Space_Missions_Analysis_(start).ipynb

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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
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      "source": [
        "<a href=\"https://colab.research.google.com/github/dieegogutierrez/SpaceRaceAnalysis/blob/main/Space_Missions_Analysis_(start).ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ka_FkvXBiABo"
      },
      "source": [
        "# Introduction"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.035434,
          "end_time": "2020-10-20T21:34:01.886225",
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          "start_time": "2020-10-20T21:34:01.850791",
          "status": "completed"
        },
        "tags": [],
        "id": "AWaMmfxXa-p0"
      },
      "source": [
        "<center><img src=\"https://i.imgur.com/9hLRsjZ.jpg\" height=400></center>\n",
        "\n",
        "This dataset was scraped from [nextspaceflight.com](https://nextspaceflight.com/launches/past/?page=1) and includes all the space missions since the beginning of Space Race between the USA and the Soviet Union in 1957!"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ufzKRKS3bV0r"
      },
      "source": [
        "### Install Package with Country Codes"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0HxV9o6dbRUE",
        "outputId": "13b92624-202d-49bb-98a7-0d48082b964e",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "source": [
        "%pip install iso3166"
      ],
      "execution_count": 173,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: iso3166 in /usr/local/lib/python3.10/dist-packages (2.1.1)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "sghkhFoLbof8"
      },
      "source": [
        "### Upgrade Plotly\n",
        "\n",
        "Run the cell below if you are working with Google Colab."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gQ61wy9gbmxd",
        "outputId": "f56faa80-2865-499f-9e18-20e4a6cb1c16",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "source": [
        "%pip install --upgrade plotly"
      ],
      "execution_count": 174,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (5.15.0)\n",
            "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly) (8.2.2)\n",
            "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from plotly) (23.1)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ErFDBihUi1jN"
      },
      "source": [
        "### Import Statements"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
        "_kg_hide-input": true,
        "_kg_hide-output": true,
        "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5",
        "execution": {
          "iopub.execute_input": "2020-10-20T21:34:02.101551Z",
          "iopub.status.busy": "2020-10-20T21:34:02.101085Z",
          "iopub.status.idle": "2020-10-20T21:34:03.726868Z",
          "shell.execute_reply": "2020-10-20T21:34:03.725783Z"
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          "duration": 1.665326,
          "end_time": "2020-10-20T21:34:03.726995",
          "exception": false,
          "start_time": "2020-10-20T21:34:02.061669",
          "status": "completed"
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        "tags": [],
        "id": "xdolY0-Sa-p1",
        "outputId": "ed99ec99-8aa2-431f-f448-fcef5aeb53bb",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import plotly.express as px\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from google.colab import drive\n",
        "drive.mount('/content/drive')\n",
        "\n",
        "# These might be helpful:\n",
        "from iso3166 import countries\n",
        "from datetime import datetime, timedelta"
      ],
      "execution_count": 175,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "lovGPRgKxIgo"
      },
      "source": [
        "### Notebook Presentation"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DHEULCOjxIIm"
      },
      "source": [
        "pd.options.display.float_format = '{:,.2f}'.format"
      ],
      "execution_count": 176,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.034606,
          "end_time": "2020-10-20T21:34:03.798396",
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          "start_time": "2020-10-20T21:34:03.763790",
          "status": "completed"
        },
        "tags": [],
        "id": "yaT3QbjEa-p4"
      },
      "source": [
        "### Load the Data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "_cell_guid": "79c7e3d0-c299-4dcb-8224-4455121ee9b0",
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        "_uuid": "d629ff2d2480ee46fbb7e2d37f6b5fab8052498a",
        "execution": {
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          "status": "completed"
        },
        "tags": [],
        "id": "0lDOu8aka-p4"
      },
      "source": [
        "df_data = pd.read_csv('/content/drive/MyDrive/Space+Missions+(start)/mission_launches_updated_2023-08-03.csv')"
      ],
      "execution_count": 177,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jAnMiVcVjuKB"
      },
      "source": [
        "# Preliminary Data Exploration\n",
        "\n",
        "* What is the shape of `df_data`?\n",
        "* How many rows and columns does it have?\n",
        "* What are the column names?\n",
        "* Are there any NaN values or duplicates?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0tIuYcYNlPFQ",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "cf6b1dd3-c2e0-4d11-dbe3-49867def2a8d"
      },
      "source": [
        "df_data.shape"
      ],
      "execution_count": 178,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(6574, 8)"
            ]
          },
          "metadata": {},
          "execution_count": 178
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0dw2hd9UlPmP",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "056aa05c-e64b-456c-85bd-539a75c65be1"
      },
      "source": [
        "df_data.columns"
      ],
      "execution_count": 179,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['Unnamed: 0', 'Organization', 'Location', 'Datetime', 'Details',\n",
              "       'Status', 'Price', 'Mission_status'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 179
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
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          "end_time": "2020-10-20T21:34:04.149973",
          "exception": false,
          "start_time": "2020-10-20T21:34:04.095913",
          "status": "completed"
        },
        "tags": [],
        "id": "KUN30y6ja-p9"
      },
      "source": [
        "## Data Cleaning - Check for Missing Values and Duplicates\n",
        "\n",
        "Consider removing columns containing junk data."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "wWQvnJb0k2Ig",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "7fbb4cbb-2c41-4e7a-fe6a-b20d9a3817a4"
      },
      "source": [
        "df_data.duplicated().any()"
      ],
      "execution_count": 180,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "False"
            ]
          },
          "metadata": {},
          "execution_count": 180
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SfxVooCYk2As",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "30c844c8-036f-4853-d959-22b9bfe82795"
      },
      "source": [
        "df_data.isna().any()"
      ],
      "execution_count": 181,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Unnamed: 0        False\n",
              "Organization      False\n",
              "Location          False\n",
              "Datetime          False\n",
              "Details           False\n",
              "Status            False\n",
              "Price              True\n",
              "Mission_status    False\n",
              "dtype: bool"
            ]
          },
          "metadata": {},
          "execution_count": 181
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_data.drop('Unnamed: 0', axis=1, inplace=True)"
      ],
      "metadata": {
        "id": "eaOHfqbh2Pe8"
      },
      "execution_count": 182,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_data['Datetime'] = pd.to_datetime(df_data['Datetime'], utc=True).dt.tz_localize(None)"
      ],
      "metadata": {
        "id": "WyvdaCYKdT-W"
      },
      "execution_count": 183,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.036712,
          "end_time": "2020-10-20T21:34:05.227032",
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          "start_time": "2020-10-20T21:34:05.190320",
          "status": "completed"
        },
        "tags": [],
        "id": "QHon_T5sa-p_"
      },
      "source": [
        "## Descriptive Statistics"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Fh1-libjkJIK",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "49ed5042-be4a-4fbe-c4dc-41ae2c24813d"
      },
      "source": [
        "df_data.info()"
      ],
      "execution_count": 184,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 6574 entries, 0 to 6573\n",
            "Data columns (total 7 columns):\n",
            " #   Column          Non-Null Count  Dtype         \n",
            "---  ------          --------------  -----         \n",
            " 0   Organization    6574 non-null   object        \n",
            " 1   Location        6574 non-null   object        \n",
            " 2   Datetime        6574 non-null   datetime64[ns]\n",
            " 3   Details         6574 non-null   object        \n",
            " 4   Status          6574 non-null   object        \n",
            " 5   Price           2528 non-null   float64       \n",
            " 6   Mission_status  6574 non-null   object        \n",
            "dtypes: datetime64[ns](1), float64(1), object(5)\n",
            "memory usage: 359.6+ KB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "dGZa5HdbkJBT",
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          "height": 300
        },
        "outputId": "dbc078c8-8c8d-46ba-e1a9-6029c729baab"
      },
      "source": [
        "df_data.describe()"
      ],
      "execution_count": 185,
      "outputs": [
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            "text/plain": [
              "         Price\n",
              "count 2,528.00\n",
              "mean     70.06\n",
              "std     103.34\n",
              "min       2.50\n",
              "25%      20.00\n",
              "50%      29.75\n",
              "75%      67.00\n",
              "max     876.00"
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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",
              "    }\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-41672311-6fbb-4acd-ad91-148fa673114a 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-41672311-6fbb-4acd-ad91-148fa673114a');\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"
            ]
          },
          "metadata": {},
          "execution_count": 185
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cgCjcpeUkKPW"
      },
      "source": [
        "# Number of Launches per Company\n",
        "\n",
        "Create a chart that shows the number of space mission launches by organisation."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rxvcIrtskxYB"
      },
      "source": [
        "launches_by_organization = df_data.groupby('Organization').size().sort_values()"
      ],
      "execution_count": 186,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "qgneHUbWkw5v",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 872
        },
        "outputId": "d605428c-5284-485e-891c-9081c8538c77"
      },
      "source": [
        "plt.figure(figsize=(10, 10), facecolor='lightgray')\n",
        "plt.barh(launches_by_organization.index, launches_by_organization.values)\n",
        "plt.xlabel('Number of Missions')\n",
        "plt.ylabel('Organization')\n",
        "plt.title('Number of Missions by Organization')\n",
        "plt.margins(y=0)\n",
        "plt.grid(axis='x', linestyle='--', alpha=0.7)\n",
        "plt.show()"
      ],
      "execution_count": 187,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x1000 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7Gwteht2kR_h"
      },
      "source": [
        "# Number of Active versus Retired Rockets\n",
        "\n",
        "How many rockets are active compared to those that are decomissioned?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SxmOWS9cmTq6",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "a6d5381d-5bd4-4eed-eb79-18d5d190a6e2"
      },
      "source": [
        "df_data['Status'].value_counts()"
      ],
      "execution_count": 188,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Retired    5244\n",
              "Active     1330\n",
              "Name: Status, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 188
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "y9WtP5xWkYkp"
      },
      "source": [
        "# Distribution of Mission Status\n",
        "\n",
        "How many missions were successful?\n",
        "How many missions failed?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "83kY1alqmUhb",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "aebcc064-8dbe-4543-e956-214c12018de9"
      },
      "source": [
        "df_data['Mission_status'].value_counts()"
      ],
      "execution_count": 189,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Success              5914\n",
              "Failure               444\n",
              "Partial Failure       107\n",
              "Suborbital            102\n",
              "Prelaunch Failure       7\n",
              "Name: Mission_status, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 189
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.03854,
          "end_time": "2020-10-20T21:34:05.968626",
          "exception": false,
          "start_time": "2020-10-20T21:34:05.930086",
          "status": "completed"
        },
        "tags": [],
        "id": "jgTCihuoa-qH"
      },
      "source": [
        "# How Expensive are the Launches?\n",
        "\n",
        "Create a histogram and visualise the distribution. The price column is given in USD millions (careful of missing values)."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PLOMhzZFnSCO"
      },
      "source": [
        "df_data_clean = df_data.dropna()\n",
        "df_price = df_data_clean['Price']"
      ],
      "execution_count": 190,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ru0IcY4nnSFU",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "outputId": "73087113-f941-4342-fb70-8b095e24a3dc"
      },
      "source": [
        "plt.figure(figsize=(10, 6), facecolor='lightgray')\n",
        "plt.hist(df_price.values, bins=100, edgecolor='black')\n",
        "plt.xlabel('Price (USD millions)')\n",
        "plt.ylabel('Frequency')\n",
        "plt.title('Price Distribution Histogram')\n",
        "plt.grid(axis='y', linestyle='--', alpha=0.7)\n",
        "plt.show()"
      ],
      "execution_count": 191,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QiNtigQDne3E"
      },
      "source": [
        "# Use a Choropleth Map to Show the Number of Launches by Country\n",
        "\n",
        "* Create a choropleth map using [the plotly documentation](https://plotly.com/python/choropleth-maps/)\n",
        "* Experiment with [plotly's available colours](https://plotly.com/python/builtin-colorscales/). I quite like the sequential colour `matter` on this map.\n",
        "* You'll need to extract a `country` feature as well as change the country names that no longer exist.\n",
        "\n",
        "Wrangle the Country Names\n",
        "\n",
        "You'll need to use a 3 letter country code for each country. You might have to change some country names.\n",
        "\n",
        "* Russia is the Russian Federation\n",
        "* New Mexico should be USA\n",
        "* Yellow Sea refers to China\n",
        "* Shahrud Missile Test Site should be Iran\n",
        "* Pacific Missile Range Facility should be USA\n",
        "* Barents Sea should be Russian Federation\n",
        "* Gran Canaria should be USA\n",
        "\n",
        "\n",
        "You can use the iso3166 package to convert the country names to Alpha3 format."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Y46-4GHrozhF"
      },
      "source": [
        "df_data['Country'] = df_data['Location'].str.split(', ').str[-1]\n",
        "update = {\n",
        "    'Russia': 'Russian Federation',\n",
        "    'New Mexico': 'USA',\n",
        "    'Yellow Sea': 'China',\n",
        "    'Shahrud Missile Test Site': 'Iran',\n",
        "    'Pacific Missile Range Facility': 'USA',\n",
        "    'Barents Sea': 'Russian Federation',\n",
        "    'Gran Canaria': 'USA',\n",
        "    'Marshall Islands': 'USA',\n",
        "    'Iran': 'Iran, Islamic Republic of',\n",
        "    'North Korea': \"Korea, Democratic People's Republic of\",\n",
        "    'South Korea': \"Korea, Republic of\",\n",
        "    'United Kingdom': 'United Kingdom of Great Britain and Northern Ireland',\n",
        "    'Pacific Ocean': 'USA'\n",
        "}\n",
        "df_data['Country'] = df_data['Country'].replace(update)\n",
        "df_data['Country Code'] = df_data['Country'].apply(lambda x: (countries.get(x).alpha3))\n",
        "launches_by_country = df_data.groupby(['Country', 'Country Code']).size().reset_index(name='Launch Count')"
      ],
      "execution_count": 192,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ESGRWiX6ozZG",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "87eac05e-8043-4057-de4d-d35a91fe2ad8"
      },
      "source": [
        "fig = px.choropleth(\n",
        "    launches_by_country,\n",
        "    locations=\"Country Code\",\n",
        "    color=\"Launch Count\",\n",
        "    hover_name=\"Country\",\n",
        "    color_continuous_scale='matter',\n",
        ")\n",
        "fig.show()"
      ],
      "execution_count": 193,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
              "<html>\n",
              "<head><meta charset=\"utf-8\" /></head>\n",
              "<body>\n",
              "    <div>            <script src=\"https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-AMS-MML_SVG\"></script><script type=\"text/javascript\">if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}</script>                <script type=\"text/javascript\">window.PlotlyConfig = {MathJaxConfig: 'local'};</script>\n",
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        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "F3pwYSUlo_AK"
      },
      "source": [
        "# Use a Choropleth Map to Show the Number of Failures by Country\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "8BH4ICtro9I0"
      },
      "source": [
        "failures_by_country = df_data[df_data['Mission_status'] == 'Failure']\n",
        "failures_by_country = failures_by_country.groupby(['Country', 'Country Code']).size().reset_index(name='Failure Count')"
      ],
      "execution_count": 194,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "sfw-q7Obo9GM",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "b7e8fda2-a3ca-4a7a-813b-56b16c222779"
      },
      "source": [
        "fig = px.choropleth(\n",
        "    failures_by_country,\n",
        "    locations=\"Country Code\",\n",
        "    color=\"Failure Count\",\n",
        "    hover_name=\"Country\",\n",
        "    color_continuous_scale='plasma',\n",
        ")\n",
        "fig.show()"
      ],
      "execution_count": 195,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.039343,
          "end_time": "2020-10-20T21:34:06.591694",
          "exception": false,
          "start_time": "2020-10-20T21:34:06.552351",
          "status": "completed"
        },
        "tags": [],
        "id": "9LqcqSrKa-qN"
      },
      "source": [
        "# Create a Plotly Sunburst Chart of the countries, organisations, and mission status."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "VfTGp2hLo4Ok",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "cdeadee6-8457-44ea-a463-b67413b524f1"
      },
      "source": [
        "fig = px.sunburst(df_data,\n",
        "                  path=['Country Code', 'Organization', 'Mission_status'],\n",
        "                  hover_data=['Country'],\n",
        "                  color_continuous_scale='viridis',\n",
        ")\n",
        "fig.show()"
      ],
      "execution_count": 196,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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              "</body>\n",
              "</html>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.062712,
          "end_time": "2020-10-20T21:34:07.951200",
          "exception": false,
          "start_time": "2020-10-20T21:34:07.888488",
          "status": "completed"
        },
        "tags": [],
        "id": "70pG1BCZa-qY"
      },
      "source": [
        "# Analyse the Total Amount of Money Spent by Organisation on Space Missions"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IaJYxwEVpKHy"
      },
      "source": [
        "money_spent_by_organization = df_data.dropna().groupby('Organization')['Price'].sum().sort_values(ascending=False)"
      ],
      "execution_count": 197,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "orIFf-appPDL",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "96058fda-6331-432c-f55c-32437d4a7b72"
      },
      "source": [
        "money_spent_by_organization"
      ],
      "execution_count": 198,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Organization\n",
              "NASA               62,076.00\n",
              "Arianespace        18,883.00\n",
              "ULA                17,610.00\n",
              "SpaceX             16,682.00\n",
              "CASC               15,089.84\n",
              "RVSN USSR          14,200.00\n",
              "Roscosmos           6,512.44\n",
              "ILS                 5,610.00\n",
              "Northrop            4,520.00\n",
              "MHI                 3,762.50\n",
              "VKS RF              3,310.94\n",
              "ISRO                2,582.00\n",
              "US Air Force        1,550.92\n",
              "Boeing              1,241.00\n",
              "Martin Marietta       721.40\n",
              "Starsem               718.00\n",
              "Kosmotras             638.00\n",
              "Lockheed              280.00\n",
              "Rocket Lab            270.00\n",
              "JAXA                  246.00\n",
              "Eurockot              169.00\n",
              "ExPace                149.40\n",
              "Virgin Orbit           72.00\n",
              "ESA                    37.00\n",
              "Firefly                30.00\n",
              "Galactic Energy        29.40\n",
              "CASIC                  29.00\n",
              "GK LS                  23.00\n",
              "EER                    20.00\n",
              "Astra                  17.50\n",
              "Sandia                 15.00\n",
              "Relativity Space       12.00\n",
              "ABL SS                 12.00\n",
              "Name: Price, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 198
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DpsWkPxzpPXs"
      },
      "source": [
        "# Analyse the Amount of Money Spent by Organisation per Launch"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "opYJ6GiRpTk5"
      },
      "source": [
        "money_spent_by_organization_per_launch = pd.concat([money_spent_by_organization, launches_by_organization], axis=1).reset_index()\n",
        "money_spent_by_organization_per_launch.columns = ['Organization', 'Money Spent', 'Launch Count']\n",
        "money_spent_by_organization_per_launch['Money per Launch'] = money_spent_by_organization_per_launch['Money Spent'] / money_spent_by_organization_per_launch['Launch Count']\n",
        "money_spent_by_organization_per_launch = money_spent_by_organization_per_launch.sort_values('Money per Launch', ascending=False).dropna()"
      ],
      "execution_count": 199,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "VEkHzAk2pTvj",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "154fcee7-2511-4ce3-a397-9efc6fecfb1d"
      },
      "source": [
        "money_spent_by_organization_per_launch"
      ],
      "execution_count": 200,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        Organization  Money Spent  Launch Count  Money per Launch\n",
              "0               NASA    62,076.00           222            279.62\n",
              "2                ULA    17,610.00           156            112.88\n",
              "1        Arianespace    18,883.00           296             63.79\n",
              "3             SpaceX    16,682.00           262             63.67\n",
              "8           Northrop     4,520.00            91             49.67\n",
              "9                MHI     3,762.50            86             43.75\n",
              "7                ILS     5,610.00           137             40.95\n",
              "4               CASC    15,089.84           494             30.55\n",
              "16         Kosmotras       638.00            22             29.00\n",
              "11              ISRO     2,582.00            90             28.69\n",
              "19              JAXA       246.00             9             27.33\n",
              "27             GK LS        23.00             1             23.00\n",
              "28               EER        20.00             1             20.00\n",
              "15           Starsem       718.00            37             19.41\n",
              "6          Roscosmos     6,512.44           358             18.19\n",
              "30            Sandia        15.00             1             15.00\n",
              "24           Firefly        30.00             2             15.00\n",
              "20          Eurockot       169.00            13             13.00\n",
              "31  Relativity Space        12.00             1             12.00\n",
              "22      Virgin Orbit        72.00             6             12.00\n",
              "32            ABL SS        12.00             1             12.00\n",
              "10            VKS RF     3,310.94           336              9.85\n",
              "13            Boeing     1,241.00           138              8.99\n",
              "21            ExPace       149.40            18              8.30\n",
              "18        Rocket Lab       270.00            39              6.92\n",
              "14   Martin Marietta       721.40           114              6.33\n",
              "5          RVSN USSR    14,200.00          2476              5.74\n",
              "25   Galactic Energy        29.40             6              4.90\n",
              "17          Lockheed       280.00            79              3.54\n",
              "12      US Air Force     1,550.92           549              2.82\n",
              "23               ESA        37.00            14              2.64\n",
              "26             CASIC        29.00            11              2.64\n",
              "29             Astra        17.50             7              2.50"
            ],
            "text/html": [
              "\n",
              "\n",
              "  <div id=\"df-0b90c673-e243-492a-817e-f179001534a6\">\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Organization</th>\n",
              "      <th>Money Spent</th>\n",
              "      <th>Launch Count</th>\n",
              "      <th>Money per Launch</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>NASA</td>\n",
              "      <td>62,076.00</td>\n",
              "      <td>222</td>\n",
              "      <td>279.62</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>ULA</td>\n",
              "      <td>17,610.00</td>\n",
              "      <td>156</td>\n",
              "      <td>112.88</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Arianespace</td>\n",
              "      <td>18,883.00</td>\n",
              "      <td>296</td>\n",
              "      <td>63.79</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>SpaceX</td>\n",
              "      <td>16,682.00</td>\n",
              "      <td>262</td>\n",
              "      <td>63.67</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>Northrop</td>\n",
              "      <td>4,520.00</td>\n",
              "      <td>91</td>\n",
              "      <td>49.67</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>MHI</td>\n",
              "      <td>3,762.50</td>\n",
              "      <td>86</td>\n",
              "      <td>43.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>ILS</td>\n",
              "      <td>5,610.00</td>\n",
              "      <td>137</td>\n",
              "      <td>40.95</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CASC</td>\n",
              "      <td>15,089.84</td>\n",
              "      <td>494</td>\n",
              "      <td>30.55</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>Kosmotras</td>\n",
              "      <td>638.00</td>\n",
              "      <td>22</td>\n",
              "      <td>29.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>ISRO</td>\n",
              "      <td>2,582.00</td>\n",
              "      <td>90</td>\n",
              "      <td>28.69</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>JAXA</td>\n",
              "      <td>246.00</td>\n",
              "      <td>9</td>\n",
              "      <td>27.33</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>GK LS</td>\n",
              "      <td>23.00</td>\n",
              "      <td>1</td>\n",
              "      <td>23.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>EER</td>\n",
              "      <td>20.00</td>\n",
              "      <td>1</td>\n",
              "      <td>20.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>Starsem</td>\n",
              "      <td>718.00</td>\n",
              "      <td>37</td>\n",
              "      <td>19.41</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>Roscosmos</td>\n",
              "      <td>6,512.44</td>\n",
              "      <td>358</td>\n",
              "      <td>18.19</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>Sandia</td>\n",
              "      <td>15.00</td>\n",
              "      <td>1</td>\n",
              "      <td>15.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>Firefly</td>\n",
              "      <td>30.00</td>\n",
              "      <td>2</td>\n",
              "      <td>15.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>Eurockot</td>\n",
              "      <td>169.00</td>\n",
              "      <td>13</td>\n",
              "      <td>13.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>Relativity Space</td>\n",
              "      <td>12.00</td>\n",
              "      <td>1</td>\n",
              "      <td>12.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>Virgin Orbit</td>\n",
              "      <td>72.00</td>\n",
              "      <td>6</td>\n",
              "      <td>12.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>ABL SS</td>\n",
              "      <td>12.00</td>\n",
              "      <td>1</td>\n",
              "      <td>12.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>VKS RF</td>\n",
              "      <td>3,310.94</td>\n",
              "      <td>336</td>\n",
              "      <td>9.85</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>Boeing</td>\n",
              "      <td>1,241.00</td>\n",
              "      <td>138</td>\n",
              "      <td>8.99</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>ExPace</td>\n",
              "      <td>149.40</td>\n",
              "      <td>18</td>\n",
              "      <td>8.30</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>Rocket Lab</td>\n",
              "      <td>270.00</td>\n",
              "      <td>39</td>\n",
              "      <td>6.92</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>Martin Marietta</td>\n",
              "      <td>721.40</td>\n",
              "      <td>114</td>\n",
              "      <td>6.33</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>RVSN USSR</td>\n",
              "      <td>14,200.00</td>\n",
              "      <td>2476</td>\n",
              "      <td>5.74</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>Galactic Energy</td>\n",
              "      <td>29.40</td>\n",
              "      <td>6</td>\n",
              "      <td>4.90</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>Lockheed</td>\n",
              "      <td>280.00</td>\n",
              "      <td>79</td>\n",
              "      <td>3.54</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>US Air Force</td>\n",
              "      <td>1,550.92</td>\n",
              "      <td>549</td>\n",
              "      <td>2.82</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>ESA</td>\n",
              "      <td>37.00</td>\n",
              "      <td>14</td>\n",
              "      <td>2.64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>CASIC</td>\n",
              "      <td>29.00</td>\n",
              "      <td>11</td>\n",
              "      <td>2.64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>Astra</td>\n",
              "      <td>17.50</td>\n",
              "      <td>7</td>\n",
              "      <td>2.50</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0b90c673-e243-492a-817e-f179001534a6')\"\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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              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "\n",
              "\n",
              "\n",
              "    <div id=\"df-32f56c37-47f2-4a1c-b424-8806c742d240\">\n",
              "      <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-32f56c37-47f2-4a1c-b424-8806c742d240')\"\n",
              "              title=\"Suggest charts.\"\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",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "      </button>\n",
              "    </div>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\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-quickchart: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-quickchart {\n",
              "    background-color: #3B4455;\n",
              "    fill: #D2E3FC;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart: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",
              "      async function quickchart(key) {\n",
              "        const containerElement = document.querySelector('#' + key);\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      }\n",
              "    </script>\n",
              "\n",
              "      <script>\n",
              "\n",
              "function displayQuickchartButton(domScope) {\n",
              "  let quickchartButtonEl =\n",
              "    domScope.querySelector('#df-32f56c37-47f2-4a1c-b424-8806c742d240 button.colab-df-quickchart');\n",
              "  quickchartButtonEl.style.display =\n",
              "    google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "}\n",
              "\n",
              "        displayQuickchartButton(document);\n",
              "      </script>\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-0b90c673-e243-492a-817e-f179001534a6 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-0b90c673-e243-492a-817e-f179001534a6');\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"
            ]
          },
          "metadata": {},
          "execution_count": 200
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.042662,
          "end_time": "2020-10-20T21:34:09.943196",
          "exception": false,
          "start_time": "2020-10-20T21:34:09.900534",
          "status": "completed"
        },
        "tags": [],
        "id": "yRa1BbPoa-qf"
      },
      "source": [
        "# Chart the Number of Launches per Year"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_9FohVh3pcAJ"
      },
      "source": [
        "launches_per_year = df_data.groupby(df_data['Datetime'].dt.year).size()"
      ],
      "execution_count": 201,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "b2pggcZBpb4x",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 473
        },
        "outputId": "6120fd2a-63d9-44db-f442-df537bb0c256"
      },
      "source": [
        "plt.figure(figsize=(20, 6), facecolor='lightgray')\n",
        "plt.plot(launches_per_year, marker='o', linestyle='-', color='red')\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('Number of Launches')\n",
        "plt.title('Number of Launches per Year')\n",
        "plt.grid(axis='x', linestyle='--', alpha=0.7)\n",
        "plt.xticks(launches_per_year.index, rotation=45)\n",
        "plt.margins(x=0)\n",
        "\n",
        "plt.show()"
      ],
      "execution_count": 202,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NomJVLi3tIaM"
      },
      "source": [
        "# Chart the Number of Launches Month-on-Month until the Present\n",
        "\n",
        "Which month has seen the highest number of launches in all time? Superimpose a rolling average on the month on month time series chart."
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "launches_month_on_month = df_data.groupby('Datetime').size().reset_index(name='Launch Count')\n",
        "launches_month_on_month = launches_month_on_month.groupby([launches_month_on_month['Datetime'].dt.month.rename('Month'), launches_month_on_month['Datetime'].dt.day.rename('Day')])['Launch Count'].sum().reset_index(name='Launch Count')\n",
        "launches_month_on_month['Rolling Average'] = launches_month_on_month['Launch Count'].rolling(30).mean()\n",
        "launches_month_on_month['Year'] = '2020'\n",
        "launches_month_on_month['Date'] = pd.to_datetime(launches_month_on_month[['Year', 'Month', 'Day']])"
      ],
      "metadata": {
        "id": "cT8SoxC-jx2T"
      },
      "execution_count": 203,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "pfw0aX1lpdRv",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 463
        },
        "outputId": "7cd6b825-a378-4254-cd73-8db0de2bcc22"
      },
      "source": [
        "min_date = launches_month_on_month['Date'].min()\n",
        "max_date = launches_month_on_month['Date'].max()\n",
        "total_days = (max_date - min_date).days\n",
        "monthly_intervals = [min_date + timedelta(days=total_days/12 * i) for i in range(13)]\n",
        "month_labels = ['jan', 'fev', 'mar', 'abr', 'mai', 'jun', 'jul', 'ago', 'set', 'out', 'nov', 'dez', 'jan']\n",
        "\n",
        "plt.figure(figsize=(20, 6), facecolor='lightgray')\n",
        "\n",
        "ax = sns.scatterplot(\n",
        "      x = 'Date',\n",
        "\t\t\ty = 'Launch Count',\n",
        "\t\t\tdata = launches_month_on_month,\n",
        "      label = 'Launch Count',\n",
        "      color = 'orange',\n",
        "      marker = 'o',\n",
        "      s = 100\n",
        ")\n",
        "sns.lineplot(\n",
        "      x = 'Date',\n",
        "\t\t\ty = 'Rolling Average',\n",
        "\t\t\tdata = launches_month_on_month,\n",
        "      label = 'Rolling Average 30 Days',\n",
        "      color = 'purple',\n",
        "      linewidth = 3,\n",
        ")\n",
        "plt.xlabel('Month')\n",
        "plt.ylabel('Launch Count')\n",
        "plt.title('Number of Launches Month on Month')\n",
        "plt.grid(axis='y', linestyle='--', alpha=0.7)\n",
        "plt.xticks(ticks=monthly_intervals, labels=month_labels)\n",
        "plt.legend(loc='upper left')\n",
        "\n",
        "plt.show()"
      ],
      "execution_count": 204,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.044409,
          "end_time": "2020-10-20T21:34:10.162592",
          "exception": false,
          "start_time": "2020-10-20T21:34:10.118183",
          "status": "completed"
        },
        "tags": [],
        "id": "t-avMIZoa-qh"
      },
      "source": [
        "# Launches per Month: Which months are most popular and least popular for launches?\n",
        "\n",
        "Some months have better weather than others. Which time of year seems to be best for space missions?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "fnk2m_cpppJo",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "f9f72bc5-fe3b-46fc-841b-4b40d2f90efb"
      },
      "source": [
        "launches_month_on_month.groupby('Month')['Launch Count'].sum()"
      ],
      "execution_count": 205,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Month\n",
              "1     395\n",
              "2     487\n",
              "3     517\n",
              "4     571\n",
              "5     535\n",
              "6     599\n",
              "7     551\n",
              "8     563\n",
              "9     567\n",
              "10    588\n",
              "11    518\n",
              "12    683\n",
              "Name: Launch Count, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 205
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.067915,
          "end_time": "2020-10-20T21:34:11.122539",
          "exception": false,
          "start_time": "2020-10-20T21:34:11.054624",
          "status": "completed"
        },
        "tags": [],
        "id": "dPQ_N_sfa-qo"
      },
      "source": [
        "# How has the Launch Price varied Over Time?\n",
        "\n",
        "Create a line chart that shows the average price of rocket launches over time."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hFc-2M5-qCrv"
      },
      "source": [
        "average_launch_price = df_data_clean.groupby(df_data_clean['Datetime'].dt.year)['Price'].mean()"
      ],
      "execution_count": 206,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ggYFiAsEqC6J",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 478
        },
        "outputId": "9699557e-4bf4-4df1-a7e2-a96779298cfd"
      },
      "source": [
        "plt.figure(figsize=(20, 6), facecolor='lightgray')\n",
        "plt.plot(average_launch_price.index, average_launch_price.values, marker='o', linestyle='-')\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('Average Price (Million U$)')\n",
        "plt.title('Average Price of Rocket Launches Over Time')\n",
        "plt.grid(True)\n",
        "plt.xticks(average_launch_price.index, rotation=45)\n",
        "plt.yticks(range(0, 201, 20))\n",
        "plt.show()"
      ],
      "execution_count": 207,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.047152,
          "end_time": "2020-10-20T21:34:11.681371",
          "exception": false,
          "start_time": "2020-10-20T21:34:11.634219",
          "status": "completed"
        },
        "tags": [],
        "id": "8OYrWyiOa-qs"
      },
      "source": [
        "# Chart the Number of Launches over Time by the Top 10 Organisations.\n",
        "\n",
        "How has the dominance of launches changed over time between the different players?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RcsrPPpAqVFj"
      },
      "source": [
        "launches_top10_organizations = df_data.groupby([df_data['Datetime'].dt.year.rename('Year'), 'Organization']).size().reset_index(name='Launch Count')\n",
        "top10_organizations = launches_top10_organizations.groupby('Organization')['Launch Count'].sum().sort_values(ascending=False).head(10).reset_index()\n",
        "launches_top10_organizations = launches_top10_organizations.merge(top10_organizations['Organization'], on='Organization', how='inner')"
      ],
      "execution_count": 208,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1IgfafiyqWEe",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "4d9e3297-a635-4b9b-cc48-f670f146d794"
      },
      "source": [
        "fig = px.bar(launches_top10_organizations, x=\"Year\", y=\"Launch Count\", color=\"Organization\")\n",
        "fig.update_layout(title=\"Number of Launches over Time by Top 10 Organizations\")\n",
        "fig.show()"
      ],
      "execution_count": 209,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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        "papermill": {
          "duration": 0.052399,
          "end_time": "2020-10-20T21:34:13.756781",
          "exception": false,
          "start_time": "2020-10-20T21:34:13.704382",
          "status": "completed"
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        "tags": [],
        "id": "6Cm8_ch6a-q7"
      },
      "source": [
        "# Cold War Space Race: USA vs USSR\n",
        "\n",
        "The cold war lasted from the start of the dataset up until 1991."
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cold_war_update = {\n",
        "    'Russian Federation': 'USSR',\n",
        "    'Kazakhstan': 'USSR'\n",
        "}\n",
        "df_data.loc[(df_data['Datetime'].dt.year <= 1991), 'Country'] = df_data['Country'].replace(cold_war_update)"
      ],
      "metadata": {
        "id": "Oyimepo3JpZ5"
      },
      "execution_count": 210,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "cOe_t4OmrHr9"
      },
      "source": [
        "cold_war = df_data[df_data['Datetime'].dt.year <= 1991]\n",
        "cold_war_launches = cold_war.groupby([cold_war['Datetime'].dt.year.rename('Year'), 'Country']).size().reset_index(name='Launch Count')"
      ],
      "execution_count": 211,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.054318,
          "end_time": "2020-10-20T21:34:14.089604",
          "exception": false,
          "start_time": "2020-10-20T21:34:14.035286",
          "status": "completed"
        },
        "tags": [],
        "id": "Os-3A5vLa-q9"
      },
      "source": [
        "## Create a Plotly Pie Chart comparing the total number of launches of the USSR and the USA\n",
        "\n",
        "Hint: Remember to include former Soviet Republics like Kazakhstan when analysing the total number of launches."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1irc6_W9rD59"
      },
      "source": [
        "cold_war_launches_USA_USSR = cold_war_launches.loc[cold_war_launches['Country'].isin(['USA', 'USSR'])]"
      ],
      "execution_count": 212,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "fig = px.pie(cold_war_launches_USA_USSR, values=\"Launch Count\", names=\"Country\", title='Cold War Space Race Total Rocket Launches')\n",
        "fig.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "r-50uPNK7CNA",
        "outputId": "6668173e-49d7-4e01-8c07-379028625357"
      },
      "execution_count": 213,
      "outputs": [
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    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.052921,
          "end_time": "2020-10-20T21:34:14.340085",
          "exception": false,
          "start_time": "2020-10-20T21:34:14.287164",
          "status": "completed"
        },
        "tags": [],
        "id": "0C29Zz4xa-rA"
      },
      "source": [
        "## Create a Chart that Shows the Total Number of Launches Year-On-Year by the Two Superpowers"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "oCc7VTzGrTK-",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "679cb5fe-0e4a-45d3-9076-6db8039beed5"
      },
      "source": [
        "fig = px.bar(cold_war_launches_USA_USSR, x=\"Year\", y=\"Launch Count\", color='Country', barmode='group', title='Total Number of Launches Year-On-Year')\n",
        "fig.update_xaxes(dtick=1)\n",
        "fig.show()"
      ],
      "execution_count": 214,
      "outputs": [
        {
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          },
          "metadata": {}
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      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "papermill": {
          "duration": 0.079311,
          "end_time": "2020-10-20T21:34:14.933058",
          "exception": false,
          "start_time": "2020-10-20T21:34:14.853747",
          "status": "completed"
        },
        "tags": [],
        "id": "eWv4iZmra-rE"
      },
      "source": [
        "## Chart the Total Number of Mission Failures Year on Year."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "I-Zss5-Mre-4"
      },
      "source": [
        "mission_status_year_on_year = df_data.groupby(df_data['Datetime'].dt.year.rename('Year'))['Mission_status'].value_counts().reset_index(name='Total')\n",
        "mission_failures_year_on_year = mission_status_year_on_year[mission_status_year_on_year['Mission_status'] == 'Failure']"
      ],
      "execution_count": 215,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7Ps9Iq_crfYl",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 480
        },
        "outputId": "c3755e49-dfcc-4598-d2f5-510a16cbec0f"
      },
      "source": [
        "plt.figure(figsize=(20, 6), facecolor='lightgray')\n",
        "plt.plot(mission_failures_year_on_year['Year'], mission_failures_year_on_year['Total'], marker='o', linestyle='-')\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('Mission Failures')\n",
        "plt.title('Total Number of Mission Failures Year on Year')\n",
        "plt.xticks(mission_failures_year_on_year['Year'], rotation=45)\n",
        "plt.yticks(range(0, 21, 2))\n",
        "plt.grid(True)\n",
        "plt.show()"
      ],
      "execution_count": 216,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XNp-NkrJriEF"
      },
      "source": [
        "## Chart the Percentage of Failures over Time\n",
        "\n",
        "Did failures go up or down over time? Did the countries get better at minimising risk and improving their chances of success over time?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Kj3-zsI0rhOS"
      },
      "source": [
        "total_mission_status_year_on_year = mission_status_year_on_year.groupby(['Year'])['Total'].sum().reset_index(name='Total Missions')\n",
        "mission_failures_year_on_year_percentage = mission_failures_year_on_year.merge(total_mission_status_year_on_year, on='Year')\n",
        "mission_failures_year_on_year_percentage['Percentage'] = (mission_failures_year_on_year_percentage['Total'] / mission_failures_year_on_year_percentage['Total Missions']) * 100"
      ],
      "execution_count": 217,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nxnnzx89rwvH",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 480
        },
        "outputId": "52efe6e2-3bc8-4ab9-fdd1-451f78a560db"
      },
      "source": [
        "plt.figure(figsize=(20, 6), facecolor='lightgray')\n",
        "plt.plot(mission_failures_year_on_year_percentage['Year'], mission_failures_year_on_year_percentage['Percentage'], marker='o', linestyle='-')\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('Mission Failures (%)')\n",
        "plt.title('Percentage of Failures over Time')\n",
        "plt.xticks(mission_failures_year_on_year_percentage['Year'], rotation=45)\n",
        "plt.ylim(0, 80)\n",
        "plt.yticks(range(0, 80, 5))\n",
        "plt.grid(True)\n",
        "plt.show()"
      ],
      "execution_count": 218,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "S5aOC7bGr2OX"
      },
      "source": [
        "# For Every Year Show which Country was in the Lead in terms of Total Number of Launches up to and including including 2020)\n",
        "\n",
        "Do the results change if we only look at the number of successful launches?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_h0grIXKsOz_",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "outputId": "5d39f18c-b1e2-4eee-ebed-96d6653f4af0"
      },
      "source": [
        "top_country_per_year = df_data.groupby([df_data['Datetime'].dt.year.rename('Year'), 'Country', 'Mission_status']).size().reset_index(name='Launch Count')\n",
        "top_country_launches_per_year = top_country_per_year.groupby(['Year', 'Country'])['Launch Count'].sum().reset_index(name='Launch Count')\n",
        "top_country_launches_per_year = top_country_launches_per_year.loc[top_country_launches_per_year.groupby('Year')['Launch Count'].idxmax()]\n",
        "\n",
        "fig = px.bar(top_country_launches_per_year, x=\"Year\", y=\"Launch Count\", color='Country', title='Lead Country in Total Launches')\n",
        "fig.update_xaxes(dtick=1)\n",
        "fig.show()"
      ],
      "execution_count": 219,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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    {
      "cell_type": "code",
      "source": [
        "top_country_successful_launches_per_year = top_country_per_year[top_country_per_year['Mission_status'] == 'Success']\n",
        "top_country_successful_launches_per_year = top_country_successful_launches_per_year.loc[top_country_successful_launches_per_year.groupby('Year')['Launch Count'].idxmax()]\n",
        "\n",
        "fig = px.bar(top_country_successful_launches_per_year, x=\"Year\", y=\"Launch Count\", color='Country', title='Lead Country in Successful Launches')\n",
        "fig.update_xaxes(dtick=1)\n",
        "fig.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "wllJkJyyn_gH",
        "outputId": "16da5b98-4c1e-4a79-bfe6-ec61be7b5c53"
      },
      "execution_count": 220,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jQcqBfJ8serG"
      },
      "source": [
        "# Create a Year-on-Year Chart Showing the Organisation Doing the Most Number of Launches\n",
        "\n",
        "Which organisation was dominant in the 1970s and 1980s? Which organisation was dominant in 2018, 2019 and 2020?"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "organization_lead_launch = df_data.groupby([df_data['Datetime'].dt.year.rename('Year'), 'Organization']).size().reset_index(name='Launch Count')\n",
        "organization_lead_launch = organization_lead_launch.loc[organization_lead_launch.groupby('Year')['Launch Count'].idxmax()]\n",
        "\n",
        "fig = px.bar(organization_lead_launch, x=\"Year\", y=\"Launch Count\", color='Organization', title='Lead Organization in Total Launches')\n",
        "fig.update_xaxes(dtick=1)\n",
        "fig.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "AeeyXvRT-Vqm",
        "outputId": "da4e882b-a1af-47a8-da54-68309fd74ae3"
      },
      "execution_count": 221,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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