFzl9p0vp4mUwAAgFBBWI8QLp5kCgAAEHII6xFi5Jd3hGErDAAAQOggrEeIeCNKg5NidbSasA4AABAqCOsRpONJpgAAAAgNXQrrO3fuVGFhoXJzc5Wenu439sc//lHf+973NH78eOXm5mrOnDnavXu335wXX3xRo0ePVk5Oju/niSee8Jtz8OBBzZs3T9nZ2Zo8ebLWrVvnN97c3KyVK1dq3Lhxys3N1ZIlS3ThwgW/OTt27NDUqVOVlZWlWbNm6f333+/yLyISpJmGTtW16HJzu9WlAAAAoAu6FNYTExNVWFioFStWXDN28eJFPfDAA9qxY4dKS0u1aNEiPfnkk/rkk0/85uXn52v//v2+n2effdY31tDQoKKiIk2YMEEffvihnnvuOb300kt68803fXOeeeYZlZeXa/v27dqzZ48aGxu1bNky3/jHH3+sFStWaPny5SotLdWCBQu0ePFi1dTU3PIvJVzRZAoAABBauhTWJ06cqJkzZ2ro0KHXjE2aNEmzZ89WUlKS7Ha7pk2bprvuuktlZWVdLmL37t2y2+165JFH5HA4dPfdd2vu3LnasGGDpCtX1d944w09/vjjSk5OVt++fbVs2TK9++67vjC+adMmTZkyRQUFBYqNjdXcuXN11113acuWLV2uI9ylEdYBAABCSnSgD3jmzBl99tlnysjI8Hu9vLxc9957rwzD8G1j6Qj/FRUVGjNmjOz2v3x3yMzM1ObNmyVJx44dk9vt1tixY33jLpdLhmHo0KFDMk1TFRUVmjlzpt85MzMzVVFR0a3PU15e3q33365b+bJzKxKcUfrw05O60zjRI8dH7+ip9YHQx9pAZ1gb6AxrI7gFNKxfvnxZjz32mAoKCnTffff5Xp82bZoefPBBmaap2tpa/fznP9fDDz+srVu3Ki4uTg0NDUpISPA7VmJiohoaGiTJ9+dX5yQkJPjNSUxMvOYYVVVV3fpMmZmZcjgc3TrGrSorK1NeXl6PHHv0p5+p9kKr8vLSbz4ZQakn1wdCG2sDnWFtoDOsDeu53e4bXhwO2N1g6uvrVVRUpIEDB+onP/mJ39ioUaOUmpoqm82m5ORkrV69WmfPntX+/fslSfHx8b7Q3eHSpUuKj4/3jXec46vnvHrOV8evPgaucJmGTpxtlrvVY3UpAAAAuImAhPXz58/rH//xH5WSkqLnn39esbGxN5xvs9lks9nk9XolSRkZGTp48KA8nr8EyAMHDvi20gwfPlwOh8PvW0dlZaWampp8czIyMq75VnL1MXCFyzTk8UjHTjdbXQoAAABuokthvb29XW63W62trZKuXK53u93yeDw6e/asFixYoPT0dP3sZz9TdPS1O2t27dqluro6SdK5c+f0/e9/X0lJScrJyZEkTZ06Ve3t7SopKVFLS4s++eQTbd68WfPnz5ckOZ1OzZ49Wy+88IJqa2t18eJFFRcXa9KkSUpNTZUkPfTQQ3rnnXe0d+9etba26vXXX9eRI0c0Z86c7v+Wwkhaah9J0tGaRosrAQAAwM10ac/61q1btXz5ct/fs7KyJEnr1q3TRx99pD//+c86efKk360Wv/Wtb+kHP/iBJGnbtm36wQ9+oKamJiUmJuqee+7Ra6+95reFZc2aNVq1apV++ctfqn///nr00Uc1ffp03/FWrFih1atXa8aMGWpvb9fEiRO1atUq33hubq5Wr16t1atX6/Tp0xo2bJhKSkp8YR5XDOoXo3gjijvCAAAAhACbt2MvCvx0bPYPtwZTSXp6TaWa3O16/tFRPXYO9ByagdAZ1gY6w9pAZ1gb1rtZ5gxYgylCh8s0VHW6WW3tfE8DAAAIZoT1CORKMdTa5tXnZ2kyBQAACGaE9QiUlnrlSaZHq9m3DgAAEMwI6xEodYBDjhg7TaYAAABBjrAegaLsNo1McaryFGEdAAAgmBHWI5TLNFRZ0ySPhyZTAACAYEVYj1Au01CT26PTdS1WlwIAAIBOENYjVJr5ZZMp+9YBAACCFmE9Qt2Z7FSUXTSZAgAABDHCeoSKjbZrWLKTsA4AABDECOsRzGUaOlrTJK+XJlMAAIBgRFiPYGlmH1283KZzl9qsLgUAAADXQViPYC5fk2mjxZUAAADgegjrEWxkilM2G02mAAAAwYqwHsEMR5RSBzgI6wAAAEGKsB7hXCkGYR0AACBIEdYjXFqqodoLrbp0mSZTAACAYENYj3AdTaaVp7i6DgAAEGwI6xHOlfJlWGcrDAAAQNAhrEe4xLhoDeoXo6PVhHUAAIBgQ1iHXKbBNhgAAIAgRFiHXKah6i/canK3W10KAAAArkJYh1ymIa9X+uxUs9WlAAAA4CqEdfzljjA0mQIAAAQVwjo0IDFGfeOidbSm0epSAAAAcBXCOmSz2eQynVxZBwAACDKEdUiS0sw+OlHrVkubx+pSAAAA8CXCOiRd2bfe1u7ViTM0mQIAAAQLwjok0WQKAAAQjAjrkCSlJMXKcNh1lLAOAAAQNAjrkCTZ7Ta5UgyurAMAAAQRwjp8XKahz041q93jtboUAAAAiLCOq7hMQ+5Wj6q/cFtdCgAAAERYx1XSUmkyBQAACCaEdfgMHehUTLSNJlMAAIAgQViHT3SUTcOTeZIpAABAsCCsw09aqqHK6iZ5vTSZAgAAWI2wDj8u01BDc7tqL7RaXQoAAEDEI6zDT5rZR5LYtw4AABAECOvwM3ywU3a7VFndaHUpAAAAEY+wDj+OGLuGDqTJFAAAIBgQ1nGNNNNgGwwAAEAQIKzjGi7TUF19m87X02QKAABgJcI6ruEyeZIpAABAMCCs4xodYZ2tMAAAANYirOMacc4oDU6K5co6AACAxboU1nfu3KnCwkLl5uYqPT39mvGDBw9q3rx5ys7O1uTJk7Vu3Tq/8ebmZq1cuVLjxo1Tbm6ulixZogsXLvjN2bFjh6ZOnaqsrCzNmjVL77//vt/4559/roULFyonJ0fjx4/XL37xC7+nbHo8Hj377LMaP368cnJytHDhQlVXV3f5FwF/NJkCAABYr0thPTExUYWFhVqxYsU1Yw0NDSoqKtKECRP04Ycf6rnnntNLL72kN9980zfnmWeeUXl5ubZv3649e/aosbFRy5Yt841//PHHWrFihZYvX67S0lItWLBAixcvVk1NjSSpvb1dixYtkmma2rdvn9avX6/t27frV7/6le8Ya9as0Y4dO7R+/Xrt27dPpmlq0aJF8ng8t/3LiWQu09DpuhY1NLVbXQoAAEDE6lJYnzhxombOnKmhQ4deM7Z7927Z7XY98sgjcjgcuvvuuzV37lxt2LBB0pWr6m+88YYef/xxJScnq2/fvlq2bJneffddXxjftGmTpkyZooKCAsXGxmru3Lm66667tGXLFklSaWmpjh8/rqVLlyouLk4jR45UUVGR7xyStHHjRhUVFWnkyJGKi4vT0qVLVVVVpbKysm7/kiJR2pf71j87xdV1AAAAq0R39wAVFRUaM2aM7Pa/5P7MzExt3rxZknTs2DG53W6NHTvWN+5yuWQYhg4dOiTTNFVRUaGZM2f6HTczM1MVFRW+cwwbNkyJiYl+4ydPnlRDQ4O8Xq+qq6uVmZnpG09MTNSwYcN06NAh3XPPPbf9+crLy2/7vd1h9ZeMy82SFK13/3BEree9N5uOXmb1+kDwYm2gM6wNdIa1Edy6HdYbGhqUkJDg91piYqIaGhp845KumZOQkOA35+og3nGMqqqqG56jY6xj7/pXj3H1OW5XZmamHA5Ht45xq8rKypSXl9er57yeV353QC1R/ZWXd6fVpeAqwbI+EHxYG+gMawOdYW1Yz+123/DicLfvBhMfH39NIL506ZLi4+N945JUX1/vN6e+vt5vzlfHv3qM652jY6wr58Ctc6XQZAoAAGClbof1jIwMHTx40K+R88CBA8rIyJAkDR8+XA6Hw+8bQ2VlpZqamnxzMjIyrvlGcfUxMjIydPz4cb8wfuDAAQ0ZMkTx8fFKSEhQamqq3zHq6+t14sQJjR49ursfMWK5TEOf1zaruYUmXQAAACt0KcJgfiYAACAASURBVKy3t7fL7XartfXK4+fdbrfcbrc8Ho+mTp2q9vZ2lZSUqKWlRZ988ok2b96s+fPnS5KcTqdmz56tF154QbW1tbp48aKKi4s1adIkpaamSpIeeughvfPOO9q7d69aW1v1+uuv68iRI5ozZ44kKT8/X3feeaeKi4vV2NioqqoqrVmzxncOSZo3b55effVVVVVVqbGxUcXFxRo+fDj/tNMNrtQ+8nilY6e5ug4AAGCFLoX1rVu3KisrSwsXLpQkZWVlKSsrSx999JHi4+O1Zs0a/e53v1N+fr4ee+wxPfroo5o+fbrv/StWrNDo0aM1Y8YMFRQUyOFw6Kc//alvPDc3V6tXr9bq1auVl5entWvXqqSkxBfmo6Ki9PLLL6u6ulrjx49XYWGhZs6c6atHkoqKijR9+nQVFhZq/Pjxqq6uVklJiV/jK25Nxx1hKrkjDAAAgCVs3qufLASfjs3+kdxg6vV69dAPD2ji2L765znX3rYT1giW9YHgw9pAZ1gb6Axrw3o3y5xcdkanbDabXKaho9VcWQcAALACYR035DINHTvTrLZ2/gEGAACgtxHWcUNppqHWNq8+r222uhQAAICIQ1jHDbm+bDLlfusAAAC9j7COG0od4JAjxq5KwjoAAECvI6zjhqLsNo1McRLWAQAALEBYx025TEOVp5rk8dBkCgAA0JsI67ipNNNQk9ujU3UtVpcCAAAQUQjruKmOJlO2wgAAAPQuwjpu6s5kp6KjbIR1AACAXkZYx03FRtt15yCHjtY0Wl0KAABARCGso0tcpqHKmmZ5vTSZAgAA9BbCOrokzeyji5fb9MWlVqtLAQAAiBiEdXQJTaYAAAC9j7COLhmZ4pTNJlVWE9YBAAB6C2EdXWI4opQ6wKHKU4R1AACA3kJYR5elmQbbYAAAAHoRYR1d5jIN1V5o1aXLbVaXAgAAEBEI6+gyX5MpW2EAAAB6BWEdXeZKuRLWj9JkCgAA0CsI6+iyxLhoDeoXw751AACAXkJYxy1xmQbbYAAAAHoJYR23xGUaqv7CrSZ3u9WlAAAAhD3COm6JyzTk9UqfnWq2uhQAAICwR1jHLUkz+0iSjtY0WlwJAABA+COs45bckRitvnHRNJkCAAD0AsI6bonNZuNJpgAAAL2EsI5b5jINHT/TrJY2j9WlAAAAhDXCOm6ZyzTU7pFOnKHJFAAAoCcR1nHL0swvn2TKVhgAAIAeRVjHLRucFCvDYWffOgAAQA8jrOOW2e02uUxDR6sJ6wAAAD2JsI7b4koxVHW6We0er9WlAAAAhC3COm5LWqohd6tH1V+4rS4FAAAgbBHWcVtcHU2mbIUBAADoMYR13JahA52Kibap8hRhHQAAoKcQ1nFboqNsGjHYqUqurAMAAPQYwjpum8s0VFnTJK+XJlMAAICeQFjHbUsz+6ihuV21F1qtLgUAACAsEdZx2/7SZNpocSUAAADhibCO2zZ8sFN2u3iSKQAAQA8hrOO2OWLsunOgU0cJ6wAAAD2CsI5u6WgyBQAAQOAR1tEtLtNQXX2b6uppMgUAAAg0wjq6paPJlKvrAAAAgUdYR7cQ1gEAAHpOQML6jBkzlJOT4/vJzs5Wenq6/ud//keSlJ6erqysLL85hw8f9r3f4/Ho2Wef1fjx45WTk6OFCxequrra7xzvvfeeZs2apezsbE2bNk27du3yGz9//ryWLFmi3NxcjRs3TitXrlRLS0sgPh5uIM4ZpZSkWJpMAQAAekBAwvrOnTu1f/9+38+TTz6pfv366f777/fNeeWVV/zmpKen+8bWrFmjHTt2aP369dq3b59M09SiRYvk8XgkSSdPntTixYu1YMECffTRR3r66ae1fPly/elPf/Id46mnnlJjY6P27Nmj7du3q7y8XD/+8Y8D8fFwEzSZAgAA9Iwe2Qbz61//Wt/5znfkcDi6NH/jxo0qKirSyJEjFRcXp6VLl6qqqkplZWWSpN/85jcaNWqU5s6dq9jYWBUUFKigoEAbN26UdCXM79u3T8uWLVPfvn2VnJysxx9/XFu2bJHb7e6Jj4irpKUaOl3XooamdqtLAQAACCvRgT7g+++/r2PHjmnevHl+rz/55JNqbW2VaZqaP3++HnroIUlSfX29qqurlZmZ6ZubmJioYcOG6dChQ7rnnntUUVHhNy5JmZmZ2rlzpySpoqJChmHI5XL5xseOHaumpiZVVVUpIyPjtj9PeXn5bb+3Ozq+qIQCz2WbpCj997t/0shBXqvLiQihtD7Qu1gb6AxrA51hbQS3gIf1X//615o4caKGDh3qe23t2rXKycmR3W7XBx98oKeeekptbW0qLCxUQ0ODpCsB/WoJCQm+sYaGBqWlpfmNJyYm+o0nJCRc8/6Ose7IzMzs8r8QBEpZWZny8vJ69ZzdMbK+Vev2HVR0wlDl5Q20upywF2rrA72HtYHOsDbQGdaG9dxu9w0vDgd0G8yZM2f029/+VoWFhX6v33fffXI6nYqNjdX999+v7373u9q2bZskKT4+XtKVK+xXq6+v943Fx8dfM37p0iW/8a+G8o75HXPQc/onxOiOxGgdrWbfOgAAQCAFNKxv2rRJgwcP9mssve5J7XZ5vVe2SyQkJCg1NdXvG0V9fb1OnDih0aNHS5IyMjKu+cZx4MAB3/aWjIwMNTY2qrKy0jdeXl4up9OpESNGBOSz4cZcKYYqTxHWAQAAAilgYb2trU2bNm3S3/3d38lu/8thDxw4oE8//VQtLS1qa2vT73//e7322muaMWOGb868efP06quvqqqqSo2NjSouLtbw4cN9/ywze/ZsHT58WK+//rpaW1u1d+9e7dmzx7cvfsiQIZowYYKKi4t18eJF1dbW6oUXXtCDDz7Y61tYIpUrtY8+r21Wc4vH6lIAAADCRsD2rP/2t7/VhQsX9J3vfMfv9TNnzqi4uFinT59WVFSUTNPUkiVLNH/+fN+coqIi1dfXq7CwUE1NTcrLy1NJSYkv9A8dOlQlJSX60Y9+pFWrVmnw4MF65plnlJ2d7TtGcXGxVq1apYKCAkVFRWn69Ol6+umnA/XxcBMu05DHKx073aSMO+OsLgcAACAsBCysT5s2TdOmTbvm9SlTpmjKlCk3fK/dbteTTz6pJ598stM548eP1/bt2zsdT0pK0vPPP9/1ghFQaR1PMj1FWAcAAAiUHrnPOiLPoH4xijeiaDIFAAAIIMI6AsJms/EkUwAAgAAjrCNg0kxDVaeb1dbOg5EAAAACgbCOgHGZhtravfq8ttnqUgAAAMICYR0B09FkepStMAAAAAFBWEfAmAMccsTY2bcOAAAQIIR1BEyU3aaRKU7COgAAQIAQ1hFQaV/eEcbjockUAACguwjrCCiXaaipxaNTdS1WlwIAABDyCOsIKFdqR5Npo8WVAAAAhD7COgJq2CCnoqNs7FsHAAAIAMI6Aiom2q47BzkI6wAAAAFAWEfApaX20dGaJnm9NJkCAAB0B2EdAedKMXTpcru+uNRqdSkAAAAhjbCOgEv7ssm0spqtMAAAAN1BWEfAjRjslM0m9q0DAAB0E2EdAWc4ojRkgEOVpwjrAAAA3UFYR49wmYaOsg0GAACgWwjr6BEu09DZi626eLnN6lIAAABCFmEdPcJlftlkyr51AACA20ZYR49II6wDAAB0G2EdPSKhT7QG9YshrAMAAHQDYR09xmUaOkpYBwAAuG2EdfQYl2mo5pxbje52q0sBAAAISYR19Jg0s4+8Xukz7rcOAABwWwjr6DHcEQYAAKB7COvoMXckRqtffDRhHQAA4DYR1tFjbDabXCkGYR0AAOA2EdbRo1ymoeNnmtXS5rG6FAAAgJBDWEePSks11O6Rjp9ptroUAACAkENYR49ypdBkCgAAcLsI6+hRg5Ni1cdh19FqwjoAAMCtIqyjR9ntNo00aTIFAAC4HYR19DhXiqGq001q93itLgUAACCkENbR49JSDblbvTp51m11KQAAACGFsI4ex5NMAQAAbg9hHT3uzoFOxUbbCOsAAAC3iLCOHhcVZdPwwU7COgAAwC0irKNXpJl9VFnTJK+XJlMAAICuIqyjV7hMQw3N7TpzvsXqUgAAAEIGYR29giZTAACAW0dYR68YPtgpu106SlgHAADoMsI6eoUjxq47B9JkCgAAcCsI6+g1LtMgrAMAANwCwjp6jcs0VFffprr6VqtLAQAACAmEdfQamkwBAABuTUDC+osvvqjRo0crJyfH9/PEE0/4xg8ePKh58+YpOztbkydP1rp16/ze39zcrJUrV2rcuHHKzc3VkiVLdOHCBb85O3bs0NSpU5WVlaVZs2bp/fff9xv//PPPtXDhQuXk5Gj8+PH6xS9+wT29g0xHWKfJFAAAoGsCdmU9Pz9f+/fv9/08++yzkqSGhgYVFRVpwoQJ+vDDD/Xcc8/ppZde0ptvvul77zPPPKPy8nJt375de/bsUWNjo5YtW+Yb//jjj7VixQotX75cpaWlWrBggRYvXqyamhpJUnt7uxYtWiTTNLVv3z6tX79e27dv169+9atAfTwEQJwzSilJsVxZBwAA6KIe3waze/du2e12PfLII3I4HLr77rs1d+5cbdiwQdKVq+pvvPGGHn/8cSUnJ6tv375atmyZ3n33XV8Y37Rpk6ZMmaKCggLFxsZq7ty5uuuuu7RlyxZJUmlpqY4fP66lS5cqLi5OI0eOVFFRke8cCB5pqYYqqwnrAAAAXREdqAOVl5fr3nvvlWEYvq0sQ4cOVUVFhcaMGSO7/S/fCzIzM7V582ZJ0rFjx+R2uzV27FjfuMvlkmEYOnTokEzTVEVFhWbOnOl3vszMTFVUVEiSKioqNGzYMCUmJvqNnzx5Ug0NDYqPj+/W57JCWVmZJeftaU6vTafPR2nf+2UyYq2uJnSF6/pA97E20BnWBjrD2ghuAQnr06ZN04MPPijTNFVbW6uf//znevjhh7V161Y1NDQoISHBb35iYqIaGhokyffnV+ckJCT4zbk6iHcco6qqyjd+vXN0jHUnrGdmZsrhcNz2+29HWVmZ8vLyevWcvcUbf0n/U16lxOR0ZY28/f9fIlk4rw90D2sDnWFtoDOsDeu53e4bXhwOyDaYUaNGKTU1VTabTcnJyVq9erXOnj2r/fv3Kz4+3he6O1y6dMkXoDv+rK+v95tTX1/vN+er4189xvXOcfXxERx8TaZshQEAALipHtmzbrPZZLPZ5PV6lZGRoYMHD8rj8fjGDxw4oIyMDEnS8OHD5XA4/L5RVFZWqqmpyTcnIyPjmm8cVx8jIyNDx48f9wv0Bw4c0JAhQwjrQaZ/QozuSIymyRQAAKALAhLWd+3apbq6OknSuXPn9P3vf19JSUnKycnR1KlT1d7erpKSErW0tOiTTz7R5s2bNX/+fEmS0+nU7Nmz9cILL6i2tlYXL15UcXGxJk2apNTUVEnSQw89pHfeeUd79+5Va2urXn/9dR05ckRz5syRdOVONHfeeaeKi4vV2NioqqoqrVmzxncOBBeX2UdHaxqtLgMAACDoBSSsb9u2TQ888ICys7M1e/Zsud1uvfbaa4qPj1d8fLzWrFmj3/3ud8rPz9djjz2mRx99VNOnT/e9f8WKFRo9erRmzJihgoICORwO/fSnP/WN5+bmavXq1Vq9erXy8vK0du1alZSU+MJ8VFSUXn75ZVVXV2v8+PEqLCzUzJkztXDhwkB8PASYyzR08qxbzS2em08GAACIYAFpMH355ZdvOD5mzBj953/+Z6fjTqdTP/zhD/XDH/6w0zkzZ8685o4wVxs6dKheffXVmxcLy6WZhjxe6djpJmXcGWd1OQAAAEGrx++zDnwVTzIFAADoGsI6et2gfjGKN6JoMgUAALgJwjp6nc1mU5ppENYBAABugrAOS7hMQ1Wnm9XW7rW6FAAAgKBFWIcl0kxDbe1efV7bbHUpAAAAQYuwDkvQZAoAAHBzhHVYwhzgkCPGzr51AACAGyCswxJRdptcppMr6wAAADdAWIdlXCmGPqtpksdDkykAAMD1ENZhGVeqoaYWj2rOtVhdCgAAQFAirMMyHU2mlacaLa4EAAAgOBHWYZlhg5yKjrLRZAoAANAJwjosExNt17Bkp45WE9YBAACuh7AOS7lMQ5WnmuT10mQKAADwVYR1WCrNNHTpcru+uNhqdSkAAABBh7AOS/maTNm3DgAAcA3COiw1YrBTNhthHQAA4HoI67CU4YjSkAEOnmQKAABwHYR1WM5lGlxZBwAAuA7COiznMg2dvdiqi5fbrC4FAAAgqBDWYTmaTAEAAK6PsA7LpRHWAQAArouwDssl9InWoH4xNJkCAAB8BWEdQYEmUwAAgGsR1hEU0sw+qv7CrUZ3u9WlAAAABA3COoJCR5PpZ6e4ug4AANCBsI6gkJb6ZZNpNWEdAACgA2EdQSEpIVr94qNVyZV1AAAAH8I6goLNZpMrhSZTAACAqxHWETTSUg0dP9OsljaP1aUAAAAEBcI6gobLNNTukY6faba6FAAAgKBAWEfQ6LgjzFGaTAEAACQR1hFEBvePVR+HnX3rAAAAXyKsI2jY7TaN5EmmAAAAPoR1BJU001DV6Sa1e7xWlwIAAGA5wjqCiss05G716uRZt9WlAAAAWI6wjqCS9mWTKVthAAAACOsIMkMHOhUbbSOsAwAAiLCOIBMVZdOIwTSZAgAASIR1BCHXl3eE8XppMgUAAJGNsI6g4zINNTS368z5FqtLAQAAsBRhHUHH9yRTtsIAAIAIR1hH0Bkx2Cm7nTvCAAAAENYRdGJj7LpzkJOwDgAAIh5hHUHJlWKwDQYAAEQ8wjqCkss0dL6+TXWXWq0uBQAAwDIBCevFxcWaMWOGcnNzNWHCBK1YsULnz5/3m5Oenq6srCzl5OT4fg4fPuwb93g8evbZZzV+/Hjl5ORo4cKFqq6u9jvGe++9p1mzZik7O1vTpk3Trl27/MbPnz+vJUuWKDc3V+PGjdPKlSvV0sIdRUJRWipNpgAAAAEJ61FRUSouLtYf/vAHbd26VadPn9by5cuvmffKK69o//79vp/09HTf2Jo1a7Rjxw6tX79e+/btk2maWrRokTwejyTp5MmTWrx4sRYsWKCPPvpITz/9tJYvX64//elPvmM89dRTamxs1J49e7R9+3aVl5frxz/+cSA+InrZyJQrYb3yFGEdAABEroCE9SeeeEJjxoxRTEyM7rjjDi1YsEAffvjhLR1j48aNKioq0siRIxUXF6elS5eqqqpKZWVlkqTf/OY3GjVqlObOnavY2FgVFBSooKBAGzdulHQlzO/bt0/Lli1T3759lZycrMcff1xbtmyR2+0OxMdEL4pzRsm8I1aV1YR1AAAQuaJ74qDvv/++MjIyrnn9ySefVGtrq0zT1Pz58/XQQw9Jkurr61VdXa3MzEzf3MTERA0bNkyHDh3SPffco4qKCr9xScrMzNTOnTslSRUVFTIMQy6Xyzc+duxYNTU1qaqq6rr1dEV5efltva+7Or6kRLIkw66Dx9z8Lq6D3wk6w9pAZ1gb6AxrI7gFPKzv2rVLmzdv1vr16/1eX7t2rXJycmS32/XBBx/oqaeeUltbmwoLC9XQ0CDpSkC/WkJCgm+soaFBaWlpfuOJiYl+4wkJCde8v2PsdmVmZsrhcNz2+29HWVmZ8vLyevWcweho/RmVv3Vao8ZkK8Hoke+VIYn1gc6wNtAZ1gY6w9qwntvtvuHF4YDeDWbnzp3613/9V5WUlOhrX/ua39h9990np9Op2NhY3X///frud7+rbdu2SZLi4+MlXbnCfrX6+nrfWHx8/DXjly5d8hv/aijvmN8xB6El7csnmX5W02xxJQAAANYIWFjfvHmzVq1apZdffln33nvvzU9st8vr9Uq6cgU8NTXV71tFfX29Tpw4odGjR0uSMjIyrvnWceDAAd/2loyMDDU2NqqystI3Xl5eLqfTqREjRnT786H3ub4M6zwcCQAARKqAhPV169bpZz/7mV599dXr/lPKgQMH9Omnn6qlpUVtbW36/e9/r9dee00zZszwzZk3b55effVVVVVVqbGxUcXFxRo+fLjveLNnz9bhw4f1+uuvq7W1VXv37tWePXs0b948SdKQIUM0YcIEFRcX6+LFi6qtrdULL7ygBx98sNe3sSAw+sXHKLl/rDa8c1r/tvWkjlY3Wl0SAABArwrIRuDVq1crOjpa//AP/+D3+s6dO2Waps6cOaPi4mKdPn1aUVFRMk1TS5Ys0fz5831zi4qKVF9fr8LCQjU1NSkvL08lJSWy2698nxg6dKhKSkr0ox/9SKtWrdLgwYP1zDPPKDs723eM4uJirVq1SgUFBYqKitL06dP19NNPB+IjwiIrFwzX5r21erO0Tts/OKeRKU5Ny79DBTn92McOAADCns3bsRcFfjo2+9NgGhzqm9r07h8vaHdpnY7WNCkm2qavf62vpuYnKXtkvOx2m9Ul9hrWBzrD2kBnWBvoDGvDejfLnFyaREhIMKL1rfsG6Fv3DVBlTZPeKj2nPX+8oHf/dEHJ/WP1zbz++mZekgb1i7W6VAAAgIAhrCPkuExDj8waoqLppt47cFFvldZp/dtn9H9/e0a5aQmadk+S/mp0omKjA3qzIwAAgF5HWEfIio2xa/Ld/TX57v46c75Fu0vr9D9ldXpmw3El9olSwd39Ne2eJI0YbFhdKgAAwG0hrCMsJPeP1YJvDlbhXyfrj0frtbu0Tjv/cE5b3/tCo4YYmpZ/hyZl91OcM8rqUgEAALqMsI6wEmW3KW9UovJGJeri5Tbt+eN5vVVapxffOKn/s7NaEzL7aWp+ksaOiJPNFjlNqQAAIDQR1hG2+sZFa/bXB+pvxw/QkZNN2l1Wp3f/eF6/3X9e5h2xmpqfpG/kJumOxBirSwUAALguwjrCns1mU/rQPkof2kf/zwOmfl9+QW+V1mntW6e1bvdp5Y9K0NR77tBfZSQqOoqr7QAAIHgQ1hFRnLF2/XVukv46N0k1X7i1u+xKU+qH64+pX3y0puT017T8JN05yGl1qQAAAIR1RC5zgEPfnZaiBd8YrLI/1+ut0jpt/f1Zbfnfsxp9Zx9Ny0/SxKx+6uOgKRUAAFiDsI6IFxVl07iMRI3LSNT5+la982VT6nNbTurlHTW6P6ufpuYlacywPjSlAgCAXkVYB67SPyFG3544SA9OGKiKE416q7ROv/vkgnaX1mnoQIem5ifpr3P6q38CTakAAKDnEdaB67DZbBo9LE6jh8Xp/51p6n8/vai3Ss/p1f8+pbVvndK4jERNzU/SPaMSFUVTKgAA6CGEdeAmDEeUpuYnaWp+kj6vbdbusjq9/fF5vX/wkpISovWN3CtjqQMcVpcKAADCDGEduAVDBzm1cLqpf5yaoo8OX9JbpXX6r/+t1aa9tcocEaepeUmaOLavnLE0pQIAgO4jrAO3ITrKpvvG9NV9Y/qq7lKr3v64TrtL6/Tsf32uku3VmpzdT9Py79CoIQZNqQAA4LYR1oFuSkqM0UOTkzV30iAdOHZZb5XW6Z39F/TfH9ZpeLJTU/OTNCWnv/rG8Z8bAAC4NaQHIEBsNpsyR8Qrc0S8Fn2rXXu/vIvM/9lZo1+9eUr3jk7UtPwk5dyVoCg7V9sBAMDNEdaBHhDnjNID4+7QA+Pu0LHTTdpdWqff/vG89pVf1IC+Mfpmbn9NzU/S4CSaUgEAQOcI60APGz7Y0Pdmpurhv0nRB4cuaXdpnf7z3Vr9ek+tsl3xmpafpPFf6ytHjN3qUgEAQJAhrAO9JCbarolj+2ni2H46e7FFb5ed1+7SOv30P08o3hmlyXf307T8JKWl9rG6VAAAECQI64AFBvaN1fwpyfq7yYP0SVWDdpdeuZvMjg/OaWSKU9Py71BBTj8lGPwnCgBAJCMJABay222625Wgu10Jqp/Vpr1/vKC3SutUsr1aa/67RuPH9NW0e5KUPTJedppSAQCIOIR1IEgkGNGaed8AzbxvgCprrjSlvvPH89r7yQUl94/VN/P665t5SVaXCQAAehFhHQhCLtPQ4lmpWjg9Re8dvKjdpXVa//aZ/5+9+w6PolofOP6d3eym95CQSgmQBAKhhBJ6EynSFKTIVQEvIioioJSfolgo4rWC2PAiFxRB0CtNegs9NAkSIqEHCSQkkA2QbHbn90fYIQ29KrIp7+d5eDbszE7OZNs757znPSzckIazUU/QzmQCvI34exlu3RoLbr0NuDnpZSEmIYQQooKQYF2IMsxo0NE+xpv2Md6kZeaxI/Eqh5POY3Vw4Pzlm+xPzibXbC3yGBdHHf7extKDeS8jnq4SzAshhBDlhQTrQpQTAd5GHmxThWouZ2nSpCYAqqpy7bqFtMw8LmXlFdxmmknLyuNSZh5HTpq4nls0mHc06PD3NhDgZSwR1Ad4GfFyc5D8eCGEEKKMkGBdiHJMURQ8XR3wdHWgTkjpJR9NN4oH83mkZZm5lJnH8XPXyb5hKbK/wUHB39NwO5C/FcTbAnwfD4OswCqEEELcIxKsC1HBuTnrcXN2JjzIudTt13MtXMrM41KWuUQP/e5j18gy5RfZX68rKD1py5Ev3kPv52nEQS/BvBBCCHE3SLAuRCXn4qinelVnqlctPZi/mWflcpYtiDffDuaz8jjwSzZXsvNR1dv76xTw9SicK1+ol97LSBUvA0YHWa1VCCGE+F9IsC6E+E1ORh2h/k6E+juVuj0v30p61u08eVuKTVpWHomnTWw5bMaqFn2Mj7tDiSo2th56fy8jTkYJ5oUQQgiQYF0I8RcZHXQE+TkS5OdY6vZ8i0rGtYIUm9s58wVpNsfPXyc+MQtL0TmweLo6FPTIF6piYwvq/b2MuDrp78GZCSGEEPYnwboQ4m/loFcKKs14G0vdbrGqXMk2l6hkk5aZx6mLN9mTdA1zftGueTdnPQHeRrxcHShehdL2DzovigAAIABJREFUf6XYHcXvL/k4pdjjSt+/xHFL+d0l26L89vbfacvvHdd2k52l49zNy/i4G/Bxd8D71q2zo1zcCCFEeSXBuhDCrvQ6hSqeRqp4GqF6ye1Wq0pWTn6hya9mLZjPvl5QyUalIJhXi6Xb2P6vav9Xf3M7d9j/ztuL/1By2+8d+85tLfrA3zueVVUxXVfYfvwCxTkbdUWCd293Az4eBrzdHAoCe4+CW3dnvZTtFEKIMkaCdSFEmabTKbd6ig1Ehbnauzll2r6E/dSOjCHTZObKtXyuZJvJzDZzJTtfu025cIMr2dncyLOWeLyDXsHLzaFIYG/723trPzvg5eaAQSYJCyHEPSHBuhBCVBA6BbzcCoLpGlV/e98buZYiQfyVbPOt4D5fS0tKOnudqzn5pT7ew0VfJIjXgnkPB7zdDNrPLpKCI4QQf4kE60IIUQk5O+oJdtQTfIeJwTb5FlXrqc803eqlv2bmiulWoH8tn/OXTWSa8sm3qCUe72TUFaTbeNzuqS/cS2/rwfdwkZVzhRCiNBKsCyGEuCMHfaE5Bb9BVVWyr1tu9dAX7bG39daf/PUmCcnZ3MgtmYKj14GXm6FECk7xwN7b3UHq9AshKhUJ1oUQQvxliqLg4eqAh6sD1X8nBedmnqVEIF/4Nv1qHsnnC1Jwik8aBnB31pc6QbZwD76nmwMOOgVFUdDpQKcoKEpBqpBSvLyOEEKUYRKsCyGEuKecjHqCfPUE+f52Co7FUlAJ6Ep2oTSca0Xz6xNPm7iSXXoKzp0UDtp1SsEkZkUB/a2AXtHd/lmnu7VPoWDftr9tm3acWxcGSpGfi28r/jsL7lOUgspIRY9763Gl/s5StpXyOwseAxfOK1zhCkaDgqODDoODDkeDgtGgw+hQcOtY6GeDXpG0JCHKCAnWhRBClEl6vYKvhwFfDwME33k/VVUx3bQUqoCTz9WcfCxWFatasN1qLShvqaoF5UCtaqH/37qv8Db11vbC2yy3blVVxWLbp5Tfof1fBavFemu/wr9P/Z9/Z5Hfrxb6/dbbv6O00YdS/ppw8Nwf+vsbHG4F9rcCfKNBwXjr1tFQKOAvtK1wwF/4PoNDwWOKHMNBV+Riweig4KBXZORDiGIkWBdCCFGuKYqCu7MD7s4OVAtwsndz7jm18EXHrYsG7WJBVVGtcODgYSLrRpNrVsnLt5J36zbXbMWcr5JrtpKXr5Jnthb8s91XaP/cfCtms5XcfJWbeVauXbeQZy55jD8yylGcTqFob7+DgsGgK3GxUPiiQbvv1uOKXwQ4GpRbFxa3H6u3jUAUS5HSKQpKkfsKjWQUGkkR4l6SYF0IIYQox2xpNAXTbksPJN2doarPb6cd3S0Wq4q5UIBfJOA3WzHnWwsuGgpdIOTmF75YKOVC4tZ9phsWcrNvXzQUPob1z18j/GFF049Kph4VTqUqnvpUPHWpyIVCKelUd0p/UkqkYZW8ACmcXlUiPerWMS6l6Th06YJ2PxQ8Trn1g077uWDVZEUp+FlXaB+F2ysrl36cW/fbjnPrWEWPU+j4FJ1fUuI4/2s7teMUbLD9TZRi+9iOoygK4UFOOBnLVslZCdaFEEIIcdfodQp6ox6n3y4gdFepakGPfl5+KRcBxUYT8szqrRSp2yMSJVOlbv+spT0VH7FQS9//9uhGsbSo0u4rlvJUvB229Kd8i1qyjUUee+eUqsLpUkXStm6122JRUE6ma+eqAqgFqyP/bylWFUuXWB+efyjU3s0oQoJ1IYQQQpRriqJgcFAwOICrU9nqFS3r9u/fT5MmDe+43ZZmVTSIV7VgXr21QS0U4Bf8XHBH0ftLXgyoqIWOU/LYpR//t49T5FjF9inymEKP49Z9dUJc7uJf9+6QYF0IIYQQQpRKKZR2UuheezSl0qpQK0tYrVbeeecdWrZsSaNGjRg+fDipqan2bpYQQgghhBB/SoUK1j///HNWrlzJwoULiY+PJygoiJEjR2K1llwtTwghhBBCiLKuQgXrixcv5oknnqBmzZq4urrywgsvcOrUKfbv32/vpgkhhBBCCPGHVZhgPTs7m9TUVKKjo7X7PDw8qFatGseOHbNjy4QQQgghhPhzKswEU5PJBBQE6IW5u7tr2/6MxMTEv9SuP0tGA8RvkdeHuBN5bYg7kdeGuBN5bZRtFSZYd3NzAwp62AvLzs7Wtv0Z0dHRODrem4UkbArKKDW5p79TlB/y+hB3Iq8NcSfy2hB3Iq8N+8vNzf3NzuEKkwbj7u5OcHBwkZPNzs7m7NmzREVF2bFlQgghhBBC/DkVJlgHGDhwIPPmzePUqVNcv36dWbNmUb16dbliFEIIIYQQ5VKFSYMBeOKJJ8jOzmbw4MHcuHGDJk2aMHfuXHS6CnVNIoQQQgghKokKFazrdDrGjRvHuHHj7N0UIYQQQggh/jLpchZCCCGEEKKMkmBdCCGEEEKIMkqCdSGEEEIIIcooCdaFEEIIIYQooyRYF0IIIYQQooySYF0IIYQQQogyqkKVbrybVFUFIC8vzy6/Pzc31y6/V5QP8voQdyKvDXEn8toQdyKvDfuyxZq22LM4Rb3TlkouOzub5ORkezdDCCGEEEJUAnXq1MHd3b3E/RKs34HVaiUnJweDwYCiKPZujhBCCCGEqIBUVcVsNuPq6opOVzJDXYJ1IYQQQgghyiiZYCqEEEIIIUQZJcG6EEIIIYQQZZQE60IIIYQQQpRREqwLIYQQQghRRkmwLoQQQgghRBklwboQQgghhBBllATrQgghhBBClFESrAshhBBCCFFGSbAuhBBCCCFEGSXBuhBCCCGEEGWUBOtCCCGEEEKUURKsCyGEEEKIv83JkydJS0uzdzPKLUVVVdXejRBCCCGEEBVPRkYGzz//PAaDgXnz5tm7OeWS9KyLv51cD5YP+fn59m6CqAAsFou9myDKKPkuqJw8PDwYMGAAZ86cIT4+3t7NKZckWBd/O0VRSEpKIj093d5NEb/BwcGBvLw8zp07pwXuVqvVzq0S5YnVakWv1wNw+vRprl+/bucWibLCYrGgKIq9myHuIVVVMZvNGAwG2rZtS6tWrfjwww/t3axySf/qq6++au9GiIpFVdUiH8qZmZmMHz+enJwcmjZtaseWicIsFgs63e3r9QULFvDUU0+xY8cOEhIS6NChAw4ODiWeTyHuRFEUUlNTGTNmDF9//TVr164lKSmJBg0a4OTkZO/mCTvS6XRYrVY+/PBDEhMT+fXXX6lTp469myXuoszMTPR6vXbBrigKer2elJQUPvnkE5ycnNi4cSNBQUFERkbaubXli/Ssi7uueGDn4uKCXq8nODgYkN7asqBwD2heXh5Xr14lISGBefPm8eSTT5KUlMTrr7+u7StEaYq/Ns6fP8/EiROJjo7m22+/5Y033mDnzp188MEHZGZm2qmVwh5s6VC21JcdO3bQsWNHDh8+zLVr13jjjTeYM2cOFy9etGczxV2yYcMGnn76aTIyMorcv3z5cvr164efnx+hoaEEBgYyd+5cTCaTnVpaPjnYuwGi/LNarSiKogXpO3fu5NKlS3Tr1g1HR0ccHR0JDQ1l3bp19O7du0hvrri3rFYrOp0OnU7H+fPnmTp1Ki4uLuTm5tKmTRuio6OpU6cOiqIwevRoHnvsMWrVqiW966II23u++Hv5+PHjKIrC2LFjAThx4gSnTp2ia9euuLm52aOpwg5UVdU6A3JycnBzc2PFihUMHz6cf/zjHwDo9Xq++OIL6tatS9WqVe3ZXHEXdOrUiaZNm+Lp6andd/PmTTZv3szkyZPp378/ABEREcyYMYMPPviAyZMn26u55Y5ETeIvsaVSKIrCpUuXANi7dy///ve/mTRpEjdv3gSgXr16ODk5kZOTY8/mVlq2Xi5bcBUfH8+0adMIDAykbt26bNmyBZPJRH5+PkajkRYtWtCuXTtsWXISqAsbVVW19/y+ffuYMmWKVpJt//79VK1alaSkJHr06MHs2bP54osvGD16NNnZ2TL5tALKzs7W5iPZRloURSEzM5PHH3+cL7/8kiNHjpCcnEzfvn25cOECI0eOZPHixbz88st06NDBns0Xf0Jpo61WqxVPT08OHjzIvn37AHBycuKnn37CbDZr+zVo0ID27duzZs0aTp8+fa+aXO5JsC7+Er1eT05ODuPGjeOpp55i165djBkzhg8++ICffvqJV155haSkJAICAkhOTsbV1dXeTa5UbEPQtl6uY8eO8e677zJp0iSaN2/Oa6+9xpNPPsnDDz9MfHw8KSkpQMHs/ZEjR5KQkMDq1avt1n5hX5mZmXzxxRdF6iMrikJ2djbjxo3j+eefx8fHhxs3bgDQtm1bfvjhBx5//HGGDx/OypUriYuLY8+ePcybN0/bT5Rvts+VlJQURo0axcmTJ4HbF/Vbt27l66+/JjQ0lKeffppq1apx/PhxpkyZwoMPPoi/vz/bt2+nT58+7Ny5k9TUVLudi/jjdDodJpOpSHUf23fMjBkz+Oyzz7hw4QK5ubnExsaSmJioXagbjUYUReHy5cu8/PLLdml/eSTBuvhLjh07Rr9+/QCYO3cukZGRWCwWqlWrxvvvv4+Pjw/Dhw8nKyuLjIwMzp49a+cWVx6FU1eOHz9O3759WbduHf7+/litVq5du6btO3r0aH799Vethx0gMjKSF198kWrVqtml/cL+Tp48SUZGBgEBAUXuX7lyJTdu3GDbtm2MGTOG6tWrA1C3bl3at29PnTp1aNmyJSaTiTfffJOxY8fi5+cnqTDlnKqqWgoUgJeXF2+//TbNmjUDCoL1gwcP8uSTT7JixQqeeeYZoODif+DAgaxevZqVK1fy2muvodfrWbJkCbNmzZLvhXLmu+++o0WLFnz88cdcvnwZQOs9nzx5MikpKezatQtHR0eaNm3KmTNnmD9/vvb4jIwMxo4dS/fu3e3R/HJJqsGI/0nh4c3CFi9ejI+PD9OnT8fV1RVnZ2ct1cLf35/WrVuTkZHB6tWruXr1Kj179sTPz++et78yUhQFk8nEhg0bWLFiBS1btmTkyJGEhYWRlpZGYmIinTt3xtHRERcXF/Lz81m2bBkRERGEhYVhMBho1KgR/v7+9j4VYQeqqhIUFESrVq0AMJlMGI1Gbt68yeTJk+natSuNGjUiNzcXB4eC6U+Ojo40b96crVu3smHDBpYtW8b169eZPXs27dq1s+fpiL+ocMrjkSNHeOSRRzh16hR9+vTh1KlTbN26ldDQUMLCwjh//jzHjx+nf//+uLu7A1CrVi3WrFnD0aNHSU5O5p133mHXrl383//9Hy1btrTz2Yk/Yvny5Rw6dIjc3FzWrFlD+/bttee5atWq/PLLL+zcuZNmzZrRsGFDLBYLM2fO5MiRI7z66qtUrVqV5557jsaNG9v5TMoP6VkXv6vwh3ThnFOTycTRo0e1CSWqqmrDYoVz2p5//nkmT55Mbm4u58+f1/YVd1dp+cBbtmxh6tSpJCQkaBN8vLy86NixIzqdjkWLFmn7Dhs2DEdHR0lVEEV6T/Pz8xkzZgzz58/HZDLh5ORE1apVycrKAsBgMGh1+a9cuUKVKlWYPXs2H374IW+//Taff/45oaGhdjsXcXfo9XquXbvGmDFjGD58OA8//DAzZ84EYOnSpSxYsICEhAQAxo4dy9WrV9mxY4f2XRAcHMyXX35J9+7dcXV1ZcCAAaxbt04C9XLE9lw2b94cNzc3xo8fT1ZWFk899RSrVq3S9hszZgxpaWmsWrUKnU7HI488wrfffku/fv349NNP+de//iUpsX+Q9KyLO8rPz9cqh+Tn5zNt2jR+/PFHLly4QExMDEajkW+++QYvLy9iY2MxGAzaF/z+/fvx8/NDr9ejqiphYWEcP34cvV5PbGysTFi8i6xWa4nqC0ajEYA6depw5swZ0tPTadGihTaqUaVKFdLS0tixYwcxMTH4+voC0LdvX6l9LLRRmR07dhAeHs5PP/3Etm3baNiwIVWqVOH48eMcP36cBg0a4O3tjU6n4+TJk/z73/8mNjYWZ2dnjEYjHh4e9j4VcZecO3eOHj164O3tzcqVK2nSpIm2LSIigq1bt2IymYiIiCAgIACTycTixYvp0qWL1uvq7e1NREQEsbGx1K1b116nIv4k2/d2cnIyhw8fZvDgwXTq1Ilff/2Vjz/+GG9vbwIDA/Hz8yM3N5fly5dTp04dwsLCqFKlCjVr1iQwMNDOZ1E+Sc+6uCPb0HZqaioDBgzg/PnzeHt78+677/Lee+8BMGTIEP773/+yceNGLQd6/vz5zJ49W5t0ZDvOyZMnqV27th3OpGJJS0vT/ta2UQ+dTkdiYiIjRoxg3LhxfP7559pM+z59+mA0Gtm+fbuWV+jq6krr1q1RVZV169Zpx5aFayqn0qo7LFmyhIkTJwLwwgsvYLFY+O9//4vVaqV79+4YjUaGDRvGokWLeOeddxg0aBCKoshrqILy8PCgcePGJUZF169fT05ODg8//DBHjhxh9+7dAEyYMIGbN28yf/58beRFlH1Lly7V8tCLsz33ERERnDlzhqtXrxIZGcnUqVPx8fFh1qxZTJ06FYARI0bg6uoqI7V3ifSsC01ptbQfeeQRduzYQYcOHZgyZQqtW7cmLCyMmTNncv/999O0aVOysrJYtmwZGzduZP78+fz8889MnjyZ6OhooKDW6syZMzl58iRPPPGE1ssi/rjExEQmT56MyWQiNjYWnU6H2Wzm/fffZ9q0aXTs2JFq1aqxefNmTpw4QYcOHQgJCeHEiRMcOXKE0NBQgoKCAAgMDKR+/fp069bNzmcl7KX4Gglw+wIwNzeXI0eO0KRJE3x9fXF3d+frr7+mZs2aNG/enPbt23P58mXS09NJS0tj2rRp9O3bV0bNKignJyeqVavGBx98QOPGjXF1deWJJ55g5cqVtG/fntatW7N582bS0tKoUaMGPj4+ODs78+OPP9K7d29ttE+UXWazmf79++Ph4UGTJk1KvJcVRdFKt27dupXAwEAyMjIYNWoUgYGBDB48mGXLlrFu3To6dOjAkCFDpIPublGFUFXVbDaXev+XX36pRkREqPPmzVNVVVUtFouqqqo6ZMgQdcSIEaqqqmpubq567tw5dfv27eq2bdu0x1qtVu32/Pnzf2fzK43c3Fz15ZdfVkeNGqUmJSWpqqqqycnJ6qRJk9Rz585p+40ZM0Zt2bKlumjRIlVVVfXs2bPq4MGD1VdeeUXNysqyS9tF2WJ7f6qqqmZmZqpTp05Vjx8/rt23c+dOtXv37uqvv/6q3ffEE0+ozz//vHr69Ol72lZRNpjNZnXatGlqZGSk2qxZM3X27NlFtsfHx6sPPvigOnfuXDu1UPxZthjgyy+/VFu0aKGeOHHijvtmZmaqvXr1UuvVq6f26NFDXbp0qbYtJSVFPXDgwN/e3spGetYFcHuxnKVLl3L27FmMRiNeXl7ExMSwYsUKXFxcaN26tZbSEhERwdtvv01ERAS1a9fGw8ODsLAwrcyfrXcOCq7GJXf1jyv8N7T932Aw4Orqyp49e8jMzKRly5b4+voSEBBArVq1WLt2LU899RRms5m6dety+PBhWrduTVBQEBcvXsRqtRIXFye9XJWYemsETVEU8vLyePbZZzl69ChZWVl8+eWXBAQEEB4eTmhoKB9++CGRkZHUqlULgBo1avDWW28RFRVFZGSk9KJXMIUnFpdGp9MREhLC7t276datG88//zxQ0COr1+sJCwvj4MGDhISEUK9evRKjNqLssn3XxMTEsGTJEi5fvkzr1q21uVA2qqri7OxMQkICZrOZVatWafMPVFXFx8dH8tL/BhKsCwA2bNjAsGHDSE9PZ//+/Wzbtg2TyURMTAzVqlVj1qxZtGjRguDgYKCgLOPJkye5du0arVu3LnG84suQiz9Op9ORnp7OtWvXcHNzw2q1otPpCA4O5syZM/z000/4+fkRFhaGv78/u3fv5oMPPmDYsGG88sor/Pzzz6xatYqcnBw6dOhA06ZNadOmjQTqlZwteNq3bx8JCQmkpKQwYcIE+vbty5kzZ/jhhx+4cuUK9evX5+TJkxiNRho3bozVaqVq1aqEhITQpUsXeR1VIOqt+unFA7PSeHl5ATBnzhwGDhyIs7OzdgydTkfbtm1p1KiRVkFMlF3FO4RsF2vh4eHMnDmzyHe+je05TUxMJD09XZu/UnibuPskWK+Eir9Bc3NzmT17No888ggTJkygX79+HD16lDlz5vDoo49Sp04dDh06xN69e+nYsSOOjo4AdOzYkbZt29rrNCq87du307dvX37++WeaN2+ulcgE8PPzY9++fVy4cIG4uDgMBgMLFizAarXywgsvcOPGDTZu3Ejz5s1p2LChVuFFPkwrH/XWpLDCz/22bdsYNmwYWVlZvP3221o1oKZNm+Lv788HH3zAzZs32bFjB3Xq1CE2Npb8/Hz0ej0REREYDAa7nIv4eyiKgk6n4/z583zwwQekpqaSk5NDSEhIqfuGhoayb98+du3aRY8ePYDbK1j+LwG/sL/CF2fHjh0jOzsbDw8PdDodoaGh7N+/n927d2trcRS3adMm3Nzc6NSpkzzn94B0f1Yitjrcer2evLw8rQJEQkICCQkJ9OrVi8zMTJ577jl+/PFHXn75ZS19ZerUqezatYvt27drx7N9YZdW31v8dWlpaTg5OZGens6jjz7K2rVrtW3h4eG0atWKM2fO8OOPPwJQrVo1tm7dyiuvvEKrVq1wdnbm2Wef1b5MJVCvfCwWi5aKUPh9Wr9+fXr06MHFixfx8fHRtjk5OdGlSxdeeuklLl++zOnTpzly5AiABOgVjO05t13MzZ8/n4ceekhbP+OFF17g+++/Jzc3t8Rjvb29GT58OFu2bOHSpUsykloO6XQ6Tp06xSOPPMKoUaMYOXIkEyZM4MyZMwC8/vrr7Nu3j40bNxZ5nO31MnHiRKZPny4jbPeI9KxXArahLdsH6uHDhxk4cCDNmzfH39+fS5cucfr0afbv389rr71GeHg48+fPp1GjRuzatUtbBCUyMrLUq2j5oL67bDnFeXl5LFu2jEWLFpGSksK3337LjRs3iImJQa/XExwczKFDhzh16hRNmjShWbNmBAUFceXKFcaNG0f//v21OQaiYlNLqeQEBe9NVVV56623WL9+PYmJidSsWRNfX198fX35z3/+Q3R0NDVq1NDWVVAUhdq1a9O8eXNCQkJ48cUX7XBG4u9kS1mBgvU0srOzmTt3LjNnzmTw4MF07NiRdevWsW/fPlq0aIGPj0+JY4SFhTF06NBSt4myp/iI+o4dO3jhhRdo164dH3zwAW3btmXRokXk5ORotfKzsrL47rvv6Ny5M25ubsDtTh/53r+3JFivBGxvrlWrVjFx4kQMBgObN2/GYDDQrl07srOz+eGHHzh16hTz5s1jwIABODg4sGTJElatWkVUVBT+/v7UrFlTW+RIemn/Pra/rcViYe3atURHR/Poo4/i6urKxx9/zOnTp4mOjsbf3x+dTse2bdvIzMwkLi6OqKgo2rZtKxN8KonSUlzg9gV6UlISQ4YMwWw206lTJ1asWMHhw4fx8/MjNjaWixcvsnDhQh577LEiE8JVVcVoNFKvXr17fk7i71O4VOfhw4cZMWIEgYGBpKSkcOzYMUaMGEF8fDxjxozBZDIxY8YMIiMjSz2WXq8vNT1ClE2297fJZMJoNGKxWPDy8uLJJ59Er9ezZcsWli1bxtWrVwkMDKROnTq0bduWN954A4PBQFxcnHzv25EE6xVU8avolStX8q9//YuJEyfSsGFDXF1dWbBgAQ0bNqRx48ZkZGSQk5PD8ePHMZvNvPzyy8THx/P0008TGxtb5Njyhr03cnJyWL58OdHR0TRq1IgGDRqwZs0atm/fzu7du6lbty5xcXH88ssvREREEBERIRdSlYhtwrGiKBw8eJD3338fs9lM7dq1tdfA4sWLqVGjBjNmzCAiIgIHBwfmz59P1apVadq0KTVq1GDJkiWYzWZiY2OLHFNUPIqikJmZyYEDB1i+fDktWrSgX79+/Prrr8ybN49jx46xcOFCBg0axNtvv42/vz+bNm2iSpUqku5Qzl2/fp1Ro0Zx48YNoqKi8PPzIyoqitOnTzN06FAOHz7MnDlz2LFjB5mZmdSqVQsfHx+ioqJo0qQJVapUsfcpVGoyjlHB2FaK0+v13Lhxgy+//JJLly5x+PBh2rZtS7t27ahduzbjx4+nXbt2fPjhh+Tl5fHPf/6Tp59+Gk9PT+Lj47nvvvtYv359qZVexF+nFlsFsLTtgYGBWtWdjRs30qVLF7y9vVm4cCEGg4HRo0dz5MgRJkyYQK9evQC5kKpMdDodV65cYdSoUTzzzDMEBgZisVjIz89HVVVu3rxJYmIikZGRZGZmMnLkSGbNmsXkyZMZNWoUZrOZGjVqMGDAABYvXvw/VwMR5duCBQsYPnw4mZmZ/POf/wQKJhbXr1+f5ORk4uPjefzxxwGYMWMG8+fPJzMz044tFr/n975PAFxcXPDx8WHdunXa6uJGo5EFCxYQFxfH999/T4MGDXBzc2PPnj0cOHAAgE6dOt1xdEXcO4r6vzzLotw5deoUI0eOpF69erz11lv84x//oFGjRrz44ovk5eVhNBo5cuQI/fv3Z/r06fTq1Uv7orb1rkFB8C95z3fPHymRlpeXx0svvcQPP/xA7dq1eeqpp+jevTtQMPn0+vXr1KhR4+9usiijcnJyGDduHN7e3kybNq3EhZrZbGbIkCEYjUZ++eUX7r//fv7v//4Po9FIYmIimZmZtGnThhs3buDo6Cg5qBVYQkICV65coUuXLgB07dqVkJAQZs+ejZOTEwBbt25l7NixtG/fnpCQEL7//ntq1KjBG2+8UWpVGFH2FB9ZXblyJdWrV9dWE8/KyqJ///43GkOCAAAgAElEQVT06dOHRx99FEVRGDVqFNWrV+e1117jzTffxNnZmejoaO21IsoGSYMp54q/OS0WC/369SMhIYEePXowYcIEbenwefPmMWzYMK2qw5EjR9i9ezdJSUn06NFDq5dry1ktPClV/HWF/6aZmZls2rQJVVVxdHTE0dGxxIIker2e/fv3k56ezg8//FCkd8PNzQ1vb297nIYoIw4dOsTq1auZM2dOkQvqCxcuoCiK9n5euHAhs2bNYvjw4ej1epYvX87MmTOJiooiIiICo9EoIzIVSGkLG02aNImTJ09Su3ZtfH198fLyYsGCBbRv356AgAAAqlevTsOGDfHx8cFkMvHII48wevRoWdCuHNiyZQvr1q3TUlZ/+eUXrFYr48aNw9HRkYYNG+Lg4ICTkxMWi4UlS5bQpEkTQkNDOXPmDAkJCbz33ntYrVYmTZqkBfei7JBgvRyz1T0uTKfTkZGRwdKlS2ndujUNGzZEVVVCQkJYv34927dvp0qVKuh0Oj7//HNGjx7Nt99+S/Xq1YmMjCwyAUncHYVXjAT4+OOPGTduHJmZmSxbtozExERatmyJk5OT9ve33V67do3Vq1czYMAAXFxc7Hwmoiy5evUqH330ES1btiQ1NZVdu3YxYcIEVqxYwZo1awgJCeH+++8nOTmZrVu3snfvXr744gu2b9/OpEmT6Nq1q7zPy7HSOmps8w3y8vLIycnRJoBWrVqVzZs34+TkRIMGDYiIiGDDhg0kJyfTvn17rQMnJCSEyMhImjdvTlhYmF3OS/xx8fHx/Oc//0FRFF566SX27NnDkCFDuHr1KgcPHsTf319bXbxRo0Z8+umn5Obm0rRpU9q1a0dsbCw9e/ZkxIgR2kW+KFskWC/HdDodVquVb775htTUVIxGI56enjRt2pSlS5fi5+dHXFwcDg4OODs707p1azZv3szmzZv597//TYMGDXjsscdISEjAZDLRoUMH+fK+ywqnFEHBcPSyZct45513GDZsGC1btuTDDz/kzJkzdO7cWfv7224PHDiAr68vbdu2xWAwyPMjNF5eXpw/f565c+eSlJTEvn376NSpE3379mXXrl3agjUdO3akfv36BAQEUK9ePd544w2qV69u7+aLv6jwSpLe3t7a6Ep6ejpjxozhwoULtGjRAoDQ0FCOHTvG0aNHCQwMJDg4mAYNGjB9+nQiIiKoXbu23c5D/DmFi0hERkYyb948Nm/ezIABA5gxYwYAtWvXZvXq1ZhMJurWrYuLiwsmk4lNmzYRHx9P/fr1qVmzJj4+Pvj5+dnzdMTvkGTkcmzlypXMmDGDqKgorl69iouLCz169KB///5MmDCBF198kV69ehETE4OqqoSFhfHJJ5+QkZGBk5OTtiJmRkYGgwYNsvPZlH+2wNy22JROp0On05GUlMTHH3/M1KlTWbZsGTVr1iQyMpLExETefPNNXF1defDBB4scy9Zr1q9fP5n0V4lZLJY7Pv8Gg4G33nqLtLQ0Ll++TJ06dbSeVCcnJ4YNG0ZmZiahoaHExMQQExNzL5su7oGPP/6YLVu28Oqrr5KamsrSpUv5+OOPCQ0N5fjx4yQmJmopDcOGDeOJJ54gPj6eqKgooqKiaNeuHXv37qVr166S8ljO2D4XMjMzOXv2LLGxsRw+fJjGjRsDBZ8dPj4+9O7dm++//5758+czduxYvvjiC3r27En//v1p3769Hc9A/BHy7iyncnJyWLVqFVOmTOGzzz5jyZIlBAUF8fLLL5Obm0v37t2JiYnhk08+wWQyab0wDg4OeHl5YbFYWL16NT169MDb25v69evb+YzKJ1tg/u677zJ58mTgdpCel5fH1q1bmTFjBuHh4Xh6euLr64vFYmHSpEkMHz6cFi1asHbtWpo1a0ZCQoJ2XNvzJYF65VR8IvLly5dL3U9RFKpWrUr9+vWL1Lzev38/PXr0wNfX9560V9xbttVHBw8ejNlsZuTIkbz++ut07doVgF69emE2m1m1ahVQ8DkVEhKCt7c3q1evZvPmzQB89NFHvPrqqxKolwPFa4GYTCYmT57M9OnTqVu3Lu+//z5NmjRh3rx5pKSkaJ8d/fr1o23btmzfvp127dqxbds2unTpQv/+/eX7pRyRnvUy7k7VWHbt2kVSUhJdunQhLS2NV155hWPHjjFt2jTtS/vVV1+lZ8+eJCQkFLmCNpvNbNmyhU8++YRHH32URx555F6dToVRfAJut27dilRMSEtL491332X37t0MHz6cf/zjHwC4urqydOlSoqOj2bNnj7b/O++8g6IoREZGaivFicrD1oNeuM65oiikpKQwbdo0/P39ee6556hatWqpjzeZTFy+fJmcnBymT59ORkYGb7zxhsxzqGBsrxPba+X06dNkZmaSn5/Pa6+9RseOHQFo3LgxjRs3Zv/+/axZs4Zu3bqRnp5OnTp1cHV11VIeJK2ubCo+olba+hlubm6EhYWxd+9efvzxR3r27MmoUaN44okn2LlzJ+Hh4UBBffURI0bQs2dPrl69KmUYyynJWS/jbMHgDz/8wJUrVwgNDQUKKj6cO3eOPXv28Oabb9KgQQPmz59P3bp1iY+Px93dneDgYCIiIujYsWORN7rRaCQkJIThw4fToEEDu5xXeVY4D33Dhg1MnjyZpk2bUr16dQ4ePEhgYCCurq6kpqayfft2WrZsqf2dg4ODSU5ORqfTYTAYOHr0KM8++yzZ2dk888wz+Pv72/PUhB189tlnzJ8/n+7duxepxLRkyRImTJhAhw4d+Oc//4mzs7NWZq8wq9XKoUOHmD17NosXL6Zdu3bMmTOHoKAgO5yN+DvZPncWLVrEnj17aNOmDQ899BBJSUlcvHiRWrVqaemNts+aL774grNnzzJlyhR69uzJ+PHjtTkLEqyXTTqdjuvXr/PVV19Rp04djEYj+fn5zJ8/n2vXrmnPX1hYGAkJCZw5c4ZGjRoRGhpKRkYGa9asQa/Xs2jRIv7zn/9oI+iSl15+SbBexlit1iJX0YcPH2bw4MEcOXKEZcuWkZ6eTqtWrTCZTCxfvpxff/2VRYsW0bt3bxRFYcGCBWzYsIF69erh6+tLeHh4kQDARpaJ/vMUReH06dOMHj2a7777jieffJIOHTpw/vx5evfuja+vL/Xr18fLy4sLFy5w/PhxHnjgAXQ6He7u7sTExHDp0iV++eUXEhISePzxx5k4cSJeXl72PjVxD+Xl5aHX63Fzc6N79+5aL7iiKJhMJubOncvYsWMZOHAgbm5upQbqtv2rVKlCUFAQTz/9NO3atbuXpyHuocTERJ544gmSkpJo1qwZYWFhWqrThg0b8PLyom7duiiKgru7O40aNcLX15esrCzGjx9Ply5dZN2McsBqtdKrVy9WrlxJlSpVaNCgAefOnWPx4sUkJibSo0cPFEXB1dWVvLw89uzZg6qqxMTEEBsby8WLF9m4cSMeHh7MmjVLRtgqAAnWyxBVVbUh8NTUVNzc3Ni+fTutW7dm6tSp1KhRg7lz5xIQEECbNm1IT08nOzubEydOcP36dSZNmsTBgwcZPXp0iR5z6UG5ez777DNGjx5Nly5dmDdvnjas6ObmRn5+Pv/+978ZPnw4Xl5e5OXlcfDgQSwWC9HR0aiqiqenJ3FxcXTo0IHevXtTp04dO5+RuJdUVWXQoEFcunSJZs2a4efnh4uLCz/99JNW8/r48eN8/fXX9OrVi6pVqxap/FAaBwcHgoOD5SK8AintOX/nnXdo0KAB7777LvXq1dOCsNq1a5OQkMCJEyeIjIzEwcGBjz76iA4dOlC/fn3atWtHYGCgPU5D/AZVVUstwanX6zl16hQ3b95k8+bN9OrVi+DgYHQ6HXv37tW+T6Dguf/mm284f/48kZGRBAQEEBsbS48ePejRowdGo9FepyfuIplVYge2SYk2tokjiqJw48YNnnnmGfr27Uvfvn1ZtGgRzZs3B6Bz5860bt2aJUuWcPHiRUaNGsWTTz6Ji4sL8fHx9OnThzVr1tCsWbN7fk6VyenTp2ncuDEDBgwocv+pU6fo27cvLi4uzJw5E4AWLVrQoEEDVq9ezaVLl7RRDlE52ernt2vXjq+//ppTp04BBXMcHn74YT799FOgYF6Jqqrk5+cDtycaX79+nWPHjtmn8eKesj3nubm5QMEidhs2bKB3795AwWsEbn9/PProo9y8eZMxY8Zw3333cfXqVaDk940oOwovkpeVlQUUpMCoqsqlS5cYOHAgtWrV0koxtmjRgujoaFatWsWVK1e0/X19fbW0SyhIdZW5TxWL9KzfQ8UXx1m+fDmenp7aCnErV64kJSWFrKwsZs+ezcWLFzl69Cjh4eFaHVxbbrrRaKRu3brUrFmT1q1b06lTJ6002+/1wom/platWqxfv57r16/TvHlz9u/fz+DBg8nIyKBr1654eXnx7rvv0r9/fwICAjCbzWzfvh1XV1eio6NllKMSsz33TZs25auvviIjI4O2bdvi4eGBg4MDn3/+OUOHDiUkJIQ1a9Zw4sQJatSooeWazpw5k+PHjxMbG6stZCMqhuI9rOfPn2fEiBFaOmNeXh4bNmwgLi6OoKAgrQfWbDZz48YNQkJCtLkzzz//PA888AAgo6pl3SeffMLIkSNJTU2lQYMGuLu7oygKycnJJCYmMn78eN544w3i4uIIDw/HwcGBgwcPsmXLFmJjY3n33Xdxd3fnySefpFevXvY+HfE3kWD9HikcQK9du5ahQ4eSkZFBt27dcHFx4fLlywwaNIgjR44wadIkQkNDCQ8PJz09nX379tG5c2cMBgNubm5cunSJpUuX0rlzZ3x8fACKrHopgfrfy8vLi4yMDLZu3crXX3/N999/z8iRI3nuuee0ybuHDx9m8+bN9O7dm8DAQJo3by65xJWYxWLRLtTNZjN6vZ6aNWvy1ltvacFX9erVWbt2LUlJSXTq1In69euzZcsW5s+fz8mTJ5kyZQp6vZ6JEydqkwhFxVBatQ8PDw+++eYbMjIyaNKkCVarlcTERM6ePUvHjh21nveVK1eyf/9+GjVqhLu7O+Hh4dKrWo6sXLmSixcvkpOTw/bt2wkODiYkJISrV6+SmprKgw8+yIkTJ1i7di39+/cnMDCQoKAgNmzYwJIlSwCYMmWKVv1FVEwSrN8jOp2OlJQUnn76aVavXs3EiRMZP368lnPo6uqKh4cHmzZtYsSIEbi5ueHu7o7FYtFWGLUtdmCrLmLLWbORHpR7p27dumzcuJFr167x5ZdfEhcXpw03Ozk54evry0cffaRNOJV615XL5cuXmTFjBr6+vlStWlWbi2IymbTlvKtVq8bevXvZu3cvXbp0wcvLCx8fH9577z26d+9O7dq1adGiBU2aNMHZ2ZlBgwbx1FNPyWSxCiQ/P197beTk5LB69Wrc3Ny00dZatWrxxRdfEBQURNOmTcnLy2P9+vWsXr0aRVGYO3cuS5cupWvXrjL3pZwKDw9n//79dOjQAaPRyLZt27h27Rru7u6sWbOGRx55hPr16zN79myqVq1K3bp1CQkJoVu3bvTs2ZPBgwffcfK5qDgkWL9HDh48SL9+/WjRogULFy4ssryzrdc9KiqK5cuXc+3aNdq0aQOAv78/qamp/PDDD7Rv3x5PT08URZGybHZmMBhwcHDg2LFjeHt7ExkZqV0sKYpCcHAwjz32mJRirKROnjzJmjVrOHPmDJ07d+bq1au8+OKLfP/99/z888/odDrCwsKIjY1l+vTp2qq2wcHBJCUlsXr1avr164ebmxuhoaHUq1dP3vMViO0z3zYKunfvXo4dO8b777+Pv78/9erVAyAwMJDk5GTi4+OJi4ujWbNmNGrUiPPnz3PixAkCAgL45JNPiIqKsufpiL/A09OTtLQ09u/fT7du3ejQoQPvvfceFouFvXv3ct9991G9enVMJhNvv/02Q4cOxWAw4OjoKCMolYgE6/fI9evXOX/+PI6Ojtx3333a/Z999hmLFi2iXr16+Pj44O/vz7/+9S/uv/9+fHx8MBqN6PV6goKCaN68uZTdKkNq167N7t27OXXqFNWqVaNKlSrA7UlD0ttReRWeq2A2m/nqq69wd3enV69exMfH88MPP9CgQQPq1KnD5cuX+e6777j//vvx8vIiICCAuXPn0q1bNy3NTZRfpaW42IL0ixcv0rNnT06cOMFzzz3HsWPHOHnyZJF5Co0bN2bWrFn4+vpSu3ZtgoKC6NChAx07dqRdu3ayCmUFUK9ePVavXk1GRgYPPvigNhfKz8+PHj164OzsTExMDJ6enlJAopKSYP0us+WjFp/k6e3tjaOjI0uWLCE6Opr09HSGDh1KSkoKY8eO1YYwbSW4Nm/eTN++fQEICQkhJiZGAvUyyM/Pj//85z9UqVKFmJgYSUWq5GzzRgDc3d05d+4cGzdupEaNGrz22mvUrFmTVq1akZSUxIoVK3j44Yfp0KEDs2fPxmw206pVK4KCghgyZIj0pFcQtvSnwiX08vLyePLJJzl58iQdO3bU5iP4+/uzatUqDAYD9evXR6/Xc/bsWTZt2kRiYiItW7bURuskSK84DAYDBoOBDRs24OTkRJs2bejcuTOtWrXSLtiNRiONGjWyc0uFvchMxLvEYrEwe/ZsXnjhBYASkzwVRaFx48a0adOGxx9/nGeffZYRI0bw3//+t0RN9NGjR3P+/HkuX75c5H4p+Vf2NG7cmJdeeonBgwdLoC7Q6XScOnUKq9VKWFgYcXFxZGdnk52dDRR8Tvj6+vLwww9z48YNjh49CsDIkSPZvXs3169fR1EUvL297Xka4i+wzV2xfV6vWrWKQYMGAQVB+tq1a1FVlSpVqrBw4UItPz0/P5+YmBji4uLYsWMH33zzDXl5eXz99dc8++yzjB8/vsQ8JVFxdO/enerVqxMfH8/PP/8MIAvlCY0E63eJqqr4+vpy6NAhDh48iKIoWCyWIvv4+fnRvXt3qlWrxuOPP06fPn20fVRV5f333yc5OZmGDRuyadMmLa3CRoLBsqljx45SRq+SKH7BXPw9bjKZGD58uHbR3qJFC+6//36Sk5O5cOGC1huan59Pfn6+9mU8dOhQli1bJpNHyzHba8PWUWP7vA4NDUVVVZ566ikaNWrE3r17cXR0ZMyYMbi7u2v10G2GDh1KVFQUixYtom3btly5coUHHniA7t2739sTEvfc4MGDOXToEPv27Ss1fUpUXpIGc5fodDr8/Pw4ffo0mzZtom/fvkV6121vPC8vL3Jycli6dClDhgxBr9ezaNEiRowYgU6no2/fvlqus61SgBDCvoqvkWBT/P1pNBrx8fHhk08+oUePHlStWhW9Xs/hw4c5fPgwzZo1w9nZmW+++QZFUejTp49c6FUAVqtVey1s27aNGTNmYDAYqFWrFllZWXz++eecO3eOTz/9lCFDhgAFKx5brVY+//xz+vfvj4uLC6qq4uLiQuvWrWnZsiUDBw5k4MCBkvJSSQQGBhIaGsoDDzwgz7koQoL1v6DwyqNQkKPq5OTEqlWr8PDwIDIyUstdt+1jNBrx8PDg4MGDrFixgoULF3LgwAGmTZvGqFGjikxKlEBdCPsrHIjt2rWL7du3k52dTUBAAFevXmXIkCG0adMGd3d3AIKDgzly5Ajr16/nwQcfJCAggOzsbL755hsOHDjA+vXrOXLkCK+99ppUC6ogFEUhNTWVZ555hu+++4777rsPb29vatSogdlspnr16uTk5HD16lXatm2rzW2qX78+y5Yt48qVK7Ru3Vo7FhTMc5J6+pVPjRo1JFAXJUiw/ifl5+ej1+tLXcgiKyuL77//nv79++Pg4FBiOMvT05MbN26wdetWBg4cyFtvvaUNlRYODIQQ9qcoCqdPn+bZZ59l6dKl5Obm8t5772E0GmncuDELFy7k7NmzdO7cGSi4IA8NDeWjjz4iOjqa8PBwnJycOHXqFKGhoYwaNYpnnnlGKr1UICaTiUmTJlG7dm2++OILYmNjCQ8PR1EU3N3dqVevHvn5+Xz11Vc0adJEW4HUYDAQEBDA9OnTpfqPEOKOJFj/k2wB9eeff86mTZvIzMykTp06ODs74+rqyo4dO0hLSyMuLq5EsK7X66levTojRowgJiYGKFl3VwhRNnz22WeMHj2aLl26MG/ePHr06EF2djYrV65k0KBBREdHM3PmTFq2bElgYCBQUN1hzZo17Nu3j8GDB1OlShXq1KnDgAEDJCCrgPbv38+GDRt48803i4yOpqSk4OTkhMFgwNfXl19++YX4+Hh69eqFTqcjKSmJxo0b4+HhQbNmzYpUjBFCCBsJ1v+kTZs2MXz4cNLT0wH49ttvOXPmDO3bt8fLy4v8/HyWLFlCp06d8PLyKlHK0cnJSZuEKkG6EGXX8uXLcXFx4dlnn9UmhGZnZ3PkyBF69epFrVq1SE5OZt26dfTp0wedTofZbObYsWPs27ePevXqUaNGjRITxkXFkZmZyUcffUTDhg05e/YsW7ZsYdy4caxZs4YVK1bg4uJCkyZN8PT0ZMGCBZw7d47XX3+d1NRUOnToQNOmTSVQF0LckQTrv6O01JSLFy+yaNEiHnjgAaZMmcL999+P0Whkzpw5xMXFERYWhru7O0lJSezatYvu3bvfMRiXIF2Isq1WrVqsX7+e69ev07x5cw4dOsRbb71F165dadWqFTqdjiZNmvDee++RkpJCeno606dPp2XLlrz99tvUrVvX3qcg/mYBAQGcO3eOxYsXk5yczLFjx+jfvz+DBw/m8OHDHDp0iObNmxMdHU1UVBRHjx6ld+/ejB07ViYYCyF+l6JK8e4SbGkrhYN0k8nErl27aNGiBQ4ODvz88880adIEk8nEyy+/zL59+3B3d8fNzY2lS5disVj47rvvmDdvHvPnzycgIMDOZyWE+LM+/fRTNm7ciNls5vLly4wePZr+/fsDtyegbt26lQ0bNnD06FH69++v1dYWlYPVasVkMnHx4kVtkTuADRs28OKLL/Lf//6X0NBQO7ZQCFFeSbBeyK5du4iLiytx/6effsqnn35Kly5dGD58OOHh4QCcOXOGMWPGEB4ezmuvvca2bdsYM2YMU6dOZcCAAWRnZ+Po6CjDm0KUczdu3ODZZ58lLS2NTz/9lMDAQFRVRVXVIqNjMkG88rpTXex3332X1NRUXn/9dZydne3QMiFEeSffKrfMnz+ftWvXYjKZiix88tlnn7FlyxYWL17MtGnTtEAdYM+ePdSoUYO3334bFxcXUlJSaNmyJXv27EFVVdzd3TEajSUWThFClC/Ozs48+OCDuLq6smfPHqCgSkzxwFwC9crLFqhfuXKF5ORkdu3aRd++fdm8eTNDhw6VQF0I8ac52LsB9nTx4kWOHj1Kp06d6Nu3r1bT1hasZ2dns3PnTvr27UutWrVK9JqdO3eO7du38+WXX/Ljjz+iKAqzZ88uUe1BaqYKUf51796dTZs2sXXrViIiIoiKipJVBkUJJ0+eZPbs2aSnp/PQQw8xdOhQezdJCFHOVdo0mLy8PObMmcNXX33Fpk2bcHd3x2w2s2TJEgwGAw8//DCZmZl07NiRhQsXUq9ePSwWi7aKoa23/J133iEpKYn69evz/PPPa8e3WCwSpAtRwRw4cIDx48fz2GOP8eijj0qgLkp14MABoqOjJQVSCHFXVNpgHeDo0aNMmzaNqKgoXnrpJa5evcqkSZMAmDhxImFhYQwbNgxXV1c+/PBDrRctOzubHTt20LFjR4xGI/n5+Tg4FAxSSJAuRMW2adMm2rRpI1U8hBBC3BOVsnSjbalnf39/LBYLS5YsoUWLFoSEhODo6MiBAwe4efMmsbGxeHp68sknn2C1WnF1dSUlJYWRI0diNptp27YtBoMBnU6H1WoFJGdViIpOlgMXQghxL1XanvXU1FTmzJmDi4sL3333He3bt+df//oXANOnT+fEiROMGTOG+vXr8/333/PNN9+g1+vJysri0Ucf5eGHH7bzGQghhBBCiIquUnYDHzp0iIceegh3d3fuv/9+GjVqxK5du1i7di0AXbt2RafTsXLlSqxWK3369GHhwoXMnDmTlStXaoG6VHkRQgghhBB/pwqdBmNLTSk+CWzRokUEBwczZcoUgoODad68Oenp6axevZqBAwcSGBjIxYsX2b59Ox4eHtSuXRudToeHhwdQEKTrdDpJeRFCCCGEEH+rChtt2gJqRVEwmUxFtv3666+kp6cDBWUaAwICaNeuHRcuXGDRokUA3HfffcTFxVGvXr0Sx5Z8VSGEEEIIcS+U+2D9Tqkoer2eK1eu8PzzzzNmzBhefPFFdu7cCUBERAQ3btwgKSlJ63X39PTk5s2bzJo1i/T0dGrUqMH48eOpVq3aPTsXIYQQQgghCiv3wbqtlzszMxO4vaBRUlISgwYNwtnZmfHjx+Pu7s7s2bPZsGEDnTt3xmAw8NFHH3HlyhUAduzYwdChQ3nllVfw8fHRUmhst0IIIYQQQtxr5T5YT0xMJDIykgkTJgC389M3/H97dxfSZBvHcfxntrWC0RJvFpTEpLpFPClWuR0EbSdGWETQgUjoMA9KO+gFNSMKopOIIqKgs6CIUSQVQsFTUCzLmEXliN4OJvZGY0EIvd75HIQjcRbxPLr7ru/nbLv/bP/r7MfF/76uf/7RihUrtH//flVUVGjBggV68OCB+vv7FQgE1NTUpGfPnqm5uVnhcFj3799XXV2d1q5dO2oenbl0AAAAFMrUQjfwO/Jd7f3hwwdNmTJFN27c0NWrVxWNRiVJAwMDMk1Tz58/V0dHhzKZjI4cOaJIJKKhoSEtW7ZMp06d0qtXr/Tp0yctXrw49x/S2JdSAQAAgMnmiHPW84X0EdevX1d3d7csy9K9e/d0+fJlud1ubd26VY8ePVI2m1VTU5M2btwo6fs10Ol0WqtWrRpzFTS3jwIAAHCX5sAAAARRSURBVMBOHDHjMRLUT548qQMHDujJkye5Z+Xl5erp6VFra6sk6cSJE5Kk1atX6/3799qyZUsuqB87dkzbt2+XpLxXhRPUAQAAYCeO2FmXpJ6eHsViMfl8PhmGocOHD6usrExut1uNjY1qaGjQ27dvtW/fPl25ckV+v19Hjx7VtWvX5PP5lMlk5PF4tGfPHlVWVhZ6OQAAAMAvOSasS9K2bdvkdrv18uVLlZaWKhAIqKWlRY2NjWpublYoFFJtba0WLlyogwcPyrIsZTIZvXv3TkNDQwoGg5K+n/BSVFTEXDoAAABszRFjMCPWrVunwcFBhcNhrV+/XmfPnlU8Hlcmk9Ht27clSZ2dneru7tadO3dUXFwsv9+vioqKXFD/8bIkAAAAwM4cFdbD4bDmz5+vZDIpwzB0/Phx9ff36+nTp5o+fbq+fv2q6upqLV++XH19fXl/g7l0AAAAOIWjxmAkKZ1Oq62tTUuXLtXmzZtzxzZWVVXJ7/dLkj5//jzmpBcAAADAaRy1sy5J8+bNUyQSUV9fn27evCmXy6VoNJoL6pJyQZ3bRwEAAOBkjgvrklRfXy+Px6NLly7p9evX49Zx+ygAAACczJFpdsaMGaqtrVVZWZlmzpxZ6HYAAACACeG4mXUAAADgb+HInfUfMZcOAACAPxU76wAAAIBNOX5nHQAAAPhTEdYBAAAAmyKsAwAAADZFWAcAAABsirAOAPgtpmnqwoULP63p7e2VaZo/vbgOAPBrhHUAwLgaGhrU3t4+6rtEIqGamprc58rKSp0/f36yWwOAv8LUQjcAAHAWwzAK3QIA/DXYWQcA5NXe3q5bt26pq6tLpmnKNM3ceMvIGEwkEpFlWero6MjVjCedTqu1tVXBYFBLlixRLBbT48ePJ2s5AOBIhHUAQF6dnZ0KBoNauXKlEomEEomEFi1aNKrm3LlzKi4u1s6dO3M1+WQyGdXV1amkpESnT59WPB5XIBDQhg0blM1mJ2M5AOBIhHUAQF5er1cul0sej0eGYcgwDLnd7lE1JSUludqRmnzOnDmjOXPmaO/evTJNU+Xl5dq1a5e8Xq8uXrw44WsBAKdiZh0AMOEePnyoVCo1Zmf+48ePSqfTBeoKAOyPsA4AmHDfvn1TdXW1du/ePeaZ1+stQEcA4AyEdQDAuFwulyzL+s81VVVV6urq0uzZszVt2rT/s0UA+KMxsw4AGNfcuXOVSqU0MDCgbDarL1++5K3p7e3Vmzdvxn1ZtL6+XpZladOmTUomkxocHFQymdShQ4d09+7diV4GADgWYR0AMK5YLKZZs2ZpzZo1CoVCeYN1W1ubUqmUotGoQqFQ3t8pLS1VPB6Xz+dTS0uLampqtGPHDr148YJz2wHgJ4qGh4eHC90EAAAAgLHYWQcAAABsirAOAAAA2BRhHQAAALApwjoAAABgU4R1AAAAwKYI6wAAAIBNEdYBAAAAmyKsAwAAADb1L+w+W+WJKDGtAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "top_incidents_list[:10].plot(x='title', y='total', rot=30);"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 129,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tK4iz3Q6FEz2",
        "outputId": "e66c5916-6bf0-40ff-c6e9-ac69dd1804da"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "['Medical Emergency',\n",
              " 'Traffic Collision',\n",
              " 'Fire Alarm',\n",
              " 'Alarm',\n",
              " 'Public Service',\n",
              " 'Refuse/Garbage Fire',\n",
              " 'Structure Fire',\n",
              " 'Lift Assist',\n",
              " 'Mutual Aid',\n",
              " 'Fire']"
            ]
          },
          "execution_count": 129,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "top_10_incidents = top_incidents_list.title.tolist()[:10]\n",
        "top_10_incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 130,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "j6E_IfqwFwTx",
        "outputId": "2eac1ebc-bf19-47a5-f9bc-b578c6273c1f"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
              "      <th>location</th>\n",
              "      <th>timestamp_time</th>\n",
              "      <th>date_of_incident</th>\n",
              "      <th>description</th>\n",
              "      <th>duration</th>\n",
              "      <th>business</th>\n",
              "      <th>address</th>\n",
              "      <th>address_2</th>\n",
              "      <th>city</th>\n",
              "      <th>state</th>\n",
              "      <th>duration_in_seconds</th>\n",
              "      <th>day_name</th>\n",
              "      <th>weekday</th>\n",
              "      <th>month_name</th>\n",
              "      <th>time_of_the_day</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>2300 A ST, TACOMA, WA</td>\n",
              "      <td>11:52 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1 h 46 m</td>\n",
              "      <td>None</td>\n",
              "      <td>2300 A ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>6360</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Morning</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>PUYALLUP AVE &amp; A ST, TACOMA, WA</td>\n",
              "      <td>9:37 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E04</td>\n",
              "      <td>18 m</td>\n",
              "      <td>None</td>\n",
              "      <td>PUYALLUP AVE &amp; A ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>1080</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Morning</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 24TH ST &amp; A ST, TACOMA, WA</td>\n",
              "      <td>9:00 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E02</td>\n",
              "      <td>14 m</td>\n",
              "      <td>None</td>\n",
              "      <td>S 24TH ST &amp; A ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>840</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Morning</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>WPG Fire Paramedic</td>\n",
              "      <td>DAKOTA ST &amp; MEADOWOOD DR, WINNIPEG, MANITOBA</td>\n",
              "      <td>1:33 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2 m</td>\n",
              "      <td>None</td>\n",
              "      <td>DAKOTA ST &amp; MEADOWOOD DR</td>\n",
              "      <td>NaN</td>\n",
              "      <td>WINNIPEG</td>\n",
              "      <td>MB</td>\n",
              "      <td>120</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "      <td>Midnight</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Winter Park Fire</td>\n",
              "      <td>1000 EARLY AVE, WINTER PARK, FL</td>\n",
              "      <td>12:43 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>E61</td>\n",
              "      <td>20 m</td>\n",
              "      <td>None</td>\n",
              "      <td>1000 EARLY AVE</td>\n",
              "      <td>NaN</td>\n",
              "      <td>WINTER PARK</td>\n",
              "      <td>FL</td>\n",
              "      <td>1200</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "      <td>Midnight</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>245817</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Anoka County</td>\n",
              "      <td>SOUTH COON CREEK DR NW &amp; ROUND LAKE BLVD NW, ANDOVER, MN</td>\n",
              "      <td>6:22 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AALL AE21</td>\n",
              "      <td>10 m</td>\n",
              "      <td>None</td>\n",
              "      <td>SOUTH COON CREEK DR NW &amp; ROUND LAKE BLVD NW</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANDOVER</td>\n",
              "      <td>MN</td>\n",
              "      <td>600</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Morning</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>245818</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Anaheim FD</td>\n",
              "      <td>710 E CERRITOS AV, ANAHEIM, CA (CRENSHAW LUMBER)</td>\n",
              "      <td>1:33 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>AB1 AB2 AE1 AE3 AE5 AE6 AE7 AI2 AT1 AT3 AT6 CE83 OB1 OE3</td>\n",
              "      <td>5 h 46 m</td>\n",
              "      <td>CRENSHAW LUMBER</td>\n",
              "      <td>710 E CERRITOS AV</td>\n",
              "      <td>NaN</td>\n",
              "      <td>ANAHEIM</td>\n",
              "      <td>CA</td>\n",
              "      <td>20760</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Midnight</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>245819</th>\n",
              "      <td>Mutual Aid</td>\n",
              "      <td>Sumter Fire &amp; EMS</td>\n",
              "      <td>34464 CORTEZ BLVD, BLDG NOT FOUND, RIDGE MANOR, FL (DOLLAR GENERAL)</td>\n",
              "      <td>3:45 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>NaN</td>\n",
              "      <td>9 m</td>\n",
              "      <td>DOLLAR GENERAL</td>\n",
              "      <td>34464 CORTEZ BLVD</td>\n",
              "      <td>BLDG NOT FOUND</td>\n",
              "      <td>RIDGE MANOR</td>\n",
              "      <td>FL</td>\n",
              "      <td>540</td>\n",
              "      <td>Monday</td>\n",
              "      <td>0</td>\n",
              "      <td>May</td>\n",
              "      <td>Midnight</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>245820</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 8TH ST &amp; YAKIMA AVE, TACOMA, WA</td>\n",
              "      <td>7:38 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E01</td>\n",
              "      <td>8 m</td>\n",
              "      <td>None</td>\n",
              "      <td>S 8TH ST &amp; YAKIMA AVE</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>480</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Evening</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>245821</th>\n",
              "      <td>Fire</td>\n",
              "      <td>Tacoma Fire</td>\n",
              "      <td>S 92ND ST &amp; S HOSMER ST, TACOMA, WA</td>\n",
              "      <td>3:47 PM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>E08</td>\n",
              "      <td>2 m</td>\n",
              "      <td>None</td>\n",
              "      <td>S 92ND ST &amp; S HOSMER ST</td>\n",
              "      <td>NaN</td>\n",
              "      <td>TACOMA</td>\n",
              "      <td>WA</td>\n",
              "      <td>120</td>\n",
              "      <td>Sunday</td>\n",
              "      <td>6</td>\n",
              "      <td>May</td>\n",
              "      <td>Afternoon</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>245822 rows × 17 columns</p>\n",
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              "  "
            ],
            "text/plain": [
              "                 title              agency  ... month_name time_of_the_day\n",
              "0                 Fire         Tacoma Fire  ...        May         Morning\n",
              "1                 Fire         Tacoma Fire  ...        May         Morning\n",
              "2                 Fire         Tacoma Fire  ...        May         Morning\n",
              "3           Mutual Aid  WPG Fire Paramedic  ...        May        Midnight\n",
              "4                 Fire    Winter Park Fire  ...        May        Midnight\n",
              "...                ...                 ...  ...        ...             ...\n",
              "245817  Structure Fire        Anoka County  ...        May         Morning\n",
              "245818  Structure Fire          Anaheim FD  ...        May        Midnight\n",
              "245819      Mutual Aid   Sumter Fire & EMS  ...        May        Midnight\n",
              "245820            Fire         Tacoma Fire  ...        May         Evening\n",
              "245821            Fire         Tacoma Fire  ...        May       Afternoon\n",
              "\n",
              "[245822 rows x 17 columns]"
            ]
          },
          "execution_count": 130,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_top_10_df = pulse_point_df[pulse_point_df['title'].isin(top_10_incidents)].reset_index(drop=True)\n",
        "pulse_point_top_10_df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8ZA2dNIwoLj9"
      },
      "source": [
        "### Group By Day & Time"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 131,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "GasX0G_9Ltcz",
        "outputId": "9c7244f8-7014-412a-9512-ed8dc022f238"
      },
      "outputs": [
        {
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              "      <td>113</td>\n",
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              "      <td>435</td>\n",
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              "      <th>4</th>\n",
              "      <td>Alarm</td>\n",
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              "      <td>398</td>\n",
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              "    <tr>\n",
              "      <th>347</th>\n",
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              "      <td>Midnight</td>\n",
              "      <td>851</td>\n",
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              "      <td>Wednesday</td>\n",
              "      <td>Morning</td>\n",
              "      <td>990</td>\n",
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              "      <td>Traffic Collision</td>\n",
              "      <td>Wednesday</td>\n",
              "      <td>Night</td>\n",
              "      <td>408</td>\n",
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              "\n",
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              "  "
            ],
            "text/plain": [
              "                 title   day_name time_of_the_day  incident_count\n",
              "0                Alarm     Friday       Afternoon             113\n",
              "1                Alarm     Friday         Evening             114\n",
              "2                Alarm     Friday        Midnight             355\n",
              "3                Alarm     Friday         Morning             435\n",
              "4                Alarm     Friday           Night             134\n",
              "..                 ...        ...             ...             ...\n",
              "345  Traffic Collision  Wednesday       Afternoon             232\n",
              "346  Traffic Collision  Wednesday         Evening             398\n",
              "347  Traffic Collision  Wednesday        Midnight             851\n",
              "348  Traffic Collision  Wednesday         Morning             990\n",
              "349  Traffic Collision  Wednesday           Night             408\n",
              "\n",
              "[350 rows x 4 columns]"
            ]
          },
          "execution_count": 131,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "top_10_time_df = pulse_point_top_10_df.groupby([\"title\",\"day_name\", \"time_of_the_day\"],\n",
        "                                     as_index=False).count()[['title','day_name', \n",
        "                                                              'time_of_the_day',\n",
        "                                     'agency']].reset_index(drop=True).rename(columns={'date_of_incident':'date',\n",
        "                                                                                             'agency':'incident_count'})\n",
        "top_10_time_df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "htpkVjCwoiTs"
      },
      "source": [
        "### Utility Plot Function"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 132,
      "metadata": {
        "id": "T-r0ADj_QpnX"
      },
      "outputs": [],
      "source": [
        "# plotly categorical barplot\n",
        "def plot_top_incident_by_time(title):\n",
        "  fig = px.bar(top_10_time_df[top_10_time_df.title.str.strip()==title], \n",
        "        x=\"day_name\", \n",
        "        y=\"incident_count\", \n",
        "        color=\"time_of_the_day\", \n",
        "        barmode=\"group\",\n",
        "        labels={'day_name':'Day', \n",
        "                'incident_count': 'Incident Count',\n",
        "                'time_of_the_day': ''},\n",
        "        title=f\"{title} by Time of The Day\",\n",
        "        ).for_each_trace(lambda t: t.update(name=t.name.replace(\"=\",\"\")))\n",
        "  # remove '=' sign from color\n",
        "  # https://github.com/plotly/plotly_express/issues/36\n",
        "  fig.show()\n",
        "\n",
        "\n",
        "# seaborn alternative\n",
        "\n",
        "# def plot_top_incident_by_time(title):\n",
        "#   g=sns.catplot(data=top_10_time_df[top_10_time_df.title.str.strip()==title], \n",
        "#                 x=\"time_of_the_day\",\n",
        "#                 y='incident_count', \n",
        "#                 col='day_name',\n",
        "#                 kind='bar', \n",
        "#                 height=6,\n",
        "#                 col_wrap=4,)\n",
        "\n",
        "#   for ax in g.axes.flatten():\n",
        "#       ax.tick_params(labelbottom=True)\n",
        "\n",
        "#   g.set_ylabels('Incident count')\n",
        "#   g.set_axis_labels('Time of the Day')\n",
        "#   g.set_titles(\"{col_name}\")\n",
        "#   # g.despine(left=True)\n",
        "#   # plt.suptitle('Incident By Time')\n",
        "#   plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PyScE4eJN8Em"
      },
      "source": [
        "## Medical Emergency"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 133,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "uV2-htgHN6x8",
        "outputId": "5c0d5f42-8ee5-4522-bbcb-9b2c5df29ca6"
      },
      "outputs": [
        {
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      "source": [
        "plot_top_incident_by_time('Medical Emergency')"
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        "## Traffic Collision"
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      "source": [
        "plot_top_incident_by_time('Traffic Collision')"
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      "source": [
        "## Fire Alarm"
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      "source": [
        "plot_top_incident_by_time('Fire Alarm')"
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "05rWEvLgOILB"
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      "source": [
        "## Alarm"
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      "execution_count": 136,
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        "id": "w4mzOt2KOILB",
        "outputId": "9816557f-3288-4f64-c6c0-00e00c30ccdc"
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      "outputs": [
        {
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      "source": [
        "plot_top_incident_by_time('Alarm')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gq8Gi0D7OIj1"
      },
      "source": [
        "## Public Service"
      ]
    },
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      "cell_type": "code",
      "execution_count": 137,
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        "colab": {
          "base_uri": "https://localhost:8080/",
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        },
        "id": "OFM01gsNOIj1",
        "outputId": "b17a1c14-2a9b-44e0-f480-892ad72b013e"
      },
      "outputs": [
        {
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              "\n",
              "// Listen for the removal of the full notebook cells\n",
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              "</body>\n",
              "</html>"
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          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plot_top_incident_by_time('Public Service')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gAF-BNVHOIrb"
      },
      "source": [
        "## Refuse/Garbage Fire"
      ]
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    {
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        "outputId": "66587dc5-3595-4854-da88-50f376e1787b"
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      "outputs": [
        {
          "data": {
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      "source": [
        "plot_top_incident_by_time('Refuse/Garbage Fire')"
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "kgXLlty5OIwe"
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      "source": [
        "## Structure Fire"
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      "execution_count": 139,
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        "id": "1-IeviRXOIwe",
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        "plot_top_incident_by_time('Structure Fire')"
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      "source": [
        "## Mutual Aid"
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        "outputId": "97159637-6835-45d8-9ca9-43eac5305818"
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          },
          "metadata": {},
          "output_type": "display_data"
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      ],
      "source": [
        "plot_top_incident_by_time('Mutual Aid')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "McsHPf97OI8t"
      },
      "source": [
        "## Lift Assist"
      ]
    },
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      "execution_count": 141,
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        "id": "SPel1mvqOI8u",
        "outputId": "bb5627d6-6d38-4e11-ad4c-84f60eefccf7"
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          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plot_top_incident_by_time('Lift Assist')"
      ]
    },
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      "cell_type": "markdown",
      "metadata": {
        "id": "Rtjo1UppOKwl"
      },
      "source": [
        "## Fire"
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              "                        {\"responsive\": true}\n",
              "                    ).then(function(){\n",
              "                            \n",
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              "\n",
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              "\n",
              "                        })\n",
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              "                \n",
              "            </script>\n",
              "        </div>\n",
              "</body>\n",
              "</html>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plot_top_incident_by_time('Fire')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WmVJydTfEsDO"
      },
      "source": [
        "<a id='10'></a>\n",
        "# 10 Top State : CA "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "K8dNTWMxZIHs"
      },
      "source": [
        "According to a 2017 study from the U.S. Census Bureau, California state's local governments consist of 57 counties, 482 cities, towns, and villages, and 2,894 special districts"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 143,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 669
        },
        "id": "GZUa9CubEzvI",
        "outputId": "242e7fc6-0f06-401c-8361-377c27f5274a"
      },
      "outputs": [
        {
          "data": {
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              "\n",
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              "      <th></th>\n",
              "      <th>title</th>\n",
              "      <th>agency</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>Structure Fire</td>\n",
              "      <td>Woodland Fire</td>\n",
              "      <td>2220 MURPHY DR, WOODLAND, CA</td>\n",
              "      <td>11:00 PM</td>\n",
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              "      <th>20</th>\n",
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              "      <td>NaN</td>\n",
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              "      <td>1320</td>\n",
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              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>Working Residential Fire</td>\n",
              "      <td>Contra Costa FPD</td>\n",
              "      <td>30 GUZMAN CT, CONCORD, CA</td>\n",
              "      <td>12:25 AM</td>\n",
              "      <td>2021-05-03</td>\n",
              "      <td>BC1 BC2 BS107 DISP E105 E109 E110 E122 E1665 INV80 M9 PD PGE2 T101 TC10 TIMER</td>\n",
              "      <td>2 h 55 m</td>\n",
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              "      <td>30 GUZMAN CT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>CONCORD</td>\n",
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              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>Refuse/Garbage Fire</td>\n",
              "      <td>Compton Fire</td>\n",
              "      <td>710 - LONG BEACH FRWY &amp; W ALONDRA BLVD, COMPTON, CA</td>\n",
              "      <td>11:34 AM</td>\n",
              "      <td>2021-05-02</td>\n",
              "      <td>42</td>\n",
              "      <td>32 m</td>\n",
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              "      <td>710 - LONG BEACH FRWY &amp; W ALONDRA BLVD</td>\n",
              "      <td>NaN</td>\n",
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              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>Residential Fire</td>\n",
              "      <td>Alameda Co FD</td>\n",
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              "                                                     [key], {});\n",
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              "\n",
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              "  "
            ],
            "text/plain": [
              "                       title            agency  ... month_name time_of_the_day\n",
              "11            Structure Fire     Woodland Fire  ...        May           Night\n",
              "20                      Fire       Colton Fire  ...        May        Midnight\n",
              "21  Working Residential Fire  Contra Costa FPD  ...        May        Midnight\n",
              "25       Refuse/Garbage Fire      Compton Fire  ...        May         Morning\n",
              "35          Residential Fire     Alameda Co FD  ...        May        Midnight\n",
              "\n",
              "[5 rows x 16 columns]"
            ]
          },
          "execution_count": 143,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_ca_df = pulse_point_df[pulse_point_df.state.str.strip() == 'CA'].copy()\n",
        "pulse_point_ca_df.drop(axis=1, columns=['state'],inplace=True)\n",
        "pulse_point_ca_df.head()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "dPTZToii4eZF"
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      "source": [
        "<a id='10.1'></a>\n",
        "## 10.1 Descriptive Analysis"
      ]
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              "                       count         mean          std  ...     50%     75%      max\n",
              "duration_in_seconds  85136.0  2235.815401  2495.429214  ...  1500.0  2940.0  94080.0\n",
              "weekday              85136.0     3.157278     2.070344  ...     3.0     5.0      6.0\n",
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        "pulse_point_ca_df.describe().T"
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      "cell_type": "markdown",
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        "**The average duration of the incidents is ~37 minutes**"
      ]
    },
    {
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      "execution_count": 145,
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        "id": "GeGprknkV-SD",
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              "                                                     [key], {});\n",
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            "text/plain": [
              "                 count unique                         top   freq\n",
              "title            85136     81           Medical Emergency  52612\n",
              "agency           85136    190            Contra Costa FPD   4609\n",
              "location         85136  54278  N HARBOR BL, FULLERTON, CA     79\n",
              "timestamp_time   85136   1440                     6:42 AM    113\n",
              "description      83417  22841                         E51    439\n",
              "duration         85136    469                        19 m   2528\n",
              "business          3264   2633                       UNINC     83\n",
              "address          85136  50046              EL CAMINO REAL    112\n",
              "address_2         2791   1197                         GIL    168\n",
              "city             85136    774                 LOS ANGELES   8017\n",
              "day_name         85136      7                      Sunday  15451\n",
              "month_name       85136      8                    November  16856\n",
              "time_of_the_day  85136      5                     Morning  32291"
            ]
          },
          "execution_count": 145,
          "metadata": {},
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      "source": [
        "pulse_point_ca_df.describe(include='object').T"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Sk3FNEuxwnEd"
      },
      "source": [
        "#### CA State Summary\n",
        "\n",
        "1. **Contra Costa FPD** is the most engaged agency\n",
        "2. Highest reported incidents occurred on Sunday\n",
        "3. After the end of covid-19 lockdown, the number of emergency incidents was higher and peaked at last month - November\n",
        "4. Most reported emergencies have taken place in Los Angeles\n",
        "5. Fire Truck Engine 51 (E51) was the most frequent emergency code "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 146,
      "metadata": {
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          "base_uri": "https://localhost:8080/"
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        "id": "ry8tqvRNyogw",
        "outputId": "c55c1fb0-dbca-48d2-ad6c-01b157302101"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "E51        439\n",
              "E57        355\n",
              "E53        307\n",
              "E3         270\n",
              "E58        269\n",
              "E56        261\n",
              "E1         254\n",
              "E55        254\n",
              "E52        247\n",
              "FA1 FE1    243\n",
              "E60        238\n",
              "E13        233\n",
              "E14        232\n",
              "E54        232\n",
              "E18        229\n",
              "E11        225\n",
              "E10        225\n",
              "E7         217\n",
              "E33        214\n",
              "E2         211\n",
              "Name: description, dtype: int64"
            ]
          },
          "execution_count": 146,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_ca_df.description.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yzwhSy600DOq"
      },
      "source": [
        "Top emergency code descriptions refer to **Fire Emergency** -\n",
        "\n",
        "* [E51 Fire Engine](https://en.wikipedia.org/wiki/Engine_51)\n",
        "* [E57 responding to a emergency](https://youtu.be/KHLXfla934E)\n",
        "* Here is an E53 Fire Truck - \n",
        "![E53 Fire Truck](https://live.staticflickr.com/684/32220280980_a36919d676_b.jpg \"Credit: flickr\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 147,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "CngTKFsaYsWI",
        "outputId": "e979d63d-c4ad-4a83-e58a-b9474ce5d934"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "There are total **774** cities in California"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "printmd(f\"There are total **{len(pulse_point_ca_df.city.unique())}** cities in California\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 148,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 46
        },
        "id": "G9Y-WVgXVoNf",
        "outputId": "c27284ef-cede-44de-b97b-7a5a9fc6d6d7"
      },
      "outputs": [
        {
          "data": {
            "text/markdown": [
              "**Most emergencies take place in Saturday and Sunday (Holiday) in California**"
            ],
            "text/plain": [
              "<IPython.core.display.Markdown object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "pulse_point_ca_df.day_name.value_counts().head(10)\n",
        "printmd(f\"**Most emergencies take place in Saturday and Sunday (Holiday) in California**\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Kpeq9tMWpUpy"
      },
      "source": [
        "### Incidents by Time of The Day"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 149,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "hNOFR26mV2fn",
        "outputId": "1b97ca06-49f3-49d6-c78c-3d70434eba23"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Morning      32291\n",
              "Midnight     22433\n",
              "Afternoon    11710\n",
              "Night        11128\n",
              "Evening       7574\n",
              "Name: time_of_the_day, dtype: int64"
            ]
          },
          "execution_count": 149,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_ca_df.time_of_the_day.value_counts()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Xk4rbpAvpae9"
      },
      "source": [
        "### Major Incidents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 150,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eAaPahYvV5MD",
        "outputId": "cc9603b6-7059-4adf-a9aa-8d705c6fa212"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Medical Emergency             52612\n",
              "Traffic Collision              7065\n",
              "Refuse/Garbage Fire            3418\n",
              "Alarm                          2908\n",
              "Fire Alarm                     2519\n",
              "Public Service                 2076\n",
              "Structure Fire                 1216\n",
              "Fire                           1037\n",
              "Investigation                   889\n",
              "Outside Fire                    871\n",
              "Expanded Traffic Collision      826\n",
              "Vehicle Fire                    645\n",
              "Wires Down                      569\n",
              "Commercial Fire                 501\n",
              "Interfacility Transfer          485\n",
              "Lift Assist                     448\n",
              "Waterflow Alarm                 444\n",
              "Residential Fire                439\n",
              "Emergency Response              414\n",
              "Vegetation Fire                 408\n",
              "Name: title, dtype: int64"
            ]
          },
          "execution_count": 150,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_ca_df.title.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rklbFXrHZmLh"
      },
      "source": [
        "**Apart from medical emergency, top incidents of California includes fire, alarm and traffic collision** \n",
        "\n",
        "California is susceptible to an impressive array of natural hazards, including earthquakes, fires, flooding and mudslides.\n",
        "\n",
        "Here is a good article on this - \n",
        "\n",
        "[4 REASONS CALIFORNIA IS MORE SUSCEPTIBLE TO NATURAL DISASTERS THAN OTHER STATES](https://www.snapnhd.com/blog/4-reasons-california-is-more-susceptible-to-natural-disasters-than-other-states)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "m2javBh-qv1g"
      },
      "source": [
        "### Major Cities"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 151,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SMJV39EREHfF",
        "outputId": "dd02ab57-8dc7-4dca-a22a-c6ee43c01ff9"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "LOS ANGELES      8017\n",
              "FREMONT          2611\n",
              "LONG BEACH       2587\n",
              "FULLERTON        2138\n",
              "COMPTON          1705\n",
              "SANTA ANA        1683\n",
              "SANTA CLARITA    1452\n",
              "LANCASTER        1413\n",
              "MILPITAS         1403\n",
              "WOODLAND         1377\n",
              "POMONA           1266\n",
              "ONTARIO          1230\n",
              "OCEANSIDE        1227\n",
              "IRVINE           1175\n",
              "PALMDALE         1074\n",
              "CONCORD           970\n",
              "GARDEN GROVE      942\n",
              "ANTIOCH           937\n",
              "GLENDALE          821\n",
              "INGLEWOOD         784\n",
              "Name: city, dtype: int64"
            ]
          },
          "execution_count": 151,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "pulse_point_ca_df.city.value_counts().head(20)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "SMqGnOXBrLG4"
      },
      "source": [
        "**Map Geolocation**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 152,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "nAxxiHnkZBW1",
        "outputId": "4aec3dab-7473-47b9-a3a7-d65c54e0515e"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-3bbffda0-a472-44fa-b81a-a6282199c96a\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\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>city</th>\n",
              "      <th>state</th>\n",
              "      <th>count</th>\n",
              "      <th>location</th>\n",
              "      <th>longitude</th>\n",
              "      <th>latitude</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>**UNDEFINED</td>\n",
              "      <td>CA</td>\n",
              "      <td>17</td>\n",
              "      <td>**UNDEFINED, CA, USA</td>\n",
              "      <td>38.123901</td>\n",
              "      <td>55.986527</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>29 PALMS</td>\n",
              "      <td>CA</td>\n",
              "      <td>9</td>\n",
              "      <td>29 PALMS, CA, USA</td>\n",
              "      <td>-116.054351</td>\n",
              "      <td>34.135692</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>ACTON</td>\n",
              "      <td>CA</td>\n",
              "      <td>37</td>\n",
              "      <td>ACTON, CA, USA</td>\n",
              "      <td>-118.186838</td>\n",
              "      <td>34.480741</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>ADELANTO</td>\n",
              "      <td>CA</td>\n",
              "      <td>20</td>\n",
              "      <td>ADELANTO, CA, USA</td>\n",
              "      <td>-117.409215</td>\n",
              "      <td>34.582770</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>AGOURA</td>\n",
              "      <td>CA</td>\n",
              "      <td>23</td>\n",
              "      <td>AGOURA, CA, USA</td>\n",
              "      <td>-118.738129</td>\n",
              "      <td>34.143161</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>768</th>\n",
              "      <td>YOLO</td>\n",
              "      <td>CA</td>\n",
              "      <td>184</td>\n",
              "      <td>YOLO, CA, USA</td>\n",
              "      <td>-121.905900</td>\n",
              "      <td>38.718454</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>769</th>\n",
              "      <td>YORBA LINDA</td>\n",
              "      <td>CA</td>\n",
              "      <td>320</td>\n",
              "      <td>YORBA LINDA, CA, USA</td>\n",
              "      <td>-117.824971</td>\n",
              "      <td>33.890110</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>770</th>\n",
              "      <td>YUCCA VALLEY</td>\n",
              "      <td>CA</td>\n",
              "      <td>11</td>\n",
              "      <td>YUCCA VALLEY, CA, USA</td>\n",
              "      <td>-116.413984</td>\n",
              "      <td>34.123621</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>771</th>\n",
              "      <td>ZAMORA</td>\n",
              "      <td>CA</td>\n",
              "      <td>63</td>\n",
              "      <td>ZAMORA, CA, USA</td>\n",
              "      <td>-121.881912</td>\n",
              "      <td>38.796568</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>772</th>\n",
              "      <td>ZAYANTE</td>\n",
              "      <td>CA</td>\n",
              "      <td>74</td>\n",
              "      <td>ZAYANTE, CA, USA</td>\n",
              "      <td>-122.043573</td>\n",
              "      <td>37.091892</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>773 rows × 6 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-3bbffda0-a472-44fa-b81a-a6282199c96a')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "\n",
              "      <script>\n",
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              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-3bbffda0-a472-44fa-b81a-a6282199c96a');\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "  "
            ],
            "text/plain": [
              "             city state  count               location   longitude   latitude\n",
              "0     **UNDEFINED    CA     17   **UNDEFINED, CA, USA   38.123901  55.986527\n",
              "1        29 PALMS    CA      9      29 PALMS, CA, USA -116.054351  34.135692\n",
              "2           ACTON    CA     37         ACTON, CA, USA -118.186838  34.480741\n",
              "3        ADELANTO    CA     20      ADELANTO, CA, USA -117.409215  34.582770\n",
              "4          AGOURA    CA     23        AGOURA, CA, USA -118.738129  34.143161\n",
              "..            ...   ...    ...                    ...         ...        ...\n",
              "768          YOLO    CA    184          YOLO, CA, USA -121.905900  38.718454\n",
              "769   YORBA LINDA    CA    320   YORBA LINDA, CA, USA -117.824971  33.890110\n",
              "770  YUCCA VALLEY    CA     11  YUCCA VALLEY, CA, USA -116.413984  34.123621\n",
              "771        ZAMORA    CA     63        ZAMORA, CA, USA -121.881912  38.796568\n",
              "772       ZAYANTE    CA     74       ZAYANTE, CA, USA -122.043573  37.091892\n",
              "\n",
              "[773 rows x 6 columns]"
            ]
          },
          "execution_count": 152,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "mask = (pulse_point_city_df.city.isin(pulse_point_ca_df.city.unique().tolist())) & (pulse_point_city_df.state == 'CA')\n",
        "\n",
        "ca_city = pulse_point_city_df[mask].reset_index(drop=True)\n",
        "ca_city"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "38dXRHnX40vc"
      },
      "source": [
        "### Incidents Distribution "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 153,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XwF5FMHzUeqn",
        "outputId": "a3127525-a548-4366-a3cb-e4f3460694ea"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "count     773.000000\n",
              "mean      110.133247\n",
              "std       382.835327\n",
              "min         1.000000\n",
              "25%         3.000000\n",
              "50%         9.000000\n",
              "75%        73.000000\n",
              "max      8017.000000\n",
              "Name: count, dtype: float64"
            ]
          },
          "execution_count": 153,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "ca_city['count'].describe()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 154,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "UKm5rzzUO84a",
        "outputId": "c20b39b8-312e-4c45-a69c-efe7b201778f"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "ca_city['count'].plot(title='Emergency Incidents Distribution on California Cities');\n",
        "plt.xlabel('Number of Cities')\n",
        "plt.ylabel('Incidents')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8YNjLwfM4386"
      },
      "source": [
        "<a id='10.2'></a>\n",
        "## 10.2 Geoplot"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v4fP0PhQsHKM"
      },
      "source": [
        "### Color Code Cities (By Number of Inidents)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 155,
      "metadata": {
        "id": "tznLGbcHQFMZ"
      },
      "outputs": [],
      "source": [
        "ca_city['color']=ca_city['count'].apply(lambda count:\"Black\" if count>=1500 else\n",
        "                                         \"green\" if count>=1200 and count<1500 else\n",
        "                                         \"Orange\" if count>=800 and count<1200 else\n",
        "                                         \"darkblue\" if count>=500 and count<800 else\n",
        "                                         \"red\" if count>=300 and count<500 else\n",
        "                                         \"lightblue\" if count>=100 and count<300 else\n",
        "                                         \"brown\" if count>=10 and count<100 else\n",
        "                                         \"violet\" if count>=5 and count<10 else\n",
        "                                         \"grey\")\n",
        "ca_city['size']=ca_city['count'].apply(lambda count:10 if count>=1500 else\n",
        "                                         8 if count>=1200 and count<1500 else\n",
        "                                         7 if count>=800 and count<1200 else\n",
        "                                         6 if count>=500 and count<800 else\n",
        "                                         5 if count>=300 and count<500 else\n",
        "                                         4 if count>=100 and count<300 else\n",
        "                                         3 if count>=10 and count<100 else\n",
        "                                         2 if count>=5 and count<10 else\n",
        "                                         1)"
      ]
    },
    {
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      "execution_count": 156,
      "metadata": {
        "colab": {
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        "id": "CMYYVueeiCWW",
        "outputId": "76af9406-5dea-4b4d-b975-18d1dcf1c290"
      },
      "outputs": [
        {
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              "      <th>0</th>\n",
              "      <td>**UNDEFINED</td>\n",
              "      <td>17</td>\n",
              "      <td>38.123901</td>\n",
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              "      <th>1</th>\n",
              "      <td>29 PALMS</td>\n",
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              "      <td>34.135692</td>\n",
              "      <td>POINT (-116.05435 34.13569)</td>\n",
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              "      <td>POINT (-118.18684 34.48074)</td>\n",
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              "      <td>-117.409215</td>\n",
              "      <td>34.582770</td>\n",
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              "      <td>-118.738129</td>\n",
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            "text/plain": [
              "          city  count   longitude   latitude                     geometry\n",
              "0  **UNDEFINED     17   38.123901  55.986527    POINT (38.12390 55.98653)\n",
              "1     29 PALMS      9 -116.054351  34.135692  POINT (-116.05435 34.13569)\n",
              "2        ACTON     37 -118.186838  34.480741  POINT (-118.18684 34.48074)\n",
              "3     ADELANTO     20 -117.409215  34.582770  POINT (-117.40922 34.58277)\n",
              "4       AGOURA     23 -118.738129  34.143161  POINT (-118.73813 34.14316)"
            ]
          },
          "execution_count": 156,
          "metadata": {},
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      ],
      "source": [
        "geometry2 = geopandas.points_from_xy(ca_city.longitude, ca_city.latitude)\n",
        "geo_df2 = geopandas.GeoDataFrame(ca_city[['city','count','longitude', 'latitude']], geometry=geometry2)\n",
        "\n",
        "geo_df2.head()"
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              "   id  ...                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     geometry\n",
              "4  CA  ...  POLYGON ((-123.23326 42.00619, -122.37885 42.01166, -121.03700 41.99523, -120.00186 41.99523, -119.99638 40.26452, -120.00186 38.99935, -118.71478 38.10113, -117.49890 37.21934, -116.54044 36.50186, -115.85034 35.97060, -114.63446 35.00118, -114.63446 34.87521, -114.47015 34.71090, -114.33323 34.44801, -114.13606 34.30561, -114.25655 34.17416, -114.41538 34.10844, -114.53587 33.93318, -114.49754 33.69767, -114.52492 33.54979, -114.72757 33.40739, -114.66184 33.03496, -114.52492 33.02948, -114.47015 32.84327, -114.52492 32.75563, -114.72209 32.71730, -116.04751 32.62419, -117.12647 32.53656, -117.24696 32.66800, -117.25244 32.87613, -117.32911 33.12259, -117.47151 33.29785, -117.78370 33.53884, -118.18352 33.76339, -118.26019 33.70314, -118.41355 33.74148, -118.39164 33.84007, -118.56690 34.04272, -118.80241 33.99890, -119.21866 34.14678, -119.27890 34.26727, -119.55823 34.41515, -119.87589 34.40967, -120.13878 34.47539, -120.47288 34.44801, -120.64814 34.57946, -120.60980 34.85878, -120.67005 34.90259, -120.63171 35.09976, -120.89460 35.24764, -120.90556 35.45029, -121.00414 35.46124, -121.16845 35.63650, -121.28347 35.67484, -121.33276 35.78438, -121.71614 36.19515, -121.89688 36.31565, -121.93522 36.63878, -121.85854 36.61140, -121.78734 36.80309, -121.92974 36.97836, -122.10501 36.95645, -122.33504 37.11528, -122.41719 37.24125, -122.40076 37.36174, -122.51578 37.52057, -122.51578 37.78346, -122.32956 37.78346, -122.40624 38.15042, -122.48839 38.11208, -122.50482 37.93134, -122.70199 37.89300, -122.93750 38.02993, -122.97584 38.26544, -123.12919 38.45165, -123.33184 38.56667, -123.44138 38.69811, -123.73713 38.95553, -123.68784 39.03221, -123.82476 39.36630, -123.76452 39.55252, -123.85215 39.83184, -124.10957 40.10569, -124.36151 40.25904, -124.41080 40.43978, -124.15886 40.87794, -124.10957 41.02581, -124.15886 41.14083, -124.06575 41.44206, -124.14790 41.71591, -124.25744 41.78163, -124.21363 42.00071, -123.23326 42.00619))\n",
              "\n",
              "[1 rows x 3 columns]"
            ]
          },
          "execution_count": 157,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "geoJSON_df = geopandas.read_file(state_geo)\n",
        "geoJSON_CA = geoJSON_df.loc[geoJSON_df.id == 'CA']\n",
        "geoJSON_CA"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 158,
      "metadata": {
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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf6f338d50>"
            ]
          },
          "execution_count": 158,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "map_CA = folium.Map(location = [38, -115], zoom_start = 6)\n",
        "\n",
        "# https://stackoverflow.com/a/61129097/11105356\n",
        "folium.GeoJson(geoJSON_CA.geometry,\n",
        "               name='California').add_to(map_CA)\n",
        "\n",
        "\n",
        "for lat,lon,area,color,count,size in zip(ca_city['latitude'],ca_city['longitude'],ca_city['city'],ca_city['color'],ca_city['count'],ca_city['size']):\n",
        "     folium.CircleMarker([lat, lon],\n",
        "                            popup=folium.Popup(f\"{area}, {count}\", parse_html=True),\n",
        "                            radius=size*5,\n",
        "                            color='b',\n",
        "                            fill=True,\n",
        "                            fill_opacity=0.7,\n",
        "                            fill_color=color,\n",
        "                           ).add_to(map_CA)\n",
        "map_CA"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zHswPu8C5Z5P"
      },
      "source": [
        "### With Heatmap"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 159,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "u0JcpM_xUiRv",
        "outputId": "4d2aeac3-fcd2-4250-caba-52d15f3f9f7b"
      },
      "outputs": [
        {
          "data": {
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              "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf6f338d50>"
            ]
          },
          "execution_count": 159,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "heat_data = [[point.xy[1][0], point.xy[0][0]] for point in geo_df2.geometry ]\n",
        "\n",
        "# # heat_data\n",
        "HeatMap(heat_data).add_to(map_CA)\n",
        "\n",
        "map_CA"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qCfwQsw-5dud"
      },
      "source": [
        "### With Marker"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 160,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "LUEtUL3Mja66",
        "outputId": "d89db111-44dc-4da4-a496-6a081dfd00a4"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
            ],
            "text/plain": [
              "<folium.folium.Map at 0x7fbf79aac110>"
            ]
          },
          "execution_count": 160,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "map_CA_c = folium.Map(location = [38, -115], zoom_start = 6)\n",
        "\n",
        "# https://stackoverflow.com/a/61129097/11105356\n",
        "folium.GeoJson(geoJSON_CA.geometry,\n",
        "               name='California').add_to(map_CA_c)\n",
        "\n",
        "for i in range(0, len(ca_city)):\n",
        "  folium.Marker(\n",
        "    location = [ca_city.iloc[i]['latitude'], ca_city.iloc[i]['longitude']],\n",
        "    popup = folium.Popup(f\"{ca_city.iloc[i]['city']}\\n{ca_city.iloc[i]['count']}\", parse_html=True),\n",
        "    icon=folium.features.CustomIcon('https://i.postimg.cc/JhmnMQXj/sos.png', icon_size=(24, 31))\n",
        "  ).add_to(map_CA_c)\n",
        "\n",
        "# # heat_data\n",
        "HeatMap(heat_data).add_to(map_CA_c)\n",
        "\n",
        "map_CA_c"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qk6HG058dIVU"
      },
      "source": [
        "<a id='10.3'></a>\n",
        "## 10.3 Insights\n",
        "\n",
        "1. Southern and central California are two most active region\n",
        "2. Most of the incidents have taken place in Los Angelos and San Francisco, both are highly active city (PulsePoint is based in the San Francisco Bay Area)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "oWIwFJQXyOrN"
      },
      "source": [
        "<a id='11'></a>\n",
        "# 11 Conclusions\n",
        "\n",
        "## Future Work\n",
        "\n",
        "- Dataset still has some outliers in location related features. This issue will be resolved in the future version\n",
        "- I performed clustering on incident duration and agency engagement grouped by cities. So, different groups of data could be explored for clustering as well as other clustering techniques \n",
        "- Better result could be achieved by performing dimensionality reduction for clustering or hyperparameter tuning\n",
        "- Detailed time series & geospatial analysis on the dataset\n",
        "- The impact of/correlations with the lockdown and other Covid-19-driven policy actions/agency activities in different states in 2020\n",
        "- Detailed investigation on the possible correlation/inference with the incidents and local infrastructure\n",
        "\n",
        "\n",
        "## End Notes\n",
        "\n",
        "- **Demographic data** would be valuabe to do research on users to find more insights and their association with emergencies\n",
        "- A glossary / clear explanation of all emegercy codes (description) would be valuable to sort out incidents\n",
        "- Research work on PulsePoint can be found here - [https://www.pulsepoint.org/research-studies](https://www.pulsepoint.org/research-studies)\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tRoAI-j561-p"
      },
      "source": [
        "<a id='12'></a>\n",
        "# 12 References\n",
        "\n",
        "1. [PulsePoint Wikipedia](https://en.wikipedia.org/wiki/PulsePoint)\n",
        "2. [Provinces and territories of Canada](https://en.wikipedia.org/wiki/Provinces_and_territories_of_Canada)\n",
        "3. [Google Public Dataset-US states](https://developers.google.com/public-data/docs/canonical/states_csv)\n",
        "4. [US States GeoJSON](https://github.com/python-visualization/folium/blob/main/examples/data/us-states.json)"
      ]
    }
  ],
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