{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Ireland county boundaries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "from datetime import datetime, timezone\n",
    "from zipfile import ZipFile\n",
    "import geopandas as gpd\n",
    "import matplotlib.colors as mcolors\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pooch\n",
    "from matplotlib import ticker\n",
    "import climag.climag as cplt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# base data download directory\n",
    "DATA_DIR = os.path.join(\"data\", \"boundaries\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "GPKG_BOUNDARY = os.path.join(DATA_DIR, \"boundaries_all.gpkg\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##  Counties - OSi National Statutory Boundaries - 2019\n",
    "\n",
    "<https://data-osi.opendata.arcgis.com/datasets/osi::counties-osi-national-statutory-boundaries-2019/about>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "SUB_DIR = os.path.join(DATA_DIR, \"OSi\")\n",
    "os.makedirs(SUB_DIR, exist_ok=True)\n",
    "URL = (\n",
    "    \"https://opendata.arcgis.com/api/v3/datasets/\"\n",
    "    \"e6f6418eb62442c4adbe18d0a64135a2_0/downloads/data?\"\n",
    "    \"format=shp&spatialRefId=2157&where=1%3D1\"\n",
    ")\n",
    "KNOWN_HASH = None\n",
    "FILE_NAME = \"counties-osi-national-statutory-boundaries-2019.zip\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading data from 'https://opendata.arcgis.com/api/v3/datasets/e6f6418eb62442c4adbe18d0a64135a2_0/downloads/data?format=shp&spatialRefId=2157&where=1%3D1' to file '/run/media/nms/Backup/Documents/Git/ClimAg/ClimAg/data/boundaries/OSi/counties-osi-national-statutory-boundaries-2019.zip'.\n",
      "SHA256 hash of downloaded file: 7e382ae52ba37a35136d8c8bdeac899b59bdc6525e650314b008938717f73fa4\n",
      "Use this value as the 'known_hash' argument of 'pooch.retrieve' to ensure that the file hasn't changed if it is downloaded again in the future.\n"
     ]
    }
   ],
   "source": [
    "# download data if necessary\n",
    "if not os.path.isfile(os.path.join(SUB_DIR, FILE_NAME)):\n",
    "    pooch.retrieve(\n",
    "        url=URL, known_hash=KNOWN_HASH, fname=FILE_NAME, path=SUB_DIR\n",
    "    )\n",
    "\n",
    "    with open(\n",
    "        os.path.join(SUB_DIR, f\"{FILE_NAME[:-4]}.txt\"), \"w\", encoding=\"utf-8\"\n",
    "    ) as outfile:\n",
    "        outfile.write(\n",
    "            f\"Data downloaded on: {datetime.now(tz=timezone.utc)}\\n\"\n",
    "            f\"Download URL: {URL}\"\n",
    "        )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "ZIP_FILE = os.path.join(\n",
    "    SUB_DIR, \"counties-osi-national-statutory-boundaries-2019.zip\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['Counties___OSi_National_Statutory_Boundaries_.shp',\n",
       " 'Counties___OSi_National_Statutory_Boundaries_.shx',\n",
       " 'Counties___OSi_National_Statutory_Boundaries_.dbf',\n",
       " 'Counties___OSi_National_Statutory_Boundaries_.cpg',\n",
       " 'Counties___OSi_National_Statutory_Boundaries_.prj',\n",
       " 'Counties_-_OSi_National_Statutory_Boundaries_-_2019.xml']"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# list of files/folders in the ZIP archive\n",
    "ZipFile(ZIP_FILE).namelist()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "osi = gpd.read_file(\n",
    "    f\"zip://{ZIP_FILE}!Counties___OSi_National_Statutory_Boundaries_.shp\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>CO_ID</th>\n",
       "      <th>ENGLISH</th>\n",
       "      <th>GAEILGE</th>\n",
       "      <th>LOGAINM_ID</th>\n",
       "      <th>GUID</th>\n",
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       "      <th>COUNTY</th>\n",
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       "      <td>100026</td>\n",
       "      <td>2ae19629-144b-13a3-e055-000000000001</td>\n",
       "      <td>Port Láirge</td>\n",
       "      <td>WATERFORD</td>\n",
       "      <td>Munster</td>\n",
       "      <td>630336.80</td>\n",
       "      <td>599955.37</td>\n",
       "      <td>1.857038e+09</td>\n",
       "      <td>4.572206e+05</td>\n",
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       "      <td>Baile Átha Cliath</td>\n",
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       "      <td>740960.44</td>\n",
       "      <td>9.257609e+08</td>\n",
       "      <td>3.661986e+05</td>\n",
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       "      <td>100016</td>\n",
       "      <td>2ae19629-144c-13a3-e055-000000000001</td>\n",
       "      <td>An Iarmhí</td>\n",
       "      <td>WESTMEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>635445.42</td>\n",
       "      <td>756679.97</td>\n",
       "      <td>1.838310e+09</td>\n",
       "      <td>2.916598e+05</td>\n",
       "      <td>1.838310e+09</td>\n",
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       "      <td>669110.41</td>\n",
       "      <td>824170.57</td>\n",
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       "      <td>Corcaigh</td>\n",
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       "      <td>573117.78</td>\n",
       "      <td>7.502635e+09</td>\n",
       "      <td>1.962542e+06</td>\n",
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       "      <td>Ciarraí</td>\n",
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       "      <td>600519.77</td>\n",
       "      <td>4.812989e+09</td>\n",
       "      <td>1.521123e+06</td>\n",
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       "      <td>Ros Comáin</td>\n",
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       "      <td>576872.92</td>\n",
       "      <td>772072.39</td>\n",
       "      <td>2.547136e+09</td>\n",
       "      <td>4.305319e+05</td>\n",
       "      <td>2.547136e+09</td>\n",
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       "      <td>100019</td>\n",
       "      <td>2ae19629-144d-13a3-e055-000000000001</td>\n",
       "      <td>Loch Garman</td>\n",
       "      <td>WEXFORD</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>696261.93</td>\n",
       "      <td>634655.15</td>\n",
       "      <td>2.369838e+09</td>\n",
       "      <td>4.279792e+05</td>\n",
       "      <td>2.369838e+09</td>\n",
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       "      <td>2ae19629-1441-13a3-e055-000000000001</td>\n",
       "      <td>An Longfort</td>\n",
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       "      <td>619420.92</td>\n",
       "      <td>775835.13</td>\n",
       "      <td>1.091078e+09</td>\n",
       "      <td>2.130448e+05</td>\n",
       "      <td>1.091078e+09</td>\n",
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       "      <td>2ae19629-1444-13a3-e055-000000000001</td>\n",
       "      <td>An Mhí</td>\n",
       "      <td>MEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>680723.14</td>\n",
       "      <td>767236.28</td>\n",
       "      <td>2.342049e+09</td>\n",
       "      <td>3.965384e+05</td>\n",
       "      <td>2.342049e+09</td>\n",
       "      <td>POLYGON ((703693.547 775679.647, 703715.407 77...</td>\n",
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       "      <td>2ae19629-1448-13a3-e055-000000000001</td>\n",
       "      <td>An Cabhán</td>\n",
       "      <td>CAVAN</td>\n",
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       "      <td>809776.33</td>\n",
       "      <td>1.931225e+09</td>\n",
       "      <td>3.766452e+05</td>\n",
       "      <td>1.931225e+09</td>\n",
       "      <td>POLYGON ((647101.835 817295.342, 647136.479 81...</td>\n",
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       "      <td>Ceatharlach</td>\n",
       "      <td>100004</td>\n",
       "      <td>2ae19629-143d-13a3-e055-000000000001</td>\n",
       "      <td>Ceatharlach</td>\n",
       "      <td>CARLOW</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>680448.23</td>\n",
       "      <td>660624.58</td>\n",
       "      <td>8.963062e+08</td>\n",
       "      <td>2.245240e+05</td>\n",
       "      <td>8.963062e+08</td>\n",
       "      <td>POLYGON ((670647.949 643416.565, 670650.103 64...</td>\n",
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       "      <td>2ae19629-1443-13a3-e055-000000000001</td>\n",
       "      <td>Maigh Eo</td>\n",
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       "      <td>Connacht</td>\n",
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       "      <td>797843.38</td>\n",
       "      <td>5.587525e+09</td>\n",
       "      <td>1.637391e+06</td>\n",
       "      <td>5.587525e+09</td>\n",
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       "      <td>100021</td>\n",
       "      <td>2ae19629-1442-13a3-e055-000000000001</td>\n",
       "      <td>Lú</td>\n",
       "      <td>LOUTH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>705050.25</td>\n",
       "      <td>796448.45</td>\n",
       "      <td>8.261070e+08</td>\n",
       "      <td>2.554320e+05</td>\n",
       "      <td>8.261070e+08</td>\n",
       "      <td>MULTIPOLYGON (((705398.558 808067.244, 705397....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>19</td>\n",
       "      <td>200000</td>\n",
       "      <td>SLIGO</td>\n",
       "      <td>Sligeach</td>\n",
       "      <td>100028</td>\n",
       "      <td>2ae19629-1449-13a3-e055-000000000001</td>\n",
       "      <td>Sligeach</td>\n",
       "      <td>SLIGO</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>557897.46</td>\n",
       "      <td>827219.69</td>\n",
       "      <td>1.836083e+09</td>\n",
       "      <td>5.196672e+05</td>\n",
       "      <td>1.836083e+09</td>\n",
       "      <td>MULTIPOLYGON (((587808.346 819441.502, 587826....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>20</td>\n",
       "      <td>110000</td>\n",
       "      <td>LEITRIM</td>\n",
       "      <td>Liatroim</td>\n",
       "      <td>100018</td>\n",
       "      <td>2ae19629-143f-13a3-e055-000000000001</td>\n",
       "      <td>Liatroim</td>\n",
       "      <td>LEITRIM</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>599762.02</td>\n",
       "      <td>821266.52</td>\n",
       "      <td>1.588030e+09</td>\n",
       "      <td>3.217761e+05</td>\n",
       "      <td>1.588030e+09</td>\n",
       "      <td>MULTIPOLYGON (((601354.743 793462.633, 601338....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>21</td>\n",
       "      <td>90000</td>\n",
       "      <td>KILKENNY</td>\n",
       "      <td>Cill Chainnigh</td>\n",
       "      <td>100006</td>\n",
       "      <td>2ae19629-1456-13a3-e055-000000000001</td>\n",
       "      <td>Cill Chainnigh</td>\n",
       "      <td>KILKENNY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>647885.56</td>\n",
       "      <td>646646.11</td>\n",
       "      <td>2.071100e+09</td>\n",
       "      <td>2.866875e+05</td>\n",
       "      <td>2.071100e+09</td>\n",
       "      <td>POLYGON ((657278.307 614454.867, 657275.738 61...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>22</td>\n",
       "      <td>180000</td>\n",
       "      <td>OFFALY</td>\n",
       "      <td>Uíbh Fhailí</td>\n",
       "      <td>100031</td>\n",
       "      <td>2ae19629-1446-13a3-e055-000000000001</td>\n",
       "      <td>Uíbh Fhailí</td>\n",
       "      <td>OFFALY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>631261.72</td>\n",
       "      <td>709672.35</td>\n",
       "      <td>2.000025e+09</td>\n",
       "      <td>3.899277e+05</td>\n",
       "      <td>2.000025e+09</td>\n",
       "      <td>POLYGON ((601397.409 731850.464, 601413.034 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>23</td>\n",
       "      <td>100000</td>\n",
       "      <td>LAOIS</td>\n",
       "      <td>Laois</td>\n",
       "      <td>100017</td>\n",
       "      <td>2ae19629-143e-13a3-e055-000000000001</td>\n",
       "      <td>Laois</td>\n",
       "      <td>LAOIS</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>644908.26</td>\n",
       "      <td>694308.36</td>\n",
       "      <td>1.719127e+09</td>\n",
       "      <td>2.767380e+05</td>\n",
       "      <td>1.719127e+09</td>\n",
       "      <td>POLYGON ((661099.539 694862.944, 661101.021 69...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>24</td>\n",
       "      <td>60000</td>\n",
       "      <td>GALWAY</td>\n",
       "      <td>Gaillimh</td>\n",
       "      <td>100015</td>\n",
       "      <td>2ae19629-1453-13a3-e055-000000000001</td>\n",
       "      <td>Gaillimh</td>\n",
       "      <td>GALWAY</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>524511.96</td>\n",
       "      <td>732839.34</td>\n",
       "      <td>6.150926e+09</td>\n",
       "      <td>2.134611e+06</td>\n",
       "      <td>6.150926e+09</td>\n",
       "      <td>MULTIPOLYGON (((454124.489 757209.338, 454128....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>25</td>\n",
       "      <td>210000</td>\n",
       "      <td>TIPPERARY</td>\n",
       "      <td>Tiobraid Árann</td>\n",
       "      <td>100029</td>\n",
       "      <td>2ae19629-144a-13a3-e055-000000000001</td>\n",
       "      <td>Tiobraid Árann</td>\n",
       "      <td>TIPPERARY</td>\n",
       "      <td>Munster</td>\n",
       "      <td>605191.54</td>\n",
       "      <td>659297.87</td>\n",
       "      <td>4.303396e+09</td>\n",
       "      <td>5.177914e+05</td>\n",
       "      <td>4.303396e+09</td>\n",
       "      <td>POLYGON ((616930.981 621074.522, 616922.325 62...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>26</td>\n",
       "      <td>30000</td>\n",
       "      <td>CLARE</td>\n",
       "      <td>An Clár</td>\n",
       "      <td>100009</td>\n",
       "      <td>2ae19629-1450-13a3-e055-000000000001</td>\n",
       "      <td>An Clár</td>\n",
       "      <td>CLARE</td>\n",
       "      <td>Munster</td>\n",
       "      <td>524790.20</td>\n",
       "      <td>680078.02</td>\n",
       "      <td>3.448615e+09</td>\n",
       "      <td>5.279467e+05</td>\n",
       "      <td>3.448615e+09</td>\n",
       "      <td>MULTIPOLYGON (((549953.941 658520.164, 549819....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    OBJECTID   CO_ID    ENGLISH            GAEILGE LOGAINM_ID  \\\n",
       "0          1   50000    DONEGAL       Dún na nGall     100013   \n",
       "1          2  120000   LIMERICK          Luimneach     100022   \n",
       "2          3   80000    KILDARE          Cill Dara     100007   \n",
       "3          4  220000  WATERFORD        Port Láirge     100026   \n",
       "4          5  260000     DUBLIN  Baile Átha Cliath     100002   \n",
       "5          6  230000  WESTMEATH          An Iarmhí     100016   \n",
       "6          7  170000   MONAGHAN         Muineachán     100025   \n",
       "7          8  250000    WICKLOW      Cill Mhantáin     100008   \n",
       "8          9   40000       CORK           Corcaigh     100010   \n",
       "9         10   70000      KERRY            Ciarraí     100005   \n",
       "10        11  190000  ROSCOMMON         Ros Comáin     100027   \n",
       "11        12  240000    WEXFORD        Loch Garman     100019   \n",
       "12        13  130000   LONGFORD        An Longfort     100020   \n",
       "13        14  160000      MEATH             An Mhí     100024   \n",
       "14        15   20000      CAVAN          An Cabhán     100003   \n",
       "15        16   10000     CARLOW        Ceatharlach     100004   \n",
       "16        17  150000       MAYO           Maigh Eo     100023   \n",
       "17        18  140000      LOUTH                 Lú     100021   \n",
       "18        19  200000      SLIGO           Sligeach     100028   \n",
       "19        20  110000    LEITRIM           Liatroim     100018   \n",
       "20        21   90000   KILKENNY     Cill Chainnigh     100006   \n",
       "21        22  180000     OFFALY        Uíbh Fhailí     100031   \n",
       "22        23  100000      LAOIS              Laois     100017   \n",
       "23        24   60000     GALWAY           Gaillimh     100015   \n",
       "24        25  210000  TIPPERARY     Tiobraid Árann     100029   \n",
       "25        26   30000      CLARE            An Clár     100009   \n",
       "\n",
       "                                    GUID             CONTAE     COUNTY  \\\n",
       "0   2ae19629-1452-13a3-e055-000000000001       Dún na nGall    DONEGAL   \n",
       "1   2ae19629-1440-13a3-e055-000000000001          Luimneach   LIMERICK   \n",
       "2   2ae19629-1455-13a3-e055-000000000001          Cill Dara    KILDARE   \n",
       "3   2ae19629-144b-13a3-e055-000000000001        Port Láirge  WATERFORD   \n",
       "4   2ae19629-144f-13a3-e055-000000000001  Baile Átha Cliath     DUBLIN   \n",
       "5   2ae19629-144c-13a3-e055-000000000001          An Iarmhí  WESTMEATH   \n",
       "6   2ae19629-1445-13a3-e055-000000000001         Muineachán   MONAGHAN   \n",
       "7   2ae19629-144e-13a3-e055-000000000001      Cill Mhantáin    WICKLOW   \n",
       "8   2ae19629-1451-13a3-e055-000000000001           Corcaigh       CORK   \n",
       "9   2ae19629-1454-13a3-e055-000000000001            Ciarraí      KERRY   \n",
       "10  2ae19629-1447-13a3-e055-000000000001         Ros Comáin  ROSCOMMON   \n",
       "11  2ae19629-144d-13a3-e055-000000000001        Loch Garman    WEXFORD   \n",
       "12  2ae19629-1441-13a3-e055-000000000001        An Longfort   LONGFORD   \n",
       "13  2ae19629-1444-13a3-e055-000000000001             An Mhí      MEATH   \n",
       "14  2ae19629-1448-13a3-e055-000000000001          An Cabhán      CAVAN   \n",
       "15  2ae19629-143d-13a3-e055-000000000001        Ceatharlach     CARLOW   \n",
       "16  2ae19629-1443-13a3-e055-000000000001           Maigh Eo       MAYO   \n",
       "17  2ae19629-1442-13a3-e055-000000000001                 Lú      LOUTH   \n",
       "18  2ae19629-1449-13a3-e055-000000000001           Sligeach      SLIGO   \n",
       "19  2ae19629-143f-13a3-e055-000000000001           Liatroim    LEITRIM   \n",
       "20  2ae19629-1456-13a3-e055-000000000001     Cill Chainnigh   KILKENNY   \n",
       "21  2ae19629-1446-13a3-e055-000000000001        Uíbh Fhailí     OFFALY   \n",
       "22  2ae19629-143e-13a3-e055-000000000001              Laois      LAOIS   \n",
       "23  2ae19629-1453-13a3-e055-000000000001           Gaillimh     GALWAY   \n",
       "24  2ae19629-144a-13a3-e055-000000000001     Tiobraid Árann  TIPPERARY   \n",
       "25  2ae19629-1450-13a3-e055-000000000001            An Clár      CLARE   \n",
       "\n",
       "    PROVINCE  CENTROID_X  CENTROID_Y          AREA    SHAPE_Leng  \\\n",
       "0     Ulster   607296.31   911848.45  4.860754e+09  1.859119e+06   \n",
       "1    Munster   548318.75   640943.05  2.754926e+09  3.897987e+05   \n",
       "2   Leinster   678993.60   712090.40  1.694083e+09  2.970485e+05   \n",
       "3    Munster   630336.80   599955.37  1.857038e+09  4.572206e+05   \n",
       "4   Leinster   714929.28   740960.44  9.257609e+08  3.661986e+05   \n",
       "5   Leinster   635445.42   756679.97  1.838310e+09  2.916598e+05   \n",
       "6     Ulster   669110.41   824170.57  1.294164e+09  3.009820e+05   \n",
       "7   Leinster   707784.79   690738.10  2.025161e+09  3.206300e+05   \n",
       "8    Munster   527532.69   573117.78  7.502635e+09  1.962542e+06   \n",
       "9    Munster   469696.21   600519.77  4.812989e+09  1.521123e+06   \n",
       "10  Connacht   576872.92   772072.39  2.547136e+09  4.305319e+05   \n",
       "11  Leinster   696261.93   634655.15  2.369838e+09  4.279792e+05   \n",
       "12  Leinster   619420.92   775835.13  1.091078e+09  2.130448e+05   \n",
       "13  Leinster   680723.14   767236.28  2.342049e+09  3.965384e+05   \n",
       "14    Ulster   638764.82   809776.33  1.931225e+09  3.766452e+05   \n",
       "15  Leinster   680448.23   660624.58  8.963062e+08  2.245240e+05   \n",
       "16  Connacht   504948.11   797843.38  5.587525e+09  1.637391e+06   \n",
       "17  Leinster   705050.25   796448.45  8.261070e+08  2.554320e+05   \n",
       "18  Connacht   557897.46   827219.69  1.836083e+09  5.196672e+05   \n",
       "19  Connacht   599762.02   821266.52  1.588030e+09  3.217761e+05   \n",
       "20  Leinster   647885.56   646646.11  2.071100e+09  2.866875e+05   \n",
       "21  Leinster   631261.72   709672.35  2.000025e+09  3.899277e+05   \n",
       "22  Leinster   644908.26   694308.36  1.719127e+09  2.767380e+05   \n",
       "23  Connacht   524511.96   732839.34  6.150926e+09  2.134611e+06   \n",
       "24   Munster   605191.54   659297.87  4.303396e+09  5.177914e+05   \n",
       "25   Munster   524790.20   680078.02  3.448615e+09  5.279467e+05   \n",
       "\n",
       "      SHAPE_Area                                           geometry  \n",
       "0   4.860754e+09  MULTIPOLYGON (((594809.032 934698.617, 594809....  \n",
       "1   2.754926e+09  POLYGON ((565662.328 665775.167, 565663.255 66...  \n",
       "2   1.694083e+09  POLYGON ((700193.727 734740.683, 700202.676 73...  \n",
       "3   1.857038e+09  MULTIPOLYGON (((627774.638 593971.494, 627777....  \n",
       "4   9.257609e+08  MULTIPOLYGON (((703019.336 739044.540, 703020....  \n",
       "5   1.838310e+09  POLYGON ((641367.591 732152.211, 641366.980 73...  \n",
       "6   1.294164e+09  POLYGON ((675935.046 835570.097, 675941.324 83...  \n",
       "7   2.025161e+09  MULTIPOLYGON (((725064.152 671911.669, 725060....  \n",
       "8   7.502635e+09  MULTIPOLYGON (((539837.098 620406.502, 539820....  \n",
       "9   4.812989e+09  MULTIPOLYGON (((444169.720 600758.236, 444174....  \n",
       "10  2.547136e+09  POLYGON ((567931.477 797012.547, 567944.435 79...  \n",
       "11  2.369838e+09  MULTIPOLYGON (((713562.446 612625.823, 713567....  \n",
       "12  1.091078e+09  POLYGON ((607949.238 781479.058, 607874.731 78...  \n",
       "13  2.342049e+09  POLYGON ((703693.547 775679.647, 703715.407 77...  \n",
       "14  1.931225e+09  POLYGON ((647101.835 817295.342, 647136.479 81...  \n",
       "15  8.963062e+08  POLYGON ((670647.949 643416.565, 670650.103 64...  \n",
       "16  5.587525e+09  MULTIPOLYGON (((474351.488 830956.119, 474354....  \n",
       "17  8.261070e+08  MULTIPOLYGON (((705398.558 808067.244, 705397....  \n",
       "18  1.836083e+09  MULTIPOLYGON (((587808.346 819441.502, 587826....  \n",
       "19  1.588030e+09  MULTIPOLYGON (((601354.743 793462.633, 601338....  \n",
       "20  2.071100e+09  POLYGON ((657278.307 614454.867, 657275.738 61...  \n",
       "21  2.000025e+09  POLYGON ((601397.409 731850.464, 601413.034 73...  \n",
       "22  1.719127e+09  POLYGON ((661099.539 694862.944, 661101.021 69...  \n",
       "23  6.150926e+09  MULTIPOLYGON (((454124.489 757209.338, 454128....  \n",
       "24  4.303396e+09  POLYGON ((616930.981 621074.522, 616922.325 62...  \n",
       "25  3.448615e+09  MULTIPOLYGON (((549953.941 658520.164, 549819....  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Derived Projected CRS: EPSG:2157>\n",
       "Name: IRENET95 / Irish Transverse Mercator\n",
       "Axis Info [cartesian]:\n",
       "- E[east]: Easting (metre)\n",
       "- N[north]: Northing (metre)\n",
       "Area of Use:\n",
       "- name: Ireland - onshore. United Kingdom (UK) - Northern Ireland (Ulster) - onshore.\n",
       "- bounds: (-10.56, 51.39, -5.34, 55.43)\n",
       "Coordinate Operation:\n",
       "- name: Irish Transverse Mercator\n",
       "- method: Transverse Mercator\n",
       "Datum: IRENET95\n",
       "- Ellipsoid: GRS 1980\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osi.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x864 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "base = osi.plot(\n",
    "    color=\"navajowhite\",\n",
    "    figsize=(9, 9),\n",
    "    edgecolor=\"darkslategrey\",\n",
    "    linewidth=0.4,\n",
    ")\n",
    "\n",
    "plt.tick_params(labelbottom=False, labelleft=False)\n",
    "plt.title(\"Counties of the Republic of Ireland\")\n",
    "plt.text(650000, 505000, \"© Ordnance Survey Ireland\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## OSNI Open Data - Largescale Boundaries - County Boundaries\n",
    "\n",
    "<https://www.opendatani.gov.uk/dataset/osni-open-data-largescale-boundaries-county-boundaries1>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "SUB_DIR = os.path.join(DATA_DIR, \"OSNI\")\n",
    "os.makedirs(SUB_DIR, exist_ok=True)\n",
    "URL = (\n",
    "    \"https://osni-spatialni.opendata.arcgis.com/datasets/\"\n",
    "    \"spatialni::osni-open-data-largescale-boundaries-county-boundaries-.zip?\"\n",
    "    'outSR={\"latestWkid\":29902,\"wkid\":29900}'\n",
    ")\n",
    "KNOWN_HASH = None\n",
    "FILE_NAME = \"osni-open-data-largescale-boundaries-county-boundaries.zip\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading data from 'https://osni-spatialni.opendata.arcgis.com/datasets/spatialni::osni-open-data-largescale-boundaries-county-boundaries-.zip?outSR={\"latestWkid\":29902,\"wkid\":29900}' to file '/run/media/nms/Backup/Documents/Git/ClimAg/ClimAg/data/boundaries/OSNI/osni-open-data-largescale-boundaries-county-boundaries.zip'.\n",
      "SHA256 hash of downloaded file: 41ddbfdeac4e86d8cc3d17ad3d3b2db8dcd523219bc9119a12065452230bd002\n",
      "Use this value as the 'known_hash' argument of 'pooch.retrieve' to ensure that the file hasn't changed if it is downloaded again in the future.\n"
     ]
    }
   ],
   "source": [
    "# download data if necessary\n",
    "if not os.path.isfile(os.path.join(SUB_DIR, FILE_NAME)):\n",
    "    pooch.retrieve(\n",
    "        url=URL, known_hash=KNOWN_HASH, fname=FILE_NAME, path=SUB_DIR\n",
    "    )\n",
    "\n",
    "    with open(\n",
    "        os.path.join(SUB_DIR, f\"{FILE_NAME[:-4]}.txt\"), \"w\", encoding=\"utf-8\"\n",
    "    ) as outfile:\n",
    "        outfile.write(\n",
    "            f\"Data downloaded on: {datetime.now(tz=timezone.utc)}\\n\"\n",
    "            f\"Download URL: {URL}\"\n",
    "        )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "ZIP_FILE = os.path.join(SUB_DIR, FILE_NAME)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.shp',\n",
       " 'OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.shx',\n",
       " 'OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.dbf',\n",
       " 'OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.cpg',\n",
       " 'OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.prj',\n",
       " 'OSNI_Open_Data_-_Largescale_Boundaries_-_County_Boundaries_.xml']"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# list of files/folders in the ZIP archive\n",
    "ZipFile(ZIP_FILE).namelist()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni = gpd.read_file(\n",
    "    f\"zip://{ZIP_FILE}!OSNI_Open_Data_-_Largescale_Boundaries_-_\"\n",
    "    \"County_Boundaries_.shp\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>COUNTY_ID</th>\n",
       "      <th>CountyName</th>\n",
       "      <th>Area_SqKM</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>6</td>\n",
       "      <td>TYRONE</td>\n",
       "      <td>3265.796622</td>\n",
       "      <td>1</td>\n",
       "      <td>POLYGON ((239669.119 410673.911, 239674.087 41...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>ANTRIM</td>\n",
       "      <td>3097.847750</td>\n",
       "      <td>2</td>\n",
       "      <td>MULTIPOLYGON (((332496.979 369026.840, 332495....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>ARMAGH</td>\n",
       "      <td>1327.228438</td>\n",
       "      <td>3</td>\n",
       "      <td>POLYGON ((306664.851 363565.186, 306800.000 36...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>FERMANAGH</td>\n",
       "      <td>1850.832538</td>\n",
       "      <td>4</td>\n",
       "      <td>POLYGON ((219812.322 373029.105, 219829.775 37...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>LONDONDERRY</td>\n",
       "      <td>2118.316853</td>\n",
       "      <td>5</td>\n",
       "      <td>POLYGON ((284790.378 439909.102, 284790.998 43...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>3</td>\n",
       "      <td>DOWN</td>\n",
       "      <td>2491.238606</td>\n",
       "      <td>6</td>\n",
       "      <td>MULTIPOLYGON (((325844.559 312608.723, 325840....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   COUNTY_ID   CountyName    Area_SqKM  OBJECTID  \\\n",
       "0          6       TYRONE  3265.796622         1   \n",
       "1          1       ANTRIM  3097.847750         2   \n",
       "2          2       ARMAGH  1327.228438         3   \n",
       "3          4    FERMANAGH  1850.832538         4   \n",
       "4          5  LONDONDERRY  2118.316853         5   \n",
       "5          3         DOWN  2491.238606         6   \n",
       "\n",
       "                                            geometry  \n",
       "0  POLYGON ((239669.119 410673.911, 239674.087 41...  \n",
       "1  MULTIPOLYGON (((332496.979 369026.840, 332495....  \n",
       "2  POLYGON ((306664.851 363565.186, 306800.000 36...  \n",
       "3  POLYGON ((219812.322 373029.105, 219829.775 37...  \n",
       "4  POLYGON ((284790.378 439909.102, 284790.998 43...  \n",
       "5  MULTIPOLYGON (((325844.559 312608.723, 325840....  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osni"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Derived Projected CRS: EPSG:29902>\n",
       "Name: TM65 / Irish Grid\n",
       "Axis Info [cartesian]:\n",
       "- E[east]: Easting (metre)\n",
       "- N[north]: Northing (metre)\n",
       "Area of Use:\n",
       "- name: Ireland - onshore.\n",
       "- bounds: (-10.56, 51.39, -5.93, 55.43)\n",
       "Coordinate Operation:\n",
       "- name: Irish Grid\n",
       "- method: Transverse Mercator\n",
       "Datum: TM65\n",
       "- Ellipsoid: Airy Modified 1849\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osni.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# rename Londonderry to Derry\n",
    "osni.replace(\"LONDONDERRY\", \"DERRY\", inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "base = osni.plot(\n",
    "    color=\"navajowhite\",\n",
    "    figsize=(7.5, 7.5),\n",
    "    edgecolor=\"darkslategrey\",\n",
    "    linewidth=0.4,\n",
    ")\n",
    "\n",
    "plt.tick_params(labelbottom=False, labelleft=False)\n",
    "plt.title(\"Counties of Northern Ireland\")\n",
    "plt.text(312000, 305000, \"© Ordnance Survey Northern Ireland\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## County boundaries - Island of Ireland"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "osi_counties = osi[[\"CONTAE\", \"COUNTY\", \"PROVINCE\", \"geometry\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CONTAE</th>\n",
       "      <th>COUNTY</th>\n",
       "      <th>PROVINCE</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Dún na nGall</td>\n",
       "      <td>DONEGAL</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>MULTIPOLYGON (((594809.032 934698.617, 594809....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Luimneach</td>\n",
       "      <td>LIMERICK</td>\n",
       "      <td>Munster</td>\n",
       "      <td>POLYGON ((565662.328 665775.167, 565663.255 66...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Cill Dara</td>\n",
       "      <td>KILDARE</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((700193.727 734740.683, 700202.676 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Port Láirge</td>\n",
       "      <td>WATERFORD</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((627774.638 593971.494, 627777....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Baile Átha Cliath</td>\n",
       "      <td>DUBLIN</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((703019.336 739044.540, 703020....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>An Iarmhí</td>\n",
       "      <td>WESTMEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((641367.591 732152.211, 641366.980 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Muineachán</td>\n",
       "      <td>MONAGHAN</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((675935.046 835570.097, 675941.324 83...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Cill Mhantáin</td>\n",
       "      <td>WICKLOW</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((725064.152 671911.669, 725060....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Corcaigh</td>\n",
       "      <td>CORK</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((539837.098 620406.502, 539820....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Ciarraí</td>\n",
       "      <td>KERRY</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((444169.720 600758.236, 444174....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Ros Comáin</td>\n",
       "      <td>ROSCOMMON</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>POLYGON ((567931.477 797012.547, 567944.435 79...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Loch Garman</td>\n",
       "      <td>WEXFORD</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((713562.446 612625.823, 713567....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>An Longfort</td>\n",
       "      <td>LONGFORD</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((607949.238 781479.058, 607874.731 78...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>An Mhí</td>\n",
       "      <td>MEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((703693.547 775679.647, 703715.407 77...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>An Cabhán</td>\n",
       "      <td>CAVAN</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((647101.835 817295.342, 647136.479 81...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Ceatharlach</td>\n",
       "      <td>CARLOW</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((670647.949 643416.565, 670650.103 64...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Maigh Eo</td>\n",
       "      <td>MAYO</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((474351.488 830956.119, 474354....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>Lú</td>\n",
       "      <td>LOUTH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((705398.558 808067.244, 705397....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Sligeach</td>\n",
       "      <td>SLIGO</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((587808.346 819441.502, 587826....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>Liatroim</td>\n",
       "      <td>LEITRIM</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((601354.743 793462.633, 601338....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>Cill Chainnigh</td>\n",
       "      <td>KILKENNY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((657278.307 614454.867, 657275.738 61...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Uíbh Fhailí</td>\n",
       "      <td>OFFALY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((601397.409 731850.464, 601413.034 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>Laois</td>\n",
       "      <td>LAOIS</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((661099.539 694862.944, 661101.021 69...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Gaillimh</td>\n",
       "      <td>GALWAY</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((454124.489 757209.338, 454128....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>Tiobraid Árann</td>\n",
       "      <td>TIPPERARY</td>\n",
       "      <td>Munster</td>\n",
       "      <td>POLYGON ((616930.981 621074.522, 616922.325 62...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>An Clár</td>\n",
       "      <td>CLARE</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((549953.941 658520.164, 549819....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               CONTAE     COUNTY  PROVINCE  \\\n",
       "0        Dún na nGall    DONEGAL    Ulster   \n",
       "1           Luimneach   LIMERICK   Munster   \n",
       "2           Cill Dara    KILDARE  Leinster   \n",
       "3         Port Láirge  WATERFORD   Munster   \n",
       "4   Baile Átha Cliath     DUBLIN  Leinster   \n",
       "5           An Iarmhí  WESTMEATH  Leinster   \n",
       "6          Muineachán   MONAGHAN    Ulster   \n",
       "7       Cill Mhantáin    WICKLOW  Leinster   \n",
       "8            Corcaigh       CORK   Munster   \n",
       "9             Ciarraí      KERRY   Munster   \n",
       "10         Ros Comáin  ROSCOMMON  Connacht   \n",
       "11        Loch Garman    WEXFORD  Leinster   \n",
       "12        An Longfort   LONGFORD  Leinster   \n",
       "13             An Mhí      MEATH  Leinster   \n",
       "14          An Cabhán      CAVAN    Ulster   \n",
       "15        Ceatharlach     CARLOW  Leinster   \n",
       "16           Maigh Eo       MAYO  Connacht   \n",
       "17                 Lú      LOUTH  Leinster   \n",
       "18           Sligeach      SLIGO  Connacht   \n",
       "19           Liatroim    LEITRIM  Connacht   \n",
       "20     Cill Chainnigh   KILKENNY  Leinster   \n",
       "21        Uíbh Fhailí     OFFALY  Leinster   \n",
       "22              Laois      LAOIS  Leinster   \n",
       "23           Gaillimh     GALWAY  Connacht   \n",
       "24     Tiobraid Árann  TIPPERARY   Munster   \n",
       "25            An Clár      CLARE   Munster   \n",
       "\n",
       "                                             geometry  \n",
       "0   MULTIPOLYGON (((594809.032 934698.617, 594809....  \n",
       "1   POLYGON ((565662.328 665775.167, 565663.255 66...  \n",
       "2   POLYGON ((700193.727 734740.683, 700202.676 73...  \n",
       "3   MULTIPOLYGON (((627774.638 593971.494, 627777....  \n",
       "4   MULTIPOLYGON (((703019.336 739044.540, 703020....  \n",
       "5   POLYGON ((641367.591 732152.211, 641366.980 73...  \n",
       "6   POLYGON ((675935.046 835570.097, 675941.324 83...  \n",
       "7   MULTIPOLYGON (((725064.152 671911.669, 725060....  \n",
       "8   MULTIPOLYGON (((539837.098 620406.502, 539820....  \n",
       "9   MULTIPOLYGON (((444169.720 600758.236, 444174....  \n",
       "10  POLYGON ((567931.477 797012.547, 567944.435 79...  \n",
       "11  MULTIPOLYGON (((713562.446 612625.823, 713567....  \n",
       "12  POLYGON ((607949.238 781479.058, 607874.731 78...  \n",
       "13  POLYGON ((703693.547 775679.647, 703715.407 77...  \n",
       "14  POLYGON ((647101.835 817295.342, 647136.479 81...  \n",
       "15  POLYGON ((670647.949 643416.565, 670650.103 64...  \n",
       "16  MULTIPOLYGON (((474351.488 830956.119, 474354....  \n",
       "17  MULTIPOLYGON (((705398.558 808067.244, 705397....  \n",
       "18  MULTIPOLYGON (((587808.346 819441.502, 587826....  \n",
       "19  MULTIPOLYGON (((601354.743 793462.633, 601338....  \n",
       "20  POLYGON ((657278.307 614454.867, 657275.738 61...  \n",
       "21  POLYGON ((601397.409 731850.464, 601413.034 73...  \n",
       "22  POLYGON ((661099.539 694862.944, 661101.021 69...  \n",
       "23  MULTIPOLYGON (((454124.489 757209.338, 454128....  \n",
       "24  POLYGON ((616930.981 621074.522, 616922.325 62...  \n",
       "25  MULTIPOLYGON (((549953.941 658520.164, 549819....  "
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osi_counties"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni_counties = osni.rename(columns={\"CountyName\": \"COUNTY\"})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni_counties = osni_counties[[\"geometry\", \"COUNTY\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# https://en.wikipedia.org/wiki/Counties_of_Ireland\n",
    "contae = {\n",
    "    \"ANTRIM\": \"Aontroim\",\n",
    "    \"ARMAGH\": \"Ard Mhacha\",\n",
    "    \"DOWN\": \"An Dún\",\n",
    "    \"FERMANAGH\": \"Fear Manach\",\n",
    "    \"DERRY\": \"Doire\",\n",
    "    \"TYRONE\": \"Tír Eoghain\",\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni_counties[\"CONTAE\"] = osni_counties[\"COUNTY\"].map(contae)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni_counties[\"PROVINCE\"] = \"Ulster\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>geometry</th>\n",
       "      <th>COUNTY</th>\n",
       "      <th>CONTAE</th>\n",
       "      <th>PROVINCE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>POLYGON ((239669.119 410673.911, 239674.087 41...</td>\n",
       "      <td>TYRONE</td>\n",
       "      <td>Tír Eoghain</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>MULTIPOLYGON (((332496.979 369026.840, 332495....</td>\n",
       "      <td>ANTRIM</td>\n",
       "      <td>Aontroim</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>POLYGON ((306664.851 363565.186, 306800.000 36...</td>\n",
       "      <td>ARMAGH</td>\n",
       "      <td>Ard Mhacha</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>POLYGON ((219812.322 373029.105, 219829.775 37...</td>\n",
       "      <td>FERMANAGH</td>\n",
       "      <td>Fear Manach</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>POLYGON ((284790.378 439909.102, 284790.998 43...</td>\n",
       "      <td>DERRY</td>\n",
       "      <td>Doire</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>MULTIPOLYGON (((325844.559 312608.723, 325840....</td>\n",
       "      <td>DOWN</td>\n",
       "      <td>An Dún</td>\n",
       "      <td>Ulster</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                            geometry     COUNTY       CONTAE  \\\n",
       "0  POLYGON ((239669.119 410673.911, 239674.087 41...     TYRONE  Tír Eoghain   \n",
       "1  MULTIPOLYGON (((332496.979 369026.840, 332495....     ANTRIM     Aontroim   \n",
       "2  POLYGON ((306664.851 363565.186, 306800.000 36...     ARMAGH   Ard Mhacha   \n",
       "3  POLYGON ((219812.322 373029.105, 219829.775 37...  FERMANAGH  Fear Manach   \n",
       "4  POLYGON ((284790.378 439909.102, 284790.998 43...      DERRY        Doire   \n",
       "5  MULTIPOLYGON (((325844.559 312608.723, 325840....       DOWN       An Dún   \n",
       "\n",
       "  PROVINCE  \n",
       "0   Ulster  \n",
       "1   Ulster  \n",
       "2   Ulster  \n",
       "3   Ulster  \n",
       "4   Ulster  \n",
       "5   Ulster  "
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osni_counties"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# reproject to Irish Transverse Mercator\n",
    "osi_counties = osi_counties.to_crs(cplt.ITM_EPSG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "osni_counties = osni_counties.to_crs(cplt.ITM_EPSG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "# remove overlapping areas in OSi layer\n",
    "osi_counties = osi_counties.overlay(osni_counties, how=\"difference\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# merge county layers\n",
    "ie_counties = osi_counties.merge(osni_counties, how=\"outer\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CONTAE</th>\n",
       "      <th>COUNTY</th>\n",
       "      <th>PROVINCE</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Dún na nGall</td>\n",
       "      <td>DONEGAL</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>MULTIPOLYGON (((668515.913 943718.890, 668514....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Luimneach</td>\n",
       "      <td>LIMERICK</td>\n",
       "      <td>Munster</td>\n",
       "      <td>POLYGON ((565662.328 665775.167, 565663.255 66...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Cill Dara</td>\n",
       "      <td>KILDARE</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((700193.727 734740.683, 700202.676 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Port Láirge</td>\n",
       "      <td>WATERFORD</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((627774.638 593971.494, 627777....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Baile Átha Cliath</td>\n",
       "      <td>DUBLIN</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((730410.012 750574.906, 730401....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>An Iarmhí</td>\n",
       "      <td>WESTMEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((641367.591 732152.211, 641366.980 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Muineachán</td>\n",
       "      <td>MONAGHAN</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>MULTIPOLYGON (((675985.454 835478.726, 676014....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Cill Mhantáin</td>\n",
       "      <td>WICKLOW</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((725064.152 671911.669, 725060....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Corcaigh</td>\n",
       "      <td>CORK</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((539837.098 620406.502, 539820....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Ciarraí</td>\n",
       "      <td>KERRY</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((444169.720 600758.236, 444174....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Ros Comáin</td>\n",
       "      <td>ROSCOMMON</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>POLYGON ((567931.477 797012.547, 567944.435 79...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Loch Garman</td>\n",
       "      <td>WEXFORD</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((713562.446 612625.823, 713567....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>An Longfort</td>\n",
       "      <td>LONGFORD</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((607949.238 781479.058, 607874.731 78...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>An Mhí</td>\n",
       "      <td>MEATH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((703693.547 775679.647, 703715.407 77...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>An Cabhán</td>\n",
       "      <td>CAVAN</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((647136.479 817286.624, 647138.142 81...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Ceatharlach</td>\n",
       "      <td>CARLOW</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((670647.949 643416.565, 670650.103 64...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Maigh Eo</td>\n",
       "      <td>MAYO</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((474351.488 830956.119, 474354....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>Lú</td>\n",
       "      <td>LOUTH</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>MULTIPOLYGON (((705394.964 808058.738, 705392....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Sligeach</td>\n",
       "      <td>SLIGO</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((587808.346 819441.502, 587826....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>Liatroim</td>\n",
       "      <td>LEITRIM</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((601338.957 793490.080, 601300....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>Cill Chainnigh</td>\n",
       "      <td>KILKENNY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((657278.307 614454.867, 657275.738 61...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Uíbh Fhailí</td>\n",
       "      <td>OFFALY</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((601397.409 731850.464, 601413.034 73...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>Laois</td>\n",
       "      <td>LAOIS</td>\n",
       "      <td>Leinster</td>\n",
       "      <td>POLYGON ((661099.539 694862.944, 661101.021 69...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Gaillimh</td>\n",
       "      <td>GALWAY</td>\n",
       "      <td>Connacht</td>\n",
       "      <td>MULTIPOLYGON (((454124.489 757209.338, 454128....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>Tiobraid Árann</td>\n",
       "      <td>TIPPERARY</td>\n",
       "      <td>Munster</td>\n",
       "      <td>POLYGON ((616930.981 621074.522, 616922.325 62...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>An Clár</td>\n",
       "      <td>CLARE</td>\n",
       "      <td>Munster</td>\n",
       "      <td>MULTIPOLYGON (((549953.941 658520.164, 549819....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>Tír Eoghain</td>\n",
       "      <td>TYRONE</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((639612.422 910662.630, 639617.389 91...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>Aontroim</td>\n",
       "      <td>ANTRIM</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>MULTIPOLYGON (((732420.063 869024.039, 732419....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>Ard Mhacha</td>\n",
       "      <td>ARMAGH</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((706593.471 863563.699, 706728.591 86...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>Fear Manach</td>\n",
       "      <td>FERMANAGH</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((619759.703 873026.040, 619777.153 87...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>Doire</td>\n",
       "      <td>DERRY</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>POLYGON ((684724.116 939891.284, 684724.736 93...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>An Dún</td>\n",
       "      <td>DOWN</td>\n",
       "      <td>Ulster</td>\n",
       "      <td>MULTIPOLYGON (((725768.776 812618.113, 725765....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               CONTAE     COUNTY  PROVINCE  \\\n",
       "0        Dún na nGall    DONEGAL    Ulster   \n",
       "1           Luimneach   LIMERICK   Munster   \n",
       "2           Cill Dara    KILDARE  Leinster   \n",
       "3         Port Láirge  WATERFORD   Munster   \n",
       "4   Baile Átha Cliath     DUBLIN  Leinster   \n",
       "5           An Iarmhí  WESTMEATH  Leinster   \n",
       "6          Muineachán   MONAGHAN    Ulster   \n",
       "7       Cill Mhantáin    WICKLOW  Leinster   \n",
       "8            Corcaigh       CORK   Munster   \n",
       "9             Ciarraí      KERRY   Munster   \n",
       "10         Ros Comáin  ROSCOMMON  Connacht   \n",
       "11        Loch Garman    WEXFORD  Leinster   \n",
       "12        An Longfort   LONGFORD  Leinster   \n",
       "13             An Mhí      MEATH  Leinster   \n",
       "14          An Cabhán      CAVAN    Ulster   \n",
       "15        Ceatharlach     CARLOW  Leinster   \n",
       "16           Maigh Eo       MAYO  Connacht   \n",
       "17                 Lú      LOUTH  Leinster   \n",
       "18           Sligeach      SLIGO  Connacht   \n",
       "19           Liatroim    LEITRIM  Connacht   \n",
       "20     Cill Chainnigh   KILKENNY  Leinster   \n",
       "21        Uíbh Fhailí     OFFALY  Leinster   \n",
       "22              Laois      LAOIS  Leinster   \n",
       "23           Gaillimh     GALWAY  Connacht   \n",
       "24     Tiobraid Árann  TIPPERARY   Munster   \n",
       "25            An Clár      CLARE   Munster   \n",
       "26        Tír Eoghain     TYRONE    Ulster   \n",
       "27           Aontroim     ANTRIM    Ulster   \n",
       "28         Ard Mhacha     ARMAGH    Ulster   \n",
       "29        Fear Manach  FERMANAGH    Ulster   \n",
       "30              Doire      DERRY    Ulster   \n",
       "31             An Dún       DOWN    Ulster   \n",
       "\n",
       "                                             geometry  \n",
       "0   MULTIPOLYGON (((668515.913 943718.890, 668514....  \n",
       "1   POLYGON ((565662.328 665775.167, 565663.255 66...  \n",
       "2   POLYGON ((700193.727 734740.683, 700202.676 73...  \n",
       "3   MULTIPOLYGON (((627774.638 593971.494, 627777....  \n",
       "4   MULTIPOLYGON (((730410.012 750574.906, 730401....  \n",
       "5   POLYGON ((641367.591 732152.211, 641366.980 73...  \n",
       "6   MULTIPOLYGON (((675985.454 835478.726, 676014....  \n",
       "7   MULTIPOLYGON (((725064.152 671911.669, 725060....  \n",
       "8   MULTIPOLYGON (((539837.098 620406.502, 539820....  \n",
       "9   MULTIPOLYGON (((444169.720 600758.236, 444174....  \n",
       "10  POLYGON ((567931.477 797012.547, 567944.435 79...  \n",
       "11  MULTIPOLYGON (((713562.446 612625.823, 713567....  \n",
       "12  POLYGON ((607949.238 781479.058, 607874.731 78...  \n",
       "13  POLYGON ((703693.547 775679.647, 703715.407 77...  \n",
       "14  POLYGON ((647136.479 817286.624, 647138.142 81...  \n",
       "15  POLYGON ((670647.949 643416.565, 670650.103 64...  \n",
       "16  MULTIPOLYGON (((474351.488 830956.119, 474354....  \n",
       "17  MULTIPOLYGON (((705394.964 808058.738, 705392....  \n",
       "18  MULTIPOLYGON (((587808.346 819441.502, 587826....  \n",
       "19  MULTIPOLYGON (((601338.957 793490.080, 601300....  \n",
       "20  POLYGON ((657278.307 614454.867, 657275.738 61...  \n",
       "21  POLYGON ((601397.409 731850.464, 601413.034 73...  \n",
       "22  POLYGON ((661099.539 694862.944, 661101.021 69...  \n",
       "23  MULTIPOLYGON (((454124.489 757209.338, 454128....  \n",
       "24  POLYGON ((616930.981 621074.522, 616922.325 62...  \n",
       "25  MULTIPOLYGON (((549953.941 658520.164, 549819....  \n",
       "26  POLYGON ((639612.422 910662.630, 639617.389 91...  \n",
       "27  MULTIPOLYGON (((732420.063 869024.039, 732419....  \n",
       "28  POLYGON ((706593.471 863563.699, 706728.591 86...  \n",
       "29  POLYGON ((619759.703 873026.040, 619777.153 87...  \n",
       "30  POLYGON ((684724.116 939891.284, 684724.736 93...  \n",
       "31  MULTIPOLYGON (((725768.776 812618.113, 725765....  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ie_counties"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "# new colour map\n",
    "# https://stackoverflow.com/a/31052741\n",
    "# sample the colormaps that you want to use. Use 20 from each so we get 40\n",
    "# colors in total\n",
    "colors1 = plt.cm.tab20b(np.linspace(0.0, 1, 20))\n",
    "colors2 = plt.cm.tab20c(np.linspace(0, 1, 20))\n",
    "\n",
    "# combine them and build a new colormap\n",
    "colors = np.vstack((colors1, colors2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x864 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# categorical map - labels directly on plot\n",
    "base = ie_counties.plot(\n",
    "    cmap=mcolors.ListedColormap(colors),\n",
    "    edgecolor=\"white\",\n",
    "    linewidth=0.4,\n",
    "    figsize=(9, 9),\n",
    "    column=\"COUNTY\",\n",
    "    alpha=0.45,\n",
    ")\n",
    "\n",
    "map_labels = zip(\n",
    "    zip(ie_counties.centroid.x, ie_counties.centroid.y), ie_counties[\"COUNTY\"]\n",
    ")\n",
    "for xy, lab in map_labels:\n",
    "    base.annotate(text=lab, xy=xy, textcoords=\"data\", rotation=10, ha=\"center\")\n",
    "\n",
    "plt.tick_params(labelbottom=False, labelleft=False)\n",
    "plt.title(\"Counties of Ireland\")\n",
    "plt.text(\n",
    "    612500,\n",
    "    502500,\n",
    "    \"© Ordnance Survey Ireland\\n© Ordnance Survey Northern Ireland\",\n",
    ")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Derived Projected CRS: EPSG:2157>\n",
       "Name: IRENET95 / Irish Transverse Mercator\n",
       "Axis Info [cartesian]:\n",
       "- E[east]: Easting (metre)\n",
       "- N[north]: Northing (metre)\n",
       "Area of Use:\n",
       "- name: Ireland - onshore. United Kingdom (UK) - Northern Ireland (Ulster) - onshore.\n",
       "- bounds: (-10.56, 51.39, -5.34, 55.43)\n",
       "Coordinate Operation:\n",
       "- name: Irish Transverse Mercator\n",
       "- method: Transverse Mercator\n",
       "Datum: IRENET95\n",
       "- Ellipsoid: GRS 1980\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ie_counties.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "ie_counties.to_file(GPKG_BOUNDARY, layer=\"OSi_OSNI_IE_Counties_2157\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.10.6 ('ClimAg')",
   "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": "3.10.6"
  },
  "vscode": {
   "interpreter": {
    "hash": "c4e659d1bedfc73d1fd31d7c0e2c79d7cc7aac22204994016c65a9e44686eb91"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}