{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "786bdc68",
   "metadata": {},
   "source": [
    "# Exploring the Moving Image Archive dataset\n",
    "\n",
    "Created in October-December 2022 for the National Library of Scotland's Data Foundry by [Gustavo Candela, National Librarian’s Research Fellowship in Digital Scholarship 2022-23](https://data.nls.uk/projects/the-national-librarians-research-fellowship-in-digital-scholarship-2022-23/)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48286a7e",
   "metadata": {},
   "source": [
    "### About the Moving Image Archive Dataset\n",
    "\n",
    "This dataset represents the descriptive metadata from the Moving Image Archive catalogue, which is Scotland’s national collection of moving images.\n",
    "\n",
    "- Data format: metadata available as MARCXML and Dublin Core\n",
    "- Data source: https://data.nls.uk/data/metadata-collections/moving-image-archive/"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f1ff38b",
   "metadata": {},
   "source": [
    "### Table of contents\n",
    "\n",
    "- [Preparation](#Preparation)\n",
    "- [Loading the CSV data into pandas](#Loading-the-CSV-data-into-pandas)\n",
    "- [Cleaning the data](#Cleaning-the-data)\n",
    "- [WordCloud visualisation](#WordCloud-visualisation)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1fbdaf07",
   "metadata": {},
   "source": [
    "### Citations\n",
    "\n",
    "- Candela, G., Sáez, M. D., Escobar, P., & Marco-Such, M. (2022). Reusing digital collections from GLAM institutions. Journal of Information Science, 48(2), 251–267. https://doi.org/10.1177/0165551520950246"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "585a839f",
   "metadata": {},
   "source": [
    "### Preparation\n",
    "\n",
    "Import the libraries required to explore the summary of each record included in the dataset to present a word cloud."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "d07b0bb7",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import re\n",
    "from wordcloud import WordCloud"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1754f897",
   "metadata": {},
   "source": [
    "### Loading the CSV data into pandas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a8307d8d",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "path_csv = \"../data/output/movingImageArchive.csv\"\n",
    "df = pd.read_csv (path_csv, sep=',')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a1a33ec",
   "metadata": {},
   "source": [
    "#### Let's see the structure of the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "95f12c96",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['title', 'author', 'authorOrganisation', 'place_publication', 'date', 'extent', 'credits', 'subjects', 'summary', 'details', 'link', 'geographicNames', 'contentType', 'mediaType', 'carrierType', 'generalNote', 'thumbnail']\n",
      "title                  object\n",
      "author                 object\n",
      "authorOrganisation     object\n",
      "place_publication      object\n",
      "date                  float64\n",
      "extent                 object\n",
      "credits                object\n",
      "subjects               object\n",
      "summary                object\n",
      "details                object\n",
      "link                   object\n",
      "geographicNames        object\n",
      "contentType            object\n",
      "mediaType              object\n",
      "carrierType            object\n",
      "generalNote            object\n",
      "thumbnail              object\n",
      "dtype: object\n"
     ]
    }
   ],
   "source": [
    "## structure of the data\n",
    "print(df.columns.tolist())\n",
    "\n",
    "## set summary column type to string\n",
    "df = df.astype({\"summary\": str})\n",
    "print(df.dtypes)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c15319ec",
   "metadata": {},
   "source": [
    "#### Let's explore the content"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "bb75d9cc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "title                 20599\n",
      "author                  770\n",
      "authorOrganisation      844\n",
      "place_publication     20608\n",
      "date                  15575\n",
      "extent                20608\n",
      "credits               14889\n",
      "subjects               8006\n",
      "summary               20608\n",
      "details               20260\n",
      "link                  20608\n",
      "geographicNames        4604\n",
      "contentType           20608\n",
      "mediaType             20608\n",
      "carrierType           20608\n",
      "generalNote           20608\n",
      "thumbnail              5345\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# number of records\n",
    "print(df.count())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "9b772380",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['Glasgow' 'Edinburgh' 'Dunbartonshire' nan 'Glasgow -- Renfrewshire'\n",
      " 'Aberdeen' 'Renfrewshire' 'Forth River' 'Glasgow -- Highlands, the'\n",
      " 'Borders -- Dumfriesshire -- Edinburgh -- Fife -- Glasgow -- Stirling'\n",
      " 'Dumfriesshire -- Fife -- Glasgow -- Renfrewshire' 'Ayrshire'\n",
      " 'Lanarkshire' 'Edinburgh -- Glasgow -- Renfrewshire'\n",
      " 'Dunbartonshire -- Glasgow -- Lanarkshire' 'Dundee' 'Bute'\n",
      " 'Morayshire -- Perth' 'Borders' 'Perth' 'Highlands, the' 'Sutherland'\n",
      " 'Angus -- Dundee' 'Aberdeen -- Aberdeenshire' 'Glasgow -- West Lothian'\n",
      " 'Dumfriesshire' 'Ayrshire -- Dumfriesshire' 'West Lothian' 'Fife'\n",
      " 'Borders -- Edinburgh -- Glasgow -- Invernesshire' 'Aberdeenshire'\n",
      " 'Aberdeen -- Borders -- Edinburgh -- Fife -- Forth River -- Glasgow -- Stirling'\n",
      " 'East Lothian -- Edinburgh -- Forth River -- Glasgow -- Gorbals, the'\n",
      " 'Glasgow -- Perth' 'Dunbartonshire -- Glasgow' 'Shetland Islands'\n",
      " 'Invernesshire'\n",
      " 'Caithness -- Highlands, the -- Invernesshire -- Orkney Islands -- Outer Hebrides -- Ross-shire  -- Sutherland'\n",
      " 'Edinburgh -- Inner Hebrides' 'Aberdeen -- Angus'\n",
      " 'Dumfriesshire -- Glasgow -- Kirkudbrightshire'\n",
      " 'Dumfriesshire -- Glasgow -- West Lothian'\n",
      " 'Aberdeenshire -- Argyllshire -- Borders -- Invernesshire -- Stirling'\n",
      " 'Borders -- Edinburgh -- Glasgow' 'Fife -- Forth River'\n",
      " 'Edinburgh -- Glasgow' 'Borders -- Dumfriesshire'\n",
      " 'Lanarkshire -- West Lothian' 'Forth River -- West Lothian'\n",
      " 'Dumfriesshire -- Edinburgh -- Invernesshire -- Wigtownshire'\n",
      " 'Aberdeen -- Aberdeenshire -- Argyllshire -- Inner Hebrides -- Invernesshire -- Morayshire -- Perth'\n",
      " 'Argyllshire -- Borders -- Dundee -- Edinburgh -- Fife -- Forth River -- Glasgow'\n",
      " 'Dunbartonshire -- Glasgow -- Lanarkshire -- Renfrewshire'\n",
      " 'Aberdeen -- Edinburgh -- Fife -- Glasgow' 'Forth River -- Lanarkshire'\n",
      " 'Aberdeenshire -- Shetland Islands' 'Borders -- Roxburghshire  '\n",
      " 'Argyllshire -- Ayrshire -- Bute' 'Argyllshire -- Inner Hebrides'\n",
      " 'Edinburgh -- Stirling'\n",
      " 'Argyllshire -- Glasgow -- Highlands, the -- Inner Hebrides -- Outer Hebrides'\n",
      " 'Argyllshire -- Highlands, the -- Outer Hebrides'\n",
      " 'East Lothian -- Edinburgh' 'Caithness -- Highlands, the'\n",
      " 'Edinburgh -- Forth River -- Glasgow'\n",
      " 'Argyllshire -- Glasgow -- Inner Hebrides'\n",
      " 'Dundee -- Forth River -- Perth' 'Borders -- Edinburgh'\n",
      " 'Aberdeenshire -- Glasgow -- Lanarkshire -- Wigtownshire'\n",
      " 'Aberdeen -- Invernesshire -- Perth -- Stirling'\n",
      " 'Highlands, the -- Inner Hebrides'\n",
      " 'Highlands, the -- Inner Hebrides -- Ross-shire '\n",
      " 'Stirling -- Stirlingshire' 'Lanarkshire -- Renfrewshire' 'Stirling'\n",
      " 'Argyllshire -- Glasgow -- Gorbals, the -- Stirlingshire' 'Wigtownshire'\n",
      " 'Aberdeen -- Ayrshire' 'Outer Hebrides'\n",
      " 'Inner Hebrides -- Outer Hebrides' 'Ayrshire -- Bute'\n",
      " 'Ayrshire -- Renfrewshire' 'Borders -- Kinrosshire' 'Clackmannanshire'\n",
      " 'Ayrshire -- Dundee -- Edinburgh -- Fife -- Glasgow -- Renfrewshire -- Stirlingshire'\n",
      " 'Caithness' 'Dunbartonshire -- Glasgow -- Renfrewshire' 'Ross-shire '\n",
      " 'Aberdeen -- Aberdeenshire -- Ayrshire -- Dundee -- Glasgow -- Midlothian'\n",
      " 'Ayrshire -- Dumfriesshire -- Edinburgh' 'Edinburgh -- Lanarkshire'\n",
      " 'Ayrshire -- Berwickshire -- Borders -- East Lothian -- Edinburgh'\n",
      " 'Aberdeen -- Highlands, the -- Inner Hebrides -- Outer Hebrides -- Perth'\n",
      " 'Highlands, the -- Invernesshire' 'Angus'\n",
      " 'Highlands, the -- Invernesshire -- Orkney Islands'\n",
      " 'Ayrshire -- Borders -- Glasgow -- Renfrewshire'\n",
      " 'Ayrshire -- Edinburgh -- Forth River -- Glasgow -- Lanarkshire -- Renfrewshire'\n",
      " 'Orkney Islands' 'East Lothian -- Glasgow' 'Inner Hebrides'\n",
      " 'Borders -- Selkirkshire' 'Glasgow -- Lanarkshire'\n",
      " 'Aberdeenshire -- Edinburgh -- Forth River -- Glasgow -- Highlands, the -- Invernesshire'\n",
      " 'Borders -- Roxburghshire   -- Selkirkshire' 'Argyllshire'\n",
      " 'Argyllshire -- Ayrshire -- Glasgow -- Renfrewshire'\n",
      " 'Highlands, the -- Perth' 'Caithness -- Orkney Islands' 'Morayshire'\n",
      " 'East Lothian -- Edinburgh -- Glasgow' 'Argyllshire -- Bute'\n",
      " 'Highlands, the -- Morayshire' 'Argyllshire -- Glasgow'\n",
      " 'Aberdeen -- Glasgow' 'Stirlingshire'\n",
      " 'Berwickshire -- Borders -- Peebles- shire -- Roxburghshire   -- Selkirkshire'\n",
      " 'Fife -- Forth River -- West Lothian' 'Ayrshire -- Edinburgh'\n",
      " 'Argyllshire -- Bute -- East Lothian -- Renfrewshire'\n",
      " 'Ayrshire -- Glasgow'\n",
      " 'Edinburgh -- Highlands, the -- Inner Hebrides -- Morayshire -- Orkney Islands -- Outer Hebrides -- Shetland Islands'\n",
      " 'Forth River -- Stirling -- Stirlingshire'\n",
      " 'Ayrshire -- Borders -- East Lothian -- Selkirkshire -- Wigtownshire'\n",
      " 'Ayrshire -- Stirlingshire' 'Aberdeenshire -- Banff' 'East Lothian'\n",
      " 'Highlands, the -- Inner Hebrides -- Invernesshire'\n",
      " 'Ayrshire -- Dumfriesshire -- Lanarkshire' 'Fife -- Glasgow'\n",
      " 'Argyllshire -- Invernesshire' 'Glasgow -- Gorbals, the'\n",
      " 'Aberdeenshire -- Ayrshire' 'Perth -- Stirlingshire' 'Peebles- shire'\n",
      " 'Ayrshire -- Fife' 'East Lothian -- Roxburghshire  ' 'Ayrshire -- Perth'\n",
      " 'Edinburgh -- Glasgow -- Gorbals, the'\n",
      " 'Lanarkshire -- Renfrewshire -- Stirling' 'Dundee -- Perth'\n",
      " 'Berwickshire' 'East Lothian -- Midlothian -- West Lothian'\n",
      " 'Clackmannanshire -- Edinburgh' 'Midlothian'\n",
      " 'East Lothian -- Edinburgh -- Midlothian'\n",
      " 'Argyllshire -- Caithness -- Highlands, the -- Invernesshire -- Morayshire -- Outer Hebrides'\n",
      " 'Dundee -- Glasgow' 'Edinburgh -- Glasgow -- Lanarkshire'\n",
      " 'Glasgow -- Stirlingshire' 'Dunbartonshire -- Renfrewshire'\n",
      " 'Kincardineshire' 'Argyllshire -- Renfrewshire' 'Aberdeen -- Edinburgh'\n",
      " 'Aberdeen -- Dundee -- Edinburgh' 'Dundee -- Perth -- Stirlingshire'\n",
      " 'Dumfriesshire -- Fife' 'Angus -- Argyllshire'\n",
      " 'Glasgow -- Outer Hebrides -- Renfrewshire'\n",
      " 'Ayrshire -- Dunbartonshire -- Renfrewshire'\n",
      " 'Aberdeen -- Glasgow -- Lanarkshire -- Stirling'\n",
      " 'Dumfriesshire -- Dunbartonshire -- Edinburgh -- Forth River -- Inner Hebrides'\n",
      " 'Clackmannanshire -- Fife -- Forth River -- Stirling -- Stirlingshire -- West Lothian'\n",
      " 'Dunbartonshire -- West Lothian' 'Clackmannanshire -- Fife'\n",
      " 'Aberdeenshire -- Perth -- Renfrewshire' 'Borders -- Renfrewshire'\n",
      " 'Argyllshire -- Dunbartonshire -- Stirlingshire'\n",
      " 'Ayrshire -- Edinburgh -- Glasgow -- Renfrewshire' 'Banff'\n",
      " 'Invernesshire -- Morayshire' 'Ayrshire -- Lanarkshire'\n",
      " 'Peebles- shire -- Perth' 'Borders -- Perth'\n",
      " 'Ayrshire -- Borders -- Bute -- Dumfriesshire -- Glasgow -- Lanarkshire'\n",
      " 'Edinburgh -- Forth River' 'Edinburgh -- Fife' 'Gorbals, the'\n",
      " 'Argyllshire -- Dunbartonshire -- Renfrewshire'\n",
      " 'Dunbartonshire -- Stirlingshire' 'Dundee -- Glasgow -- Lanarkshire'\n",
      " 'Glasgow -- Outer Hebrides'\n",
      " 'Edinburgh -- Glasgow -- Lanarkshire -- Perth -- Stirling'\n",
      " 'Aberdeenshire -- Highlands, the -- Morayshire'\n",
      " 'Aberdeen -- Ayrshire -- Bute -- Dunbartonshire -- Edinburgh -- Glasgow -- Renfrewshire -- Stirlingshire'\n",
      " 'Argyllshire -- Glasgow -- Renfrewshire'\n",
      " 'Aberdeen -- Aberdeenshire -- Forth River'\n",
      " 'Argyllshire -- Ayrshire -- Edinburgh -- Forth River -- Glasgow -- Midlothian -- Perth -- Stirlingshire'\n",
      " 'Aberdeen -- Edinburgh -- Fife -- Forth River -- Outer Hebrides -- Perth -- West Lothian'\n",
      " 'Borders -- Midlothian -- Roxburghshire  ' 'Argyllshire -- Stirling'\n",
      " 'Selkirkshire' 'Argyllshire -- Outer Hebrides'\n",
      " 'Dunbartonshire -- Glasgow -- Lanarkshire -- Stirlingshire'\n",
      " 'Aberdeenshire -- Argyllshire -- Edinburgh -- Highlands, the -- Stirling -- Stirlingshire -- West Lothian'\n",
      " 'Dunbartonshire -- Glasgow -- Gorbals, the'\n",
      " 'Caithness -- Highlands, the -- Sutherland' 'Edinburgh -- Midlothian'\n",
      " 'Aberdeenshire -- Perth' 'Ayrshire -- Glasgow -- Renfrewshire'\n",
      " 'Edinburgh -- West Lothian'\n",
      " 'Borders -- Edinburgh -- Lanarkshire -- Peebles- shire'\n",
      " 'East Lothian -- Edinburgh -- Forth River -- Midlothian -- West Lothian'\n",
      " 'Dumfriesshire -- Wigtownshire' 'Ayrshire -- Dunbartonshire -- Glasgow'\n",
      " 'Ayrshire -- Dunbartonshire -- Dundee -- Edinburgh -- Fife -- Forth River -- Lanarkshire -- Perth -- Renfrewshire'\n",
      " 'Aberdeen -- Berwickshire -- Borders -- Caithness -- Edinburgh -- Ross-shire '\n",
      " 'East Lothian -- Edinburgh -- Fife -- Forth River -- Stirlingshire -- West Lothian'\n",
      " 'Ayrshire -- Borders -- Perth -- Shetland Islands -- Stirlingshire'\n",
      " 'Aberdeen -- Argyllshire -- Edinburgh -- Forth River -- Glasgow -- Lanarkshire -- Renfrewshire -- Stirlingshire -- West Lothian'\n",
      " 'Fife -- Forth River -- Glasgow -- Lanarkshire -- West Lothian'\n",
      " 'Berwickshire -- Forth River'\n",
      " 'Edinburgh -- Fife -- Perth -- Stirling -- West Lothian'\n",
      " 'Angus -- Fife -- Glasgow' 'Edinburgh -- Stirlingshire'\n",
      " 'Berwickshire -- Dumfriesshire -- Edinburgh -- Shetland Islands'\n",
      " 'Kirkudbrightshire' 'Argyllshire -- Perth'\n",
      " 'Clackmannanshire -- Stirlingshire -- West Lothian'\n",
      " 'Argyllshire -- Dunbartonshire -- Perth'\n",
      " 'Argyllshire -- Edinburgh -- Highlands, the'\n",
      " 'Aberdeenshire -- Kinrosshire'\n",
      " 'Inner Hebrides -- Orkney Islands -- Shetland Islands'\n",
      " 'Ayrshire -- Bute -- Fife -- Glasgow -- Midlothian -- Stirling -- West Lothian'\n",
      " 'Argyllshire -- Inner Hebrides -- Outer Hebrides'\n",
      " 'Forth River -- Stirlingshire' 'Highlands, the -- Invernesshire -- Perth'\n",
      " 'Argyllshire -- Berwickshire' 'Edinburgh -- Forth River -- West Lothian'\n",
      " 'Edinburgh -- Peebles- shire' 'Dumfriesshire -- Glasgow'\n",
      " 'Midlothian -- Stirlingshire' 'Glasgow -- Gorbals, the -- Lanarkshire'\n",
      " 'Highlands, the -- Invernesshire -- Orkney Islands -- Outer Hebrides -- Shetland Islands'\n",
      " 'Argyllshire -- Highlands, the' 'Dunbartonshire -- Invernesshire'\n",
      " 'Fife -- Forth River -- Stirlingshire'\n",
      " 'Aberdeenshire -- Dunbartonshire -- Lanarkshire'\n",
      " 'Highlands, the -- Invernesshire -- Outer Hebrides'\n",
      " 'Edinburgh -- Fife -- Forth River -- West Lothian'\n",
      " 'Argyllshire -- Inner Hebrides -- Invernesshire -- Outer Hebrides'\n",
      " 'Angus -- Ayrshire -- Borders' 'Highlands, the -- Ross-shire '\n",
      " 'Argyllshire -- East Lothian -- Edinburgh -- Fife -- Invernesshire'\n",
      " 'Dunbartonshire -- Glasgow -- West Lothian'\n",
      " 'Aberdeenshire -- Argyllshire -- Dunbartonshire -- Edinburgh -- Glasgow -- Stirlingshire'\n",
      " 'Aberdeenshire -- Perth -- Shetland Islands -- Stirlingshire'\n",
      " 'Edinburgh -- Invernesshire -- Outer Hebrides'\n",
      " 'Ayrshire -- Edinburgh -- Forth River -- Glasgow -- Outer Hebrides -- Renfrewshire'\n",
      " 'Glasgow -- Stirling' 'Glasgow -- Inner Hebrides'\n",
      " 'Edinburgh -- Highlands, the -- Inner Hebrides' 'Fife -- Highlands, the'\n",
      " 'Argyllshire -- Highlands, the -- Perth -- Ross-shire '\n",
      " 'Argyllshire -- Highlands, the -- Outer Hebrides -- Shetland Islands'\n",
      " 'Angus -- Dundee -- Fife -- Perth'\n",
      " 'Aberdeenshire -- Borders -- Shetland Islands'\n",
      " 'Berwickshire -- Edinburgh -- Morayshire'\n",
      " 'Ayrshire -- Dumfriesshire -- Kirkudbrightshire -- Wigtownshire'\n",
      " 'Argyllshire -- Dunbartonshire' 'Aberdeenshire -- Edinburgh'\n",
      " 'Borders -- East Lothian -- Edinburgh -- Inner Hebrides -- Stirling -- West Lothian'\n",
      " 'Angus -- Dundee -- Perth' 'East Lothian -- Forth River'\n",
      " 'Highlands, the -- Inner Hebrides -- Orkney Islands -- Outer Hebrides -- Shetland Islands'\n",
      " 'Borders -- Edinburgh -- Peebles- shire -- Perth' 'Dundee -- Fife'\n",
      " 'Roxburghshire  '\n",
      " 'Argyllshire -- Highlands, the -- Perth -- Ross-shire  -- Sutherland'\n",
      " 'Aberdeen -- Ayrshire -- Edinburgh -- Forth River -- Glasgow'\n",
      " 'Aberdeen -- Argyllshire -- Edinburgh -- Glasgow -- Invernesshire'\n",
      " 'Dundee -- Edinburgh -- Stirlingshire'\n",
      " 'Orkney Islands -- Shetland Islands'\n",
      " 'Fife -- Forth River -- Kincardineshire'\n",
      " 'Highlands, the -- Inner Hebrides -- Orkney Islands -- Outer Hebrides'\n",
      " 'Argyllshire -- Glasgow -- Perth' 'Argyllshire -- Invernesshire -- Perth'\n",
      " 'Aberdeen -- Orkney Islands'\n",
      " 'Aberdeenshire -- Edinburgh -- Forth River -- Highlands, the'\n",
      " 'Dunbartonshire -- Edinburgh -- Glasgow -- Gorbals, the'\n",
      " 'Highlands, the -- Outer Hebrides'\n",
      " 'Edinburgh -- Glasgow -- Perth -- Stirling' 'Aberdeen -- Dunbartonshire'\n",
      " 'Glasgow -- Inner Hebrides -- Outer Hebrides'\n",
      " 'Argyllshire -- Glasgow -- Invernesshire -- Perth -- Ross-shire '\n",
      " 'Edinburgh -- Glasgow -- Stirlingshire'\n",
      " 'Aberdeen -- Aberdeenshire -- Edinburgh'\n",
      " 'Dundee -- Invernesshire -- Outer Hebrides'\n",
      " 'Borders -- Glasgow -- Roxburghshire  '\n",
      " 'Argyllshire -- Ayrshire -- Bute -- East Lothian -- Edinburgh -- Forth River -- Inner Hebrides -- Perth -- Ross-shire  -- Stirling'\n",
      " 'Angus -- Perth' 'Caithness -- Sutherland' 'Edinburgh -- Ross-shire '\n",
      " 'Ayrshire -- Dumfriesshire -- Kirkudbrightshire'\n",
      " 'Aberdeen -- Highlands, the -- Invernesshire -- Kincardineshire -- Morayshire -- Ross-shire '\n",
      " 'Aberdeen -- Aberdeenshire -- Argyllshire -- Highlands, the'\n",
      " 'Argyllshire -- Caithness -- Highlands, the'\n",
      " 'Angus -- Dundee -- Stirling' 'Aberdeenshire -- Argyllshire'\n",
      " 'Edinburgh -- Sutherland'\n",
      " 'Argyllshire -- Borders -- Dunbartonshire -- Edinburgh -- Glasgow -- Stirlingshire'\n",
      " 'Fife -- Perth' 'Ayrshire -- Lanarkshire -- Perth'\n",
      " 'Argyllshire -- Edinburgh' 'Dunbartonshire -- Perth'\n",
      " 'Argyllshire -- Ayrshire -- Inner Hebrides -- Kirkudbrightshire -- Ross-shire  -- Wigtownshire'\n",
      " 'Lanarkshire -- Outer Hebrides'\n",
      " 'Caithness -- Highlands, the -- Inner Hebrides -- Orkney Islands -- Shetland Islands'\n",
      " 'Argyllshire -- Caithness -- Highlands, the -- Ross-shire  -- Sutherland'\n",
      " 'Ayrshire -- Fife -- Orkney Islands -- Shetland Islands'\n",
      " 'Ayrshire -- Bute -- Glasgow -- Inner Hebrides'\n",
      " 'Argyllshire -- Dunbartonshire -- Inner Hebrides -- Outer Hebrides'\n",
      " 'Aberdeen -- Argyllshire' 'Lanarkshire -- Perth' 'Nairn'\n",
      " 'Ayrshire -- Glasgow -- Invernesshire -- Outer Hebrides'\n",
      " 'Argyllshire -- Orkney Islands -- Shetland Islands'\n",
      " 'Inner Hebrides -- Invernesshire -- Orkney Islands -- Ross-shire '\n",
      " 'Aberdeenshire -- Banff -- Highlands, the -- Invernesshire -- Ross-shire '\n",
      " 'Forth River -- Highlands, the' 'Outer Hebrides -- Ross-shire '\n",
      " 'Aberdeen -- Borders -- Dumfriesshire -- Edinburgh -- Highlands, the'\n",
      " 'Caithness -- Morayshire'\n",
      " 'Aberdeen -- Aberdeenshire -- Angus -- Borders -- Dunbartonshire -- Edinburgh -- Fife -- Glasgow -- Morayshire -- Orkney Islands -- Perth -- Roxburghshire   -- Shetland Islands -- Stirling -- Stirlingshire -- West Lothian'\n",
      " 'Aberdeen -- Aberdeenshire -- Ayrshire -- Edinburgh -- Fife -- Lanarkshire -- Renfrewshire -- Stirlingshire'\n",
      " 'Aberdeen -- Edinburgh -- Forth River -- Glasgow -- Lanarkshire'\n",
      " 'Dunbartonshire -- Edinburgh -- Fife -- Forth River'\n",
      " 'Argyllshire -- Banff' 'Glasgow -- Sutherland' 'Perth -- Sutherland'\n",
      " 'Dunbartonshire -- Edinburgh' 'Fife -- Lanarkshire'\n",
      " 'Ayrshire -- Glasgow -- Lanarkshire'\n",
      " 'Aberdeen -- Edinburgh -- Fife -- Forth River -- Glasgow -- Perth'\n",
      " 'Banff -- Fife -- Forth River -- Perth'\n",
      " 'Ayrshire -- Edinburgh -- Morayshire' 'Argyllshire -- Ross-shire '\n",
      " 'Edinburgh -- Invernesshire' 'Dumfriesshire -- Dunbartonshire -- Glasgow'\n",
      " 'Argyllshire -- Ayrshire -- Dumfriesshire -- Stirlingshire'\n",
      " 'Banff -- Kincardineshire -- Perth'\n",
      " 'Aberdeen -- Fife -- Perth -- Stirlingshire'\n",
      " 'Aberdeenshire -- Ross-shire '\n",
      " 'Dunbartonshire -- Lanarkshire -- Stirlingshire -- West Lothian'\n",
      " 'Aberdeenshire -- Angus'\n",
      " 'Argyllshire -- Highlands, the -- Inner Hebrides' 'Aberdeen -- Caithness'\n",
      " 'Aberdeenshire -- Glasgow -- Inner Hebrides -- Invernesshire -- Morayshire -- Perth'\n",
      " 'Bute -- Dunbartonshire -- Forth River -- Glasgow -- Renfrewshire -- Stirlingshire'\n",
      " 'Bute -- Edinburgh -- Stirlingshire' 'Aberdeenshire -- Morayshire'\n",
      " 'Orkney Islands -- Sutherland' 'Edinburgh -- Orkney Islands'\n",
      " 'Argyllshire -- Inner Hebrides -- Shetland Islands'\n",
      " 'Argyllshire -- Outer Hebrides -- Ross-shire '\n",
      " 'Argyllshire -- Inner Hebrides -- Outer Hebrides -- Shetland Islands'\n",
      " 'Angus -- Caithness -- Wigtownshire' 'Inner Hebrides -- Invernesshire'\n",
      " 'Aberdeen -- Banff -- Highlands, the -- Inner Hebrides -- Morayshire -- Outer Hebrides'\n",
      " 'Aberdeenshire -- Bute -- Dundee -- Glasgow -- Gorbals, the -- Invernesshire -- Perth -- West Lothian'\n",
      " 'Aberdeenshire -- Invernesshire' 'Dunbartonshire -- Fife -- Stirling'\n",
      " 'Aberdeen -- Kincardineshire'\n",
      " 'Borders -- Peebles- shire -- Roxburghshire   -- Selkirkshire'\n",
      " 'Forth River -- Glasgow -- Lanarkshire'\n",
      " 'Dumfriesshire -- Fife -- Glasgow -- Stirlingshire' 'Aberdeen -- Dundee'\n",
      " 'Aberdeen -- Highlands, the -- Inner Hebrides -- Invernesshire -- Orkney Islands'\n",
      " 'Invernesshire -- Stirling' 'Forth River -- Perth -- Stirlingshire'\n",
      " 'Highlands, the -- Sutherland'\n",
      " 'Aberdeen -- Aberdeenshire -- Invernesshire -- Orkney Islands -- Shetland Islands'\n",
      " 'Fife -- Kinrosshire' 'Argyllshire -- Kinrosshire -- Perth'\n",
      " 'Argyllshire -- Dunbartonshire -- Inner Hebrides -- Outer Hebrides -- Perth'\n",
      " 'Ayrshire -- Borders -- Edinburgh -- Fife -- Perth -- West Lothian'\n",
      " 'Berwickshire -- Borders -- East Lothian -- Edinburgh'\n",
      " 'Borders -- Peebles- shire'\n",
      " 'Argyllshire -- East Lothian -- Outer Hebrides'\n",
      " 'East Lothian -- Outer Hebrides' 'Aberdeen -- Shetland Islands'\n",
      " 'Aberdeenshire -- Fife -- Invernesshire -- Midlothian -- Outer Hebrides'\n",
      " 'Berwickshire -- Dumfriesshire -- Peebles- shire -- Roxburghshire   -- Selkirkshire'\n",
      " 'Ayrshire -- Dunbartonshire -- Glasgow -- Lanarkshire -- Renfrewshire'\n",
      " 'Ross-shire  -- Sutherland' 'Ayrshire -- Edinburgh -- Fife -- Perth'\n",
      " 'Argyllshire -- Banff -- Berwickshire -- Edinburgh -- West Lothian'\n",
      " 'Fife -- Glasgow -- Perth -- Renfrewshire'\n",
      " 'Aberdeen -- Aberdeenshire -- Dunbartonshire -- Glasgow -- Lanarkshire -- Stirlingshire'\n",
      " 'Berwickshire -- Edinburgh' 'Angus -- Bute'\n",
      " 'Argyllshire -- Borders -- Edinburgh -- Inner Hebrides -- Outer Hebrides -- Renfrewshire -- Ross-shire  -- Roxburghshire  '\n",
      " 'Aberdeenshire -- Bute -- Forth River -- Glasgow -- Renfrewshire -- Ross-shire '\n",
      " 'Aberdeen -- Edinburgh -- Glasgow'\n",
      " 'Invernesshire -- Perth -- Ross-shire '\n",
      " 'Aberdeen -- Glasgow -- West Lothian'\n",
      " 'Ayrshire -- Dunbartonshire -- Lanarkshire -- Shetland Islands'\n",
      " 'Aberdeenshire -- Kincardineshire'\n",
      " 'Aberdeenshire -- Angus -- Argyllshire -- Berwickshire -- Borders -- East Lothian -- Invernesshire -- Midlothian -- Peebles- shire -- Perth -- Ross-shire  -- Selkirkshire -- Stirlingshire -- Sutherland -- West Lothian'\n",
      " 'Argyllshire -- Banff -- Fife -- Glasgow -- Highlands, the -- Invernesshire -- Morayshire -- Perth -- Stirling -- Stirlingshire'\n",
      " 'Forth River -- Midlothian'\n",
      " 'Edinburgh -- Forth River -- Kincardineshire -- Orkney Islands'\n",
      " 'Aberdeen -- Edinburgh -- Fife -- Orkney Islands -- Selkirkshire -- Shetland Islands'\n",
      " 'Aberdeen -- Edinburgh -- Sutherland'\n",
      " 'Aberdeen -- Edinburgh -- Forth River -- Glasgow -- Inner Hebrides -- Perth'\n",
      " 'Morayshire -- West Lothian'\n",
      " 'Edinburgh -- Fife -- Lanarkshire -- Midlothian -- Renfrewshire'\n",
      " 'Ayrshire -- Morayshire' 'Forth River -- Lanarkshire -- West Lothian'\n",
      " 'Invernesshire -- Morayshire -- Perth' 'Ayrshire -- Midlothian'\n",
      " 'Ayrshire -- Dundee -- Edinburgh -- West Lothian'\n",
      " 'Dumfriesshire -- Edinburgh -- Peebles- shire'\n",
      " 'Aberdeenshire -- Invernesshire -- Orkney Islands'\n",
      " 'East Lothian -- Lanarkshire' 'Kinrosshire' 'Invernesshire -- Nairn'\n",
      " 'Aberdeenshire -- Argyllshire -- Bute -- East Lothian -- Fife -- Peebles- shire -- Ross-shire '\n",
      " 'Edinburgh -- Fife -- Glasgow' 'East Lothian -- Edinburgh -- Lanarkshire'\n",
      " 'Argyllshire -- Edinburgh -- Highlands, the -- Inner Hebrides -- Outer Hebrides -- Stirling'\n",
      " 'Edinburgh -- Perth'\n",
      " 'Aberdeenshire -- Borders -- Inner Hebrides -- Morayshire -- Perth -- Sutherland'\n",
      " 'East Lothian -- Edinburgh -- Fife -- Glasgow -- Perth'\n",
      " 'Caithness -- Kincardineshire' 'Ayrshire -- Highlands, the'\n",
      " 'Aberdeenshire -- Dumfriesshire -- Perth'\n",
      " 'Kincardineshire -- Lanarkshire -- Perth' 'Midlothian -- Roxburghshire  '\n",
      " 'Banff -- Renfrewshire' 'Invernesshire -- Stirling -- Sutherland'\n",
      " 'Bute -- Stirling' 'Argyllshire -- Ayrshire -- Dunbartonshire -- Fife'\n",
      " 'Ayrshire -- Banff' 'Aberdeen -- Stirlingshire'\n",
      " 'Ayrshire -- Glasgow -- Perth -- Renfrewshire -- Stirling -- Stirlingshire'\n",
      " 'Argyllshire -- Caithness -- Dunbartonshire -- Invernesshire -- Outer Hebrides -- Perth -- Renfrewshire'\n",
      " 'Dumfriesshire -- Kirkudbrightshire'\n",
      " 'Dunbartonshire -- East Lothian -- Perth -- Stirlingshire'\n",
      " 'Kirkudbrightshire -- Lanarkshire'\n",
      " 'Dunbartonshire -- Glasgow -- Orkney Islands' 'Edinburgh -- Renfrewshire'\n",
      " 'Edinburgh -- Glasgow -- Roxburghshire  ' 'Berwickshire -- Borders'\n",
      " 'Aberdeenshire -- Midlothian'\n",
      " 'Dunbartonshire -- Stirling -- Stirlingshire'\n",
      " 'Roxburghshire   -- West Lothian' 'Angus -- Berwickshire'\n",
      " 'Berwickshire -- Selkirkshire'\n",
      " 'Berwickshire -- East Lothian -- Edinburgh -- Stirling -- Stirlingshire'\n",
      " 'Berwickshire -- Roxburghshire  ' 'Angus -- Edinburgh'\n",
      " 'Aberdeenshire -- Angus -- Fife' 'Borders -- Glasgow'\n",
      " 'Berwickshire -- West Lothian'\n",
      " 'Berwickshire -- Edinburgh -- Selkirkshire'\n",
      " 'Argyllshire -- Dumfriesshire -- Glasgow'\n",
      " 'Dumfriesshire -- Invernesshire'\n",
      " 'Ayrshire -- Inner Hebrides -- Ross-shire '\n",
      " 'Outer Hebrides -- Shetland Islands'\n",
      " 'Berwickshire -- Stirling -- Stirlingshire' 'Glasgow -- Midlothian'\n",
      " 'Argyllshire -- Caithness -- Invernesshire -- Stirlingshire'\n",
      " 'Argyllshire -- Ayrshire -- Glasgow' 'Invernesshire -- Ross-shire '\n",
      " 'Argyllshire -- Inner Hebrides -- Invernesshire -- Ross-shire '\n",
      " 'Aberdeen -- Morayshire'\n",
      " 'Dumfriesshire -- Inner Hebrides -- Outer Hebrides'\n",
      " 'Aberdeen -- Aberdeenshire -- Invernesshire -- Morayshire'\n",
      " 'Banff -- Morayshire' 'Aberdeenshire -- Argyllshire -- Banff'\n",
      " 'Aberdeen -- Aberdeenshire -- Banff' 'Aberdeenshire -- Glasgow'\n",
      " 'Argyllshire -- Inner Hebrides -- Ross-shire '\n",
      " 'Ayrshire -- Bute -- Renfrewshire' 'Invernesshire -- Renfrewshire'\n",
      " 'Dumfriesshire -- Renfrewshire' 'Kirkudbrightshire -- Renfrewshire'\n",
      " 'Bute -- Renfrewshire' 'Caithness -- Invernesshire -- Orkney Islands'\n",
      " 'Aberdeen -- Aberdeenshire -- Bute -- Dumfriesshire'\n",
      " 'Aberdeenshire -- Highlands, the' 'Edinburgh -- Fife -- Forth River'\n",
      " 'East Lothian -- Highlands, the' 'Roxburghshire   -- Selkirkshire'\n",
      " 'Highlands, the -- Stirlingshire' 'Inner Hebrides -- Perth'\n",
      " 'Ayrshire -- Dundee -- Fife' 'Argyllshire -- Ayrshire'\n",
      " 'Renfrewshire -- Stirling' 'Ayrshire -- Wigtownshire'\n",
      " 'Clackmannanshire -- Glasgow'\n",
      " 'Ayrshire -- Dunbartonshire -- Edinburgh -- Glasgow'\n",
      " 'Edinburgh -- Glasgow -- Perth'\n",
      " 'East Lothian -- Fife -- Glasgow -- Perth'\n",
      " 'Ayrshire -- Edinburgh -- Glasgow' 'Bute -- Dunbartonshire']\n"
     ]
    }
   ],
   "source": [
    "print(df[\"geographicNames\"].unique())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99520e64",
   "metadata": {},
   "source": [
    "The information stored in the metadata field place of publication is the same string in all the records."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "dd40b101",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['[Place of production not identified]'\n",
      " '[Place of production not identified] : ']\n"
     ]
    }
   ],
   "source": [
    "print(df[\"place_publication\"].unique())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7387b44d",
   "metadata": {},
   "source": [
    "#### Let's check the media, carrier and content type metadata fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "4d3964a0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['unspecified -- rdamedia']\n",
      "['unspecified  -- rdacarrier']\n",
      "['two-dimensional moving image -- rdacontent']\n"
     ]
    }
   ],
   "source": [
    "print(df[\"mediaType\"].unique())\n",
    "print(df[\"carrierType\"].unique())\n",
    "print(df[\"contentType\"].unique())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9532c394",
   "metadata": {},
   "source": [
    "#### How many thumbnails are available? How can we visualise them?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "3c806342",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "count                                                  5345\n",
      "unique                                                 5345\n",
      "top       http://deriv.nls.uk/dcn19/1358/3808/135838082....\n",
      "freq                                                      1\n",
      "Name: thumbnail, dtype: object\n"
     ]
    }
   ],
   "source": [
    "print(df[\"thumbnail\"].describe())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ffd1e78e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://deriv.nls.uk/dcn19/1358/3808/135838082.19.jpg\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img src=\"http://deriv.nls.uk/dcn19/1358/3808/135838082.19.jpg\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://deriv.nls.uk/dcn19/7524/75247309.19.jpg\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img src=\"http://deriv.nls.uk/dcn19/7524/75247309.19.jpg\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://deriv.nls.uk/dcn19/1930/5561/193055617.19.jpg\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img src=\"http://deriv.nls.uk/dcn19/1930/5561/193055617.19.jpg\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://deriv.nls.uk/dcn19/1930/5561/193055611.19.jpg\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img src=\"http://deriv.nls.uk/dcn19/1930/5561/193055611.19.jpg\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://deriv.nls.uk/dcn19/7496/74960120.19.jpg\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img src=\"http://deriv.nls.uk/dcn19/7496/74960120.19.jpg\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from IPython.display import Image, display\n",
    "\n",
    "listOfImageNames = df[df[\"thumbnail\"].notnull()][\"thumbnail\"].head(5)\n",
    "\n",
    "for imageName in listOfImageNames:\n",
    "    print(imageName)\n",
    "    display(Image(url=imageName))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7080ce50",
   "metadata": {},
   "source": [
    "#### Let's check the subjects"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "3f8c96f7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total unique subjects:91\n",
      "Agriculture\n",
      "Air displays and shows\n",
      "Air Raids\n",
      "Aircraft see also Helicopters\n",
      "Airports\n",
      "Animals\n",
      "Architecture and Buildings\n",
      "Art and Artists, general  \n",
      "Arts and Crafts\n",
      "Birds\n",
      "British Empire, the\n",
      "Broadcasting, general\n",
      "Buddhism\n",
      "Bulldozers\n",
      "Bus Stations and Depots\n",
      "Buses and Coaches, general\n",
      "Butchers and Butcher Shops\n",
      "Cafeterias and Canteens\n",
      "Camping\n",
      "Canals\n",
      "Canoeing\n",
      "Carriages\n",
      "Celebrations, Traditions and Customs\n",
      "Celts and Celtic Culture\n",
      "Ceremonies\n",
      "Cheese and Cheese Making\n",
      "Children and Infants\n",
      "Christmas  see also New Year\n",
      "Construction and Engineering\n",
      "Crime, Punishment and Law Enforcement\n",
      "Dentistry\n",
      "Depression, the\n",
      "Disillusionment\n",
      "Easter\n",
      "Education\n",
      "Emotions, Attitudes and Behaviour\n",
      "Employment, Industry and Industrial Relations\n",
      "Environment\n",
      "Ferries\n",
      "Fire Service\n",
      "Fish and Fishing\n",
      "Fish Gutting\n",
      "Fish Markets\n",
      "Fishing Boats\n",
      "Fishwives\n",
      "Food and Drink\n",
      "Forth River\n",
      "Gaelic\n",
      "Healthcare\n",
      "Highland Games\n",
      "Hogmanay\n",
      "Holiday Camps\n",
      "Home Guard\n",
      "Home Life\n",
      "Housing and Living Conditions\n",
      "Institutional Care\n",
      "Landscapes and Seascapes\n",
      "Leisure and Recreation\n",
      "Lifeboats\n",
      "Lobster Fishing\n",
      "Local Government\n",
      "Loch Ness Monster, the\n",
      "Media, Communication and the Creative Industries\n",
      "Military, the\n",
      "Music\n",
      "Music Hall\n",
      "Paddle Steamers\n",
      "Peat and Peat Cutting\n",
      "Politics\n",
      "Power Resources\n",
      "Religion\n",
      "Reptiles\n",
      "Reservoirs\n",
      "Residential Homes for the Elderly\n",
      "Restaurants\n",
      "Revenge\n",
      "Riding of the Marches\n",
      "Rodents\n",
      "Royalty\n",
      "Science and Technology\n",
      "Ships and Shipping\n",
      "Special Needs Education\n",
      "Spinning\n",
      "Sporting Activities\n",
      "Spring\n",
      "Stained Glass\n",
      "Tourism and Travel\n",
      "Transport\n",
      "War\n",
      "War Crimes\n",
      "Water and Waterways\n"
     ]
    }
   ],
   "source": [
    "# get unique values\n",
    "subjects = pd.unique(df['subjects'].str.split(' -- ', expand=True).stack()).tolist()\n",
    "print(\"Total unique subjects:\" + str(len(subjects)))\n",
    "for s in sorted(subjects, key=str.lower):\n",
    "    print(s)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a4536e6",
   "metadata": {},
   "source": [
    "#### Let's explore the information included in the summary column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "0fea6fc4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0    The Botanic Gardens, Glasgow with shots of the...\n",
      "1    Footage of the last trams to run in Glasgow, a...\n",
      "2    The story of the last Edinburgh tram.  Shots o...\n",
      "3    Footage of the last tram to run in Glasgow. Th...\n",
      "4    Scottish school pupils studying scientific and...\n",
      "5    Glasgow University celebrates its Fifth Centen...\n",
      "6    Celebrations in Glasgow attended by students f...\n",
      "7    Procession of dignitaries in horse-drawn carri...\n",
      "8    Harry Lauder leaves for Liverpool from London'...\n",
      "9    A selection of amateur films made in the early...\n",
      "Name: summary, dtype: object\n"
     ]
    }
   ],
   "source": [
    "print(df[\"summary\"].head(10))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2757c59a",
   "metadata": {},
   "source": [
    "### Cleaning the data\n",
    "\n",
    "The text may include special  punctuation characters that can be removed. In addition, the function lower() converts all capital letters in the text area to small lettersthe text is lowercase. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "906370f1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    the botanic gardens glasgow with shots of the ...\n",
       "1    footage of the last trams to run in glasgow an...\n",
       "2    the story of the last edinburgh tram  shots of...\n",
       "3    footage of the last tram to run in glasgow thi...\n",
       "4    scottish school pupils studying scientific and...\n",
       "Name: summary_processed, dtype: object"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Remove punctuation\n",
    "df['summary_processed'] = df['summary'].map(lambda x: re.sub('[,\\.!?]', '', x))\n",
    "\n",
    "# Convert the text to lowercase\n",
    "df['summary_processed'] = df['summary_processed'].map(lambda x: x.lower())\n",
    "\n",
    "# Print out the first rows of papers\n",
    "df['summary_processed'].head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a2263b2e",
   "metadata": {},
   "source": [
    "### WordCloud visualisation\n",
    "\n",
    "The following cell of code enables the creation of a wordcloud based on the textual descriptions provided by the column summary."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "c6e7ec55",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=400x200 at 0x7FFAF9AA0E20>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Join the different summaries together.\n",
    "long_string = ','.join(list(df['summary_processed'].values))\n",
    "\n",
    "# Create a WordCloud object\n",
    "wordcloud = WordCloud(background_color=\"white\", max_words=5000, contour_width=3, contour_color='steelblue')\n",
    "\n",
    "# Generate a word cloud\n",
    "wordcloud.generate(long_string)\n",
    "\n",
    "# Visualize the word cloud\n",
    "wordcloud.to_image()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}