{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "everyday-closer",
   "metadata": {},
   "source": [
    "# Composition of signatures within FUAs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "included-helena",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'0.9.0'"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import geopandas\n",
    "import pandas\n",
    "import tobler\n",
    "\n",
    "from download import download\n",
    "\n",
    "tobler.__version__"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "overall-paraguay",
   "metadata": {},
   "source": [
    "https://ghsl.jrc.ec.europa.eu/ghs_fua.php"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "introductory-brand",
   "metadata": {},
   "outputs": [],
   "source": [
    "url = \"https://jeodpp.jrc.ec.europa.eu/ftp/jrc-opendata/GHSL/GHS_FUA_UCDB2015_GLOBE_R2019A/V1-0/GHS_FUA_UCDB2015_GLOBE_R2019A_54009_1K_V1_0.zip\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "dbcb89d4-6037-4921-8c02-cbc2d7935cea",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Creating data folder...\n",
      "Downloading data from https://jeodpp.jrc.ec.europa.eu/ftp/jrc-opendata/GHSL/GHS_FUA_UCDB2015_GLOBE_R2019A/V1-0/GHS_FUA_UCDB2015_GLOBE_R2019A_54009_1K_V1_0.zip (2.9 MB)\n",
      "\n",
      "file_sizes: 100%|██████████████████████████| 3.06M/3.06M [00:00<00:00, 10.7MB/s]\n",
      "Extracting zip file...\n",
      "Successfully downloaded / unzipped to ../../urbangrammar_samba/spatial_signatures/esda/fua\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'../../urbangrammar_samba/spatial_signatures/esda/fua'"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "download(url, \"../../urbangrammar_samba/spatial_signatures/esda/fua\", kind='zip')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "nonprofit-school",
   "metadata": {},
   "outputs": [],
   "source": [
    "fua = geopandas.read_file(\"../../urbangrammar_samba/spatial_signatures/esda/fua/GHS_FUA_UCDB2015_GLOBE_R2019A_54009_1K_V1_0.gpkg\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "exposed-allen",
   "metadata": {},
   "outputs": [
    {
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       "\n",
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       "4         32.0     16.0  131508.797060  122843.460327   8665.336733   \n",
       "...        ...      ...            ...            ...           ...   \n",
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       "\n",
       "                                               geometry  \n",
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       "\n",
       "[9031 rows x 13 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fua"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "54a15ef8-c9fe-4d05-8c63-c0ff5759892f",
   "metadata": {},
   "outputs": [
    {
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       "      <td>149802.013609</td>\n",
       "      <td>51534.110153</td>\n",
       "      <td>98267.903456</td>\n",
       "      <td>MULTIPOLYGON (((98000.000 5998000.000, 102000....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8473</th>\n",
       "      <td>5770.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2005</td>\n",
       "      <td>Norwich</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>1764.0</td>\n",
       "      <td>55.0</td>\n",
       "      <td>447236.304343</td>\n",
       "      <td>181040.501953</td>\n",
       "      <td>266195.802390</td>\n",
       "      <td>MULTIPOLYGON (((97000.000 6172000.000, 102000....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8474</th>\n",
       "      <td>5783.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2012</td>\n",
       "      <td>Margate</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>221.0</td>\n",
       "      <td>38.0</td>\n",
       "      <td>178354.010781</td>\n",
       "      <td>111282.014160</td>\n",
       "      <td>67071.996621</td>\n",
       "      <td>MULTIPOLYGON (((108000.000 6011000.000, 106000...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8475</th>\n",
       "      <td>5796.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2032</td>\n",
       "      <td>Great Yarmouth</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>306.0</td>\n",
       "      <td>23.0</td>\n",
       "      <td>108785.798981</td>\n",
       "      <td>62391.325546</td>\n",
       "      <td>46394.473434</td>\n",
       "      <td>MULTIPOLYGON (((114000.000 6157000.000, 115000...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8476</th>\n",
       "      <td>5809.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2033</td>\n",
       "      <td>Lowestoft</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>331.0</td>\n",
       "      <td>26.0</td>\n",
       "      <td>112307.117010</td>\n",
       "      <td>67433.741241</td>\n",
       "      <td>44873.375769</td>\n",
       "      <td>MULTIPOLYGON (((129000.000 6134000.000, 130000...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>91 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      eFUA_ID  UC_num UC_IDs          eFUA_name  Commuting Cntry_ISO  \\\n",
       "8386     60.0     1.0   1636  Londonderry/Derry        1.0       GBR   \n",
       "8387    242.0     1.0   1667            Belfast        1.0       GBR   \n",
       "8388    400.0     1.0   1678             Bangor        1.0       GBR   \n",
       "8389    547.0     1.0   1699           Greenock        1.0       GBR   \n",
       "8390    689.0     1.0   1703                Ayr        1.0       GBR   \n",
       "...       ...     ...    ...                ...        ...       ...   \n",
       "8472   5756.0     1.0   2004         Folkestone        1.0       GBR   \n",
       "8473   5770.0     1.0   2005            Norwich        1.0       GBR   \n",
       "8474   5783.0     1.0   2012            Margate        1.0       GBR   \n",
       "8475   5796.0     1.0   2032     Great Yarmouth        1.0       GBR   \n",
       "8476   5809.0     1.0   2033          Lowestoft        1.0       GBR   \n",
       "\n",
       "         Cntry_name  FUA_area  UC_area     FUA_p_2015      UC_p_2015  \\\n",
       "8386  UnitedKingdom     363.0     28.0  128224.622293   68343.046631   \n",
       "8387  UnitedKingdom    2815.0    163.0  947014.057843  457659.460201   \n",
       "8388  UnitedKingdom     188.0     20.0  111281.009014   56162.283081   \n",
       "8389  UnitedKingdom     332.0     30.0  133356.813452   62837.366241   \n",
       "8390  UnitedKingdom     822.0     24.0  233592.319291   52581.456146   \n",
       "...             ...       ...      ...            ...            ...   \n",
       "8472  UnitedKingdom     274.0     17.0  149802.013609   51534.110153   \n",
       "8473  UnitedKingdom    1764.0     55.0  447236.304343  181040.501953   \n",
       "8474  UnitedKingdom     221.0     38.0  178354.010781  111282.014160   \n",
       "8475  UnitedKingdom     306.0     23.0  108785.798981   62391.325546   \n",
       "8476  UnitedKingdom     331.0     26.0  112307.117010   67433.741241   \n",
       "\n",
       "         Com_p_2015                                           geometry  \n",
       "8386   59881.575662  MULTIPOLYGON (((-496000.000 6390000.000, -4990...  \n",
       "8387  489354.597642  MULTIPOLYGON (((-415000.000 6376000.000, -4140...  \n",
       "8388   55118.725933  MULTIPOLYGON (((-397000.000 6353000.000, -3950...  \n",
       "8389   70519.447210  MULTIPOLYGON (((-335000.000 6495000.000, -3340...  \n",
       "8390  181010.863144  MULTIPOLYGON (((-328000.000 6453000.000, -3270...  \n",
       "...             ...                                                ...  \n",
       "8472   98267.903456  MULTIPOLYGON (((98000.000 5998000.000, 102000....  \n",
       "8473  266195.802390  MULTIPOLYGON (((97000.000 6172000.000, 102000....  \n",
       "8474   67071.996621  MULTIPOLYGON (((108000.000 6011000.000, 106000...  \n",
       "8475   46394.473434  MULTIPOLYGON (((114000.000 6157000.000, 115000...  \n",
       "8476   44873.375769  MULTIPOLYGON (((129000.000 6134000.000, 130000...  \n",
       "\n",
       "[91 rows x 13 columns]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fua = fua[fua.Cntry_name == \"UnitedKingdom\"]\n",
    "fua"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "bda98f2c-99a2-4981-a2ff-a6124c11b823",
   "metadata": {},
   "outputs": [],
   "source": [
    "fua = fua[~fua.eFUA_name.isin([\"Londonderry/Derry\", \"Belfast\", \"Bangor\"])].dissolve(\"eFUA_name\")  # resolve NI and Larbert split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "0830dba9-200e-4db9-9d5f-8276c22e5b1d",
   "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>eFUA_ID</th>\n",
       "      <th>UC_num</th>\n",
       "      <th>UC_IDs</th>\n",
       "      <th>Commuting</th>\n",
       "      <th>Cntry_ISO</th>\n",
       "      <th>Cntry_name</th>\n",
       "      <th>FUA_area</th>\n",
       "      <th>UC_area</th>\n",
       "      <th>FUA_p_2015</th>\n",
       "      <th>UC_p_2015</th>\n",
       "      <th>Com_p_2015</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>eFUA_name</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Aberdeen</th>\n",
       "      <td>POLYGON ((-140000.000 6622000.000, -139000.000...</td>\n",
       "      <td>3949.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1809</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>974.0</td>\n",
       "      <td>57.0</td>\n",
       "      <td>327687.306892</td>\n",
       "      <td>190328.649094</td>\n",
       "      <td>137358.657798</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ashford</th>\n",
       "      <td>POLYGON ((67000.000 6000000.000, 68000.000 600...</td>\n",
       "      <td>5711.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1995</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>446.0</td>\n",
       "      <td>25.0</td>\n",
       "      <td>116216.862157</td>\n",
       "      <td>70754.109764</td>\n",
       "      <td>45462.752393</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Aylesbury</th>\n",
       "      <td>POLYGON ((-59000.000 6072000.000, -53000.000 6...</td>\n",
       "      <td>5106.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1889</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>497.0</td>\n",
       "      <td>19.0</td>\n",
       "      <td>165086.576402</td>\n",
       "      <td>70392.995361</td>\n",
       "      <td>94693.581040</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ayr</th>\n",
       "      <td>POLYGON ((-328000.000 6453000.000, -327000.000...</td>\n",
       "      <td>689.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1703</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>822.0</td>\n",
       "      <td>24.0</td>\n",
       "      <td>233592.319291</td>\n",
       "      <td>52581.456146</td>\n",
       "      <td>181010.863144</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Basingstoke</th>\n",
       "      <td>POLYGON ((-92000.000 6017000.000, -89000.000 6...</td>\n",
       "      <td>5000.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1869</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>822.0</td>\n",
       "      <td>31.0</td>\n",
       "      <td>211342.999925</td>\n",
       "      <td>98888.676636</td>\n",
       "      <td>112454.323289</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Torquay</th>\n",
       "      <td>POLYGON ((-275000.000 5935000.000, -273000.000...</td>\n",
       "      <td>1681.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1726</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>410.0</td>\n",
       "      <td>40.0</td>\n",
       "      <td>250214.879927</td>\n",
       "      <td>104449.665150</td>\n",
       "      <td>145765.214777</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warwick</th>\n",
       "      <td>POLYGON ((-108000.000 6117000.000, -107000.000...</td>\n",
       "      <td>4294.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1833</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>708.0</td>\n",
       "      <td>28.0</td>\n",
       "      <td>189492.056736</td>\n",
       "      <td>91138.653931</td>\n",
       "      <td>98353.402805</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <td>POLYGON ((-212000.000 6024000.000, -211000.000...</td>\n",
       "      <td>2508.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1753</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>459.0</td>\n",
       "      <td>28.0</td>\n",
       "      <td>187322.342065</td>\n",
       "      <td>79114.928507</td>\n",
       "      <td>108207.413558</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Worcester</th>\n",
       "      <td>POLYGON ((-155000.000 6102000.000, -154000.000...</td>\n",
       "      <td>3760.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1796</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>637.0</td>\n",
       "      <td>30.0</td>\n",
       "      <td>223970.193714</td>\n",
       "      <td>98367.057617</td>\n",
       "      <td>125603.136097</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>York</th>\n",
       "      <td>POLYGON ((-58000.000 6296000.000, -57000.000 6...</td>\n",
       "      <td>5024.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1874</td>\n",
       "      <td>1.0</td>\n",
       "      <td>GBR</td>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>1086.0</td>\n",
       "      <td>40.0</td>\n",
       "      <td>276081.473475</td>\n",
       "      <td>146839.469574</td>\n",
       "      <td>129242.003901</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>88 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                            geometry  eFUA_ID  \\\n",
       "eFUA_name                                                                       \n",
       "Aberdeen           POLYGON ((-140000.000 6622000.000, -139000.000...   3949.0   \n",
       "Ashford            POLYGON ((67000.000 6000000.000, 68000.000 600...   5711.0   \n",
       "Aylesbury          POLYGON ((-59000.000 6072000.000, -53000.000 6...   5106.0   \n",
       "Ayr                POLYGON ((-328000.000 6453000.000, -327000.000...    689.0   \n",
       "Basingstoke        POLYGON ((-92000.000 6017000.000, -89000.000 6...   5000.0   \n",
       "...                                                              ...      ...   \n",
       "Torquay            POLYGON ((-275000.000 5935000.000, -273000.000...   1681.0   \n",
       "Warwick            POLYGON ((-108000.000 6117000.000, -107000.000...   4294.0   \n",
       "Weston-super-Mare  POLYGON ((-212000.000 6024000.000, -211000.000...   2508.0   \n",
       "Worcester          POLYGON ((-155000.000 6102000.000, -154000.000...   3760.0   \n",
       "York               POLYGON ((-58000.000 6296000.000, -57000.000 6...   5024.0   \n",
       "\n",
       "                   UC_num UC_IDs  Commuting Cntry_ISO     Cntry_name  \\\n",
       "eFUA_name                                                              \n",
       "Aberdeen              1.0   1809        1.0       GBR  UnitedKingdom   \n",
       "Ashford               1.0   1995        1.0       GBR  UnitedKingdom   \n",
       "Aylesbury             1.0   1889        1.0       GBR  UnitedKingdom   \n",
       "Ayr                   1.0   1703        1.0       GBR  UnitedKingdom   \n",
       "Basingstoke           1.0   1869        1.0       GBR  UnitedKingdom   \n",
       "...                   ...    ...        ...       ...            ...   \n",
       "Torquay               1.0   1726        1.0       GBR  UnitedKingdom   \n",
       "Warwick               1.0   1833        1.0       GBR  UnitedKingdom   \n",
       "Weston-super-Mare     1.0   1753        1.0       GBR  UnitedKingdom   \n",
       "Worcester             1.0   1796        1.0       GBR  UnitedKingdom   \n",
       "York                  1.0   1874        1.0       GBR  UnitedKingdom   \n",
       "\n",
       "                   FUA_area  UC_area     FUA_p_2015      UC_p_2015  \\\n",
       "eFUA_name                                                            \n",
       "Aberdeen              974.0     57.0  327687.306892  190328.649094   \n",
       "Ashford               446.0     25.0  116216.862157   70754.109764   \n",
       "Aylesbury             497.0     19.0  165086.576402   70392.995361   \n",
       "Ayr                   822.0     24.0  233592.319291   52581.456146   \n",
       "Basingstoke           822.0     31.0  211342.999925   98888.676636   \n",
       "...                     ...      ...            ...            ...   \n",
       "Torquay               410.0     40.0  250214.879927  104449.665150   \n",
       "Warwick               708.0     28.0  189492.056736   91138.653931   \n",
       "Weston-super-Mare     459.0     28.0  187322.342065   79114.928507   \n",
       "Worcester             637.0     30.0  223970.193714   98367.057617   \n",
       "York                 1086.0     40.0  276081.473475  146839.469574   \n",
       "\n",
       "                      Com_p_2015  \n",
       "eFUA_name                         \n",
       "Aberdeen           137358.657798  \n",
       "Ashford             45462.752393  \n",
       "Aylesbury           94693.581040  \n",
       "Ayr                181010.863144  \n",
       "Basingstoke        112454.323289  \n",
       "...                          ...  \n",
       "Torquay            145765.214777  \n",
       "Warwick             98353.402805  \n",
       "Weston-super-Mare  108207.413558  \n",
       "Worcester          125603.136097  \n",
       "York               129242.003901  \n",
       "\n",
       "[88 rows x 12 columns]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fua"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "homeless-quarter",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_420981/3201103534.py:1: UserWarning: this is an initial implementation of Parquet/Feather file support and associated metadata.  This is tracking version 0.1.0 of the metadata specification at https://github.com/geopandas/geo-arrow-spec\n",
      "\n",
      "This metadata specification does not yet make stability promises.  We do not yet recommend using this in a production setting unless you are able to rewrite your Parquet/Feather files.\n",
      "\n",
      "To further ignore this warning, you can do: \n",
      "import warnings; warnings.filterwarnings('ignore', message='.*initial implementation of Parquet.*')\n",
      "  fua.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua.pq\")\n"
     ]
    }
   ],
   "source": [
    "fua.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "0fa21abe-d3e3-418c-b655-03abd247ba8d",
   "metadata": {},
   "outputs": [],
   "source": [
    "fua = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "modified-oasis",
   "metadata": {},
   "outputs": [],
   "source": [
    "signatures = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/signatures/signatures_combined_levels_simplified.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "147f96e1-ea89-4004-bddc-a99303d4e2f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# drop an outlier island\n",
    "signatures = signatures.drop(96691)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "romantic-ontario",
   "metadata": {},
   "outputs": [],
   "source": [
    "types = {\n",
    "    \"0_0\": \"Countryside agriculture\",\n",
    "    \"1_0\": \"Accessible suburbia\",\n",
    "    \"3_0\": \"Open sprawl\",\n",
    "    \"4_0\": \"Wild countryside\",\n",
    "    \"5_0\": \"Warehouse/Park land\",\n",
    "    \"6_0\": \"Gridded residential quarters\",\n",
    "    \"7_0\": \"Urban buffer\",\n",
    "    \"8_0\": \"Disconnected suburbia\",\n",
    "    \"2_0\": \"Dense residential neighbourhoods\",\n",
    "    \"2_1\": \"Connected residential neighbourhoods\",\n",
    "    \"2_2\": \"Dense urban neighbourhoods\",\n",
    "    \"9_0\": \"Local urbanity\",\n",
    "    \"9_1\": \"Concentrated urbanity\",\n",
    "    \"9_2\": \"Regional urbanity\",\n",
    "    \"9_4\": \"Metropolitan urbanity\",\n",
    "    \"9_5\": \"Hyper concentrated urbanity\",\n",
    "}\n",
    "\n",
    "signatures[\"signature_type\"] = signatures[\"signature_type\"].map(types)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "focal-syria",
   "metadata": {},
   "outputs": [],
   "source": [
    "signatures = signatures[[\"signature_type\", \"geometry\"]].dropna()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "enabling-savings",
   "metadata": {},
   "outputs": [],
   "source": [
    "fua = fua.to_crs(signatures.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "hazardous-calcium",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 26.8 s, sys: 68.5 ms, total: 26.9 s\n",
      "Wall time: 26.9 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "interpolated = tobler.area_weighted.area_interpolate(signatures, fua, categorical_variables=[\"signature_type\"], n_jobs=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "institutional-blake",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated.columns = [c[15:] if c != \"geometry\" else c for c  in interpolated.columns]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "linear-whale",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated[\"eFUA_name\"] = fua.index.values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "regulation-words",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
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       "    }\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>Countryside agriculture</th>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <th>Open sprawl</th>\n",
       "      <th>Wild countryside</th>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <th>Urban buffer</th>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>geometry</th>\n",
       "      <th>eFUA_name</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.468477</td>\n",
       "      <td>0.005220</td>\n",
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       "      <td>0.257100</td>\n",
       "      <td>0.022771</td>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.175328</td>\n",
       "      <td>0.000592</td>\n",
       "      <td>0.013168</td>\n",
       "      <td>0.006675</td>\n",
       "      <td>0.004019</td>\n",
       "      <td>0.002651</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.899303e-04</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((396554.928 831071.162, 397438.641 83...</td>\n",
       "      <td>Aberdeen</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.792438</td>\n",
       "      <td>0.002350</td>\n",
       "      <td>0.020485</td>\n",
       "      <td>0.010379</td>\n",
       "      <td>0.006240</td>\n",
       "      <td>0.000156</td>\n",
       "      <td>0.161470</td>\n",
       "      <td>0.005389</td>\n",
       "      <td>0.001027</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>POLYGON ((602189.278 150124.384, 603122.280 15...</td>\n",
       "      <td>Ashford</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.594360</td>\n",
       "      <td>0.002455</td>\n",
       "      <td>0.021155</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.006748</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.357481</td>\n",
       "      <td>0.013276</td>\n",
       "      <td>0.001616</td>\n",
       "      <td>0.002087</td>\n",
       "      <td>0.000700</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((482806.424 224230.769, 488374.430 22...</td>\n",
       "      <td>Aylesbury</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.501468</td>\n",
       "      <td>0.022157</td>\n",
       "      <td>0.016522</td>\n",
       "      <td>0.176886</td>\n",
       "      <td>0.024273</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>0.186826</td>\n",
       "      <td>0.000690</td>\n",
       "      <td>0.004353</td>\n",
       "      <td>0.005485</td>\n",
       "      <td>0.000936</td>\n",
       "      <td>0.000540</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((231195.220 644361.282, 232093.134 64...</td>\n",
       "      <td>Ayr</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.761136</td>\n",
       "      <td>0.001093</td>\n",
       "      <td>0.016944</td>\n",
       "      <td>0.020100</td>\n",
       "      <td>0.014514</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.177885</td>\n",
       "      <td>0.006340</td>\n",
       "      <td>0.001947</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.000027</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((453434.478 164656.715, 456230.544 16...</td>\n",
       "      <td>Basingstoke</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>83</th>\n",
       "      <td>0.459776</td>\n",
       "      <td>0.021057</td>\n",
       "      <td>0.057665</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.001896</td>\n",
       "      <td>0.017460</td>\n",
       "      <td>0.352002</td>\n",
       "      <td>0.012217</td>\n",
       "      <td>0.002042</td>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000754</td>\n",
       "      <td>0.000429</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((283655.593 77926.976, 285531.153 778...</td>\n",
       "      <td>Torquay</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>84</th>\n",
       "      <td>0.758988</td>\n",
       "      <td>0.001588</td>\n",
       "      <td>0.020888</td>\n",
       "      <td>0.001150</td>\n",
       "      <td>0.007358</td>\n",
       "      <td>0.000081</td>\n",
       "      <td>0.197949</td>\n",
       "      <td>0.003104</td>\n",
       "      <td>0.006854</td>\n",
       "      <td>0.000392</td>\n",
       "      <td>0.001649</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((436352.125 272287.416, 437276.849 27...</td>\n",
       "      <td>Warwick</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>0.601651</td>\n",
       "      <td>0.016805</td>\n",
       "      <td>0.047726</td>\n",
       "      <td>0.001526</td>\n",
       "      <td>0.001523</td>\n",
       "      <td>0.000270</td>\n",
       "      <td>0.273466</td>\n",
       "      <td>0.007674</td>\n",
       "      <td>0.005740</td>\n",
       "      <td>0.000041</td>\n",
       "      <td>0.000464</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((341492.027 172229.335, 342423.543 17...</td>\n",
       "      <td>Weston-super-Mare</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>86</th>\n",
       "      <td>0.682591</td>\n",
       "      <td>0.014683</td>\n",
       "      <td>0.032913</td>\n",
       "      <td>0.008708</td>\n",
       "      <td>0.002392</td>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.248869</td>\n",
       "      <td>0.003711</td>\n",
       "      <td>0.004114</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.001473</td>\n",
       "      <td>0.000454</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.662308e-07</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((393165.300 255935.724, 394091.146 25...</td>\n",
       "      <td>Worcester</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>87</th>\n",
       "      <td>0.778846</td>\n",
       "      <td>0.006016</td>\n",
       "      <td>0.019338</td>\n",
       "      <td>0.005078</td>\n",
       "      <td>0.002115</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.177203</td>\n",
       "      <td>0.004220</td>\n",
       "      <td>0.002867</td>\n",
       "      <td>0.000859</td>\n",
       "      <td>0.002051</td>\n",
       "      <td>0.001406</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((477925.637 467990.574, 478836.596 46...</td>\n",
       "      <td>York</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>88 rows × 18 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    Countryside agriculture  Accessible suburbia  Open sprawl  \\\n",
       "0                  0.468477             0.005220     0.027675   \n",
       "1                  0.792438             0.002350     0.020485   \n",
       "2                  0.594360             0.002455     0.021155   \n",
       "3                  0.501468             0.022157     0.016522   \n",
       "4                  0.761136             0.001093     0.016944   \n",
       "..                      ...                  ...          ...   \n",
       "83                 0.459776             0.021057     0.057665   \n",
       "84                 0.758988             0.001588     0.020888   \n",
       "85                 0.601651             0.016805     0.047726   \n",
       "86                 0.682591             0.014683     0.032913   \n",
       "87                 0.778846             0.006016     0.019338   \n",
       "\n",
       "    Wild countryside  Warehouse/Park land  Gridded residential quarters  \\\n",
       "0           0.257100             0.022771                      0.001013   \n",
       "1           0.010379             0.006240                      0.000156   \n",
       "2           0.000123             0.006748                      0.000000   \n",
       "3           0.176886             0.024273                      0.000057   \n",
       "4           0.020100             0.014514                      0.000000   \n",
       "..               ...                  ...                           ...   \n",
       "83          0.000000             0.001896                      0.017460   \n",
       "84          0.001150             0.007358                      0.000081   \n",
       "85          0.001526             0.001523                      0.000270   \n",
       "86          0.008708             0.002392                      0.000009   \n",
       "87          0.005078             0.002115                      0.000000   \n",
       "\n",
       "    Urban buffer  Disconnected suburbia  Dense residential neighbourhoods  \\\n",
       "0       0.175328               0.000592                          0.013168   \n",
       "1       0.161470               0.005389                          0.001027   \n",
       "2       0.357481               0.013276                          0.001616   \n",
       "3       0.186826               0.000690                          0.004353   \n",
       "4       0.177885               0.006340                          0.001947   \n",
       "..           ...                    ...                               ...   \n",
       "83      0.352002               0.012217                          0.002042   \n",
       "84      0.197949               0.003104                          0.006854   \n",
       "85      0.273466               0.007674                          0.005740   \n",
       "86      0.248869               0.003711                          0.004114   \n",
       "87      0.177203               0.004220                          0.002867   \n",
       "\n",
       "    Connected residential neighbourhoods  Dense urban neighbourhoods  \\\n",
       "0                               0.006675                    0.004019   \n",
       "1                               0.000063                    0.000003   \n",
       "2                               0.002087                    0.000700   \n",
       "3                               0.005485                    0.000936   \n",
       "4                               0.000014                    0.000027   \n",
       "..                                   ...                         ...   \n",
       "83                              0.000016                    0.000754   \n",
       "84                              0.000392                    0.001649   \n",
       "85                              0.000041                    0.000464   \n",
       "86                              0.000085                    0.001473   \n",
       "87                              0.000859                    0.002051   \n",
       "\n",
       "    Local urbanity  Concentrated urbanity  Regional urbanity  \\\n",
       "0         0.002651                    0.0       7.899303e-04   \n",
       "1         0.000000                    0.0       0.000000e+00   \n",
       "2         0.000000                    0.0       0.000000e+00   \n",
       "3         0.000540                    0.0       0.000000e+00   \n",
       "4         0.000000                    0.0       0.000000e+00   \n",
       "..             ...                    ...                ...   \n",
       "83        0.000429                    0.0       0.000000e+00   \n",
       "84        0.000000                    0.0       0.000000e+00   \n",
       "85        0.000000                    0.0       0.000000e+00   \n",
       "86        0.000454                    0.0       4.662308e-07   \n",
       "87        0.001406                    0.0       0.000000e+00   \n",
       "\n",
       "    Metropolitan urbanity  Hyper concentrated urbanity  \\\n",
       "0                     0.0                          0.0   \n",
       "1                     0.0                          0.0   \n",
       "2                     0.0                          0.0   \n",
       "3                     0.0                          0.0   \n",
       "4                     0.0                          0.0   \n",
       "..                    ...                          ...   \n",
       "83                    0.0                          0.0   \n",
       "84                    0.0                          0.0   \n",
       "85                    0.0                          0.0   \n",
       "86                    0.0                          0.0   \n",
       "87                    0.0                          0.0   \n",
       "\n",
       "                                             geometry          eFUA_name  \n",
       "0   POLYGON ((396554.928 831071.162, 397438.641 83...           Aberdeen  \n",
       "1   POLYGON ((602189.278 150124.384, 603122.280 15...            Ashford  \n",
       "2   POLYGON ((482806.424 224230.769, 488374.430 22...          Aylesbury  \n",
       "3   POLYGON ((231195.220 644361.282, 232093.134 64...                Ayr  \n",
       "4   POLYGON ((453434.478 164656.715, 456230.544 16...        Basingstoke  \n",
       "..                                                ...                ...  \n",
       "83  POLYGON ((283655.593 77926.976, 285531.153 778...            Torquay  \n",
       "84  POLYGON ((436352.125 272287.416, 437276.849 27...            Warwick  \n",
       "85  POLYGON ((341492.027 172229.335, 342423.543 17...  Weston-super-Mare  \n",
       "86  POLYGON ((393165.300 255935.724, 394091.146 25...          Worcester  \n",
       "87  POLYGON ((477925.637 467990.574, 478836.596 46...               York  \n",
       "\n",
       "[88 rows x 18 columns]"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "interpolated"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "growing-bishop",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_420981/215554984.py:1: UserWarning: this is an initial implementation of Parquet/Feather file support and associated metadata.  This is tracking version 0.1.0 of the metadata specification at https://github.com/geopandas/geo-arrow-spec\n",
      "\n",
      "This metadata specification does not yet make stability promises.  We do not yet recommend using this in a production setting unless you are able to rewrite your Parquet/Feather files.\n",
      "\n",
      "To further ignore this warning, you can do: \n",
      "import warnings; warnings.filterwarnings('ignore', message='.*initial implementation of Parquet.*')\n",
      "  interpolated.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua_interpolated.pq\")\n"
     ]
    }
   ],
   "source": [
    "interpolated.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "821d29bb-109c-40d7-b83a-d96a09070777",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "8a2e872c-10a1-475b-b10c-d511a7fed734",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "interpolated = interpolated.set_index(\"eFUA_name\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "silver-palmer",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import urbangrammar_graphics as ugg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "accredited-mounting",
   "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>eFUA_name</th>\n",
       "      <th>Aberdeen</th>\n",
       "      <th>Ashford</th>\n",
       "      <th>Aylesbury</th>\n",
       "      <th>Ayr</th>\n",
       "      <th>Basingstoke</th>\n",
       "      <th>Bedford</th>\n",
       "      <th>Birmingham</th>\n",
       "      <th>Blackburn</th>\n",
       "      <th>Blackpool</th>\n",
       "      <th>Blackwater</th>\n",
       "      <th>...</th>\n",
       "      <th>Stoke-on-Trent</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Swindon</th>\n",
       "      <th>Taunton</th>\n",
       "      <th>Telford</th>\n",
       "      <th>Torquay</th>\n",
       "      <th>Warwick</th>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <th>Worcester</th>\n",
       "      <th>York</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.468477</td>\n",
       "      <td>0.792438</td>\n",
       "      <td>0.59436</td>\n",
       "      <td>0.501468</td>\n",
       "      <td>0.761136</td>\n",
       "      <td>0.420932</td>\n",
       "      <td>0.321044</td>\n",
       "      <td>0.368766</td>\n",
       "      <td>0.281667</td>\n",
       "      <td>0.41688</td>\n",
       "      <td>...</td>\n",
       "      <td>0.525861</td>\n",
       "      <td>0.277877</td>\n",
       "      <td>0.833133</td>\n",
       "      <td>0.801086</td>\n",
       "      <td>0.711197</td>\n",
       "      <td>0.459776</td>\n",
       "      <td>0.758988</td>\n",
       "      <td>0.601651</td>\n",
       "      <td>0.682591</td>\n",
       "      <td>0.778846</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.00522</td>\n",
       "      <td>0.00235</td>\n",
       "      <td>0.002455</td>\n",
       "      <td>0.022157</td>\n",
       "      <td>0.001093</td>\n",
       "      <td>0.010153</td>\n",
       "      <td>0.036182</td>\n",
       "      <td>0.007712</td>\n",
       "      <td>0.140768</td>\n",
       "      <td>0.017973</td>\n",
       "      <td>...</td>\n",
       "      <td>0.04122</td>\n",
       "      <td>0.01743</td>\n",
       "      <td>0.001827</td>\n",
       "      <td>0.001379</td>\n",
       "      <td>0.003193</td>\n",
       "      <td>0.021057</td>\n",
       "      <td>0.001588</td>\n",
       "      <td>0.016805</td>\n",
       "      <td>0.014683</td>\n",
       "      <td>0.006016</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.027675</td>\n",
       "      <td>0.020485</td>\n",
       "      <td>0.021155</td>\n",
       "      <td>0.016522</td>\n",
       "      <td>0.016944</td>\n",
       "      <td>0.031639</td>\n",
       "      <td>0.098189</td>\n",
       "      <td>0.083923</td>\n",
       "      <td>0.079557</td>\n",
       "      <td>0.123921</td>\n",
       "      <td>...</td>\n",
       "      <td>0.05946</td>\n",
       "      <td>0.041449</td>\n",
       "      <td>0.023318</td>\n",
       "      <td>0.033191</td>\n",
       "      <td>0.07283</td>\n",
       "      <td>0.057665</td>\n",
       "      <td>0.020888</td>\n",
       "      <td>0.047726</td>\n",
       "      <td>0.032913</td>\n",
       "      <td>0.019338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.2571</td>\n",
       "      <td>0.010379</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.176886</td>\n",
       "      <td>0.0201</td>\n",
       "      <td>0.000271</td>\n",
       "      <td>0.001096</td>\n",
       "      <td>0.085286</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.024821</td>\n",
       "      <td>0.020823</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.005899</td>\n",
       "      <td>0.00963</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00115</td>\n",
       "      <td>0.001526</td>\n",
       "      <td>0.008708</td>\n",
       "      <td>0.005078</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.022771</td>\n",
       "      <td>0.00624</td>\n",
       "      <td>0.006748</td>\n",
       "      <td>0.024273</td>\n",
       "      <td>0.014514</td>\n",
       "      <td>0.004346</td>\n",
       "      <td>0.192086</td>\n",
       "      <td>0.026957</td>\n",
       "      <td>0.008568</td>\n",
       "      <td>0.027476</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008652</td>\n",
       "      <td>0.015282</td>\n",
       "      <td>0.006343</td>\n",
       "      <td>0.000582</td>\n",
       "      <td>0.013964</td>\n",
       "      <td>0.001896</td>\n",
       "      <td>0.007358</td>\n",
       "      <td>0.001523</td>\n",
       "      <td>0.002392</td>\n",
       "      <td>0.002115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.000156</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000029</td>\n",
       "      <td>0.000096</td>\n",
       "      <td>0.017656</td>\n",
       "      <td>0.106125</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018814</td>\n",
       "      <td>0.009396</td>\n",
       "      <td>0.000418</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.01746</td>\n",
       "      <td>0.000081</td>\n",
       "      <td>0.00027</td>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.175328</td>\n",
       "      <td>0.16147</td>\n",
       "      <td>0.357481</td>\n",
       "      <td>0.186826</td>\n",
       "      <td>0.177885</td>\n",
       "      <td>0.518984</td>\n",
       "      <td>0.243663</td>\n",
       "      <td>0.351137</td>\n",
       "      <td>0.268043</td>\n",
       "      <td>0.387318</td>\n",
       "      <td>...</td>\n",
       "      <td>0.303327</td>\n",
       "      <td>0.565439</td>\n",
       "      <td>0.121925</td>\n",
       "      <td>0.146105</td>\n",
       "      <td>0.184388</td>\n",
       "      <td>0.352002</td>\n",
       "      <td>0.197949</td>\n",
       "      <td>0.273466</td>\n",
       "      <td>0.248869</td>\n",
       "      <td>0.177203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.000592</td>\n",
       "      <td>0.005389</td>\n",
       "      <td>0.013276</td>\n",
       "      <td>0.00069</td>\n",
       "      <td>0.00634</td>\n",
       "      <td>0.005282</td>\n",
       "      <td>0.03605</td>\n",
       "      <td>0.001384</td>\n",
       "      <td>0.000172</td>\n",
       "      <td>0.023926</td>\n",
       "      <td>...</td>\n",
       "      <td>0.002936</td>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.006562</td>\n",
       "      <td>0.004286</td>\n",
       "      <td>0.004788</td>\n",
       "      <td>0.012217</td>\n",
       "      <td>0.003104</td>\n",
       "      <td>0.007674</td>\n",
       "      <td>0.003711</td>\n",
       "      <td>0.00422</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.013168</td>\n",
       "      <td>0.001027</td>\n",
       "      <td>0.001616</td>\n",
       "      <td>0.004353</td>\n",
       "      <td>0.001947</td>\n",
       "      <td>0.004564</td>\n",
       "      <td>0.027543</td>\n",
       "      <td>0.024933</td>\n",
       "      <td>0.004334</td>\n",
       "      <td>0.002409</td>\n",
       "      <td>...</td>\n",
       "      <td>0.010294</td>\n",
       "      <td>0.0028</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.003498</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002042</td>\n",
       "      <td>0.006854</td>\n",
       "      <td>0.00574</td>\n",
       "      <td>0.004114</td>\n",
       "      <td>0.002867</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.006675</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>0.002087</td>\n",
       "      <td>0.005485</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.001761</td>\n",
       "      <td>0.023219</td>\n",
       "      <td>0.022438</td>\n",
       "      <td>0.000877</td>\n",
       "      <td>0.000042</td>\n",
       "      <td>...</td>\n",
       "      <td>0.001383</td>\n",
       "      <td>0.001339</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000058</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000392</td>\n",
       "      <td>0.000041</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.000859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.004019</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.000936</td>\n",
       "      <td>0.000027</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.015444</td>\n",
       "      <td>0.009011</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003226</td>\n",
       "      <td>0.001152</td>\n",
       "      <td>0.001028</td>\n",
       "      <td>0.001144</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000754</td>\n",
       "      <td>0.001649</td>\n",
       "      <td>0.000464</td>\n",
       "      <td>0.001473</td>\n",
       "      <td>0.002051</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.002651</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00054</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000118</td>\n",
       "      <td>0.003214</td>\n",
       "      <td>0.00074</td>\n",
       "      <td>0.000733</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000007</td>\n",
       "      <td>0.000912</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000429</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000454</td>\n",
       "      <td>0.001406</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.00079</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000106</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000602</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 88 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "eFUA_name                             Aberdeen   Ashford Aylesbury       Ayr  \\\n",
       "Countryside agriculture               0.468477  0.792438   0.59436  0.501468   \n",
       "Accessible suburbia                    0.00522   0.00235  0.002455  0.022157   \n",
       "Open sprawl                           0.027675  0.020485  0.021155  0.016522   \n",
       "Wild countryside                        0.2571  0.010379  0.000123  0.176886   \n",
       "Warehouse/Park land                   0.022771   0.00624  0.006748  0.024273   \n",
       "Gridded residential quarters          0.001013  0.000156       0.0  0.000057   \n",
       "Urban buffer                          0.175328   0.16147  0.357481  0.186826   \n",
       "Disconnected suburbia                 0.000592  0.005389  0.013276   0.00069   \n",
       "Dense residential neighbourhoods      0.013168  0.001027  0.001616  0.004353   \n",
       "Connected residential neighbourhoods  0.006675  0.000063  0.002087  0.005485   \n",
       "Dense urban neighbourhoods            0.004019  0.000003    0.0007  0.000936   \n",
       "Local urbanity                        0.002651       0.0       0.0   0.00054   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                      0.00079       0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                            Basingstoke   Bedford Birmingham  \\\n",
       "Countryside agriculture                 0.761136  0.420932   0.321044   \n",
       "Accessible suburbia                     0.001093  0.010153   0.036182   \n",
       "Open sprawl                             0.016944  0.031639   0.098189   \n",
       "Wild countryside                          0.0201  0.000271   0.001096   \n",
       "Warehouse/Park land                     0.014514  0.004346   0.192086   \n",
       "Gridded residential quarters                 0.0  0.000029   0.000096   \n",
       "Urban buffer                            0.177885  0.518984   0.243663   \n",
       "Disconnected suburbia                    0.00634  0.005282    0.03605   \n",
       "Dense residential neighbourhoods        0.001947  0.004564   0.027543   \n",
       "Connected residential neighbourhoods    0.000014  0.001761   0.023219   \n",
       "Dense urban neighbourhoods              0.000027  0.001921   0.015444   \n",
       "Local urbanity                               0.0  0.000118   0.003214   \n",
       "Concentrated urbanity                        0.0       0.0        0.0   \n",
       "Regional urbanity                            0.0       0.0   0.001571   \n",
       "Metropolitan urbanity                        0.0       0.0   0.000602   \n",
       "Hyper concentrated urbanity                  0.0       0.0        0.0   \n",
       "\n",
       "eFUA_name                            Blackburn Blackpool Blackwater  ...  \\\n",
       "Countryside agriculture               0.368766  0.281667    0.41688  ...   \n",
       "Accessible suburbia                   0.007712  0.140768   0.017973  ...   \n",
       "Open sprawl                           0.083923  0.079557   0.123921  ...   \n",
       "Wild countryside                      0.085286       0.0        0.0  ...   \n",
       "Warehouse/Park land                   0.026957  0.008568   0.027476  ...   \n",
       "Gridded residential quarters          0.017656  0.106125        0.0  ...   \n",
       "Urban buffer                          0.351137  0.268043   0.387318  ...   \n",
       "Disconnected suburbia                 0.001384  0.000172   0.023926  ...   \n",
       "Dense residential neighbourhoods      0.024933  0.004334   0.002409  ...   \n",
       "Connected residential neighbourhoods  0.022438  0.000877   0.000042  ...   \n",
       "Dense urban neighbourhoods            0.009011       0.0   0.000057  ...   \n",
       "Local urbanity                         0.00074  0.000733        0.0  ...   \n",
       "Concentrated urbanity                      0.0       0.0        0.0  ...   \n",
       "Regional urbanity                          0.0       0.0        0.0  ...   \n",
       "Metropolitan urbanity                      0.0       0.0        0.0  ...   \n",
       "Hyper concentrated urbanity                0.0       0.0        0.0  ...   \n",
       "\n",
       "eFUA_name                            Stoke-on-Trent   Swansea   Swindon  \\\n",
       "Countryside agriculture                    0.525861  0.277877  0.833133   \n",
       "Accessible suburbia                         0.04122   0.01743  0.001827   \n",
       "Open sprawl                                 0.05946  0.041449  0.023318   \n",
       "Wild countryside                           0.024821  0.020823  0.001921   \n",
       "Warehouse/Park land                        0.008652  0.015282  0.006343   \n",
       "Gridded residential quarters               0.018814  0.009396  0.000418   \n",
       "Urban buffer                               0.303327  0.565439  0.121925   \n",
       "Disconnected suburbia                      0.002936  0.001013  0.006562   \n",
       "Dense residential neighbourhoods           0.010294    0.0028  0.003296   \n",
       "Connected residential neighbourhoods       0.001383  0.001339  0.000086   \n",
       "Dense urban neighbourhoods                 0.003226  0.001152  0.001028   \n",
       "Local urbanity                             0.000007  0.000912  0.000003   \n",
       "Concentrated urbanity                           0.0       0.0       0.0   \n",
       "Regional urbanity                               0.0  0.000106       0.0   \n",
       "Metropolitan urbanity                           0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                     0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                              Taunton   Telford   Torquay   Warwick  \\\n",
       "Countryside agriculture               0.801086  0.711197  0.459776  0.758988   \n",
       "Accessible suburbia                   0.001379  0.003193  0.021057  0.001588   \n",
       "Open sprawl                           0.033191   0.07283  0.057665  0.020888   \n",
       "Wild countryside                      0.005899   0.00963       0.0   0.00115   \n",
       "Warehouse/Park land                   0.000582  0.013964  0.001896  0.007358   \n",
       "Gridded residential quarters               0.0       0.0   0.01746  0.000081   \n",
       "Urban buffer                          0.146105  0.184388  0.352002  0.197949   \n",
       "Disconnected suburbia                 0.004286  0.004788  0.012217  0.003104   \n",
       "Dense residential neighbourhoods      0.003498       0.0  0.002042  0.006854   \n",
       "Connected residential neighbourhoods  0.000058       0.0  0.000016  0.000392   \n",
       "Dense urban neighbourhoods            0.001144       0.0  0.000754  0.001649   \n",
       "Local urbanity                        0.000005       0.0  0.000429       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0       0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                            Weston-super-Mare Worcester      York  \n",
       "Countryside agriculture                       0.601651  0.682591  0.778846  \n",
       "Accessible suburbia                           0.016805  0.014683  0.006016  \n",
       "Open sprawl                                   0.047726  0.032913  0.019338  \n",
       "Wild countryside                              0.001526  0.008708  0.005078  \n",
       "Warehouse/Park land                           0.001523  0.002392  0.002115  \n",
       "Gridded residential quarters                   0.00027  0.000009       0.0  \n",
       "Urban buffer                                  0.273466  0.248869  0.177203  \n",
       "Disconnected suburbia                         0.007674  0.003711   0.00422  \n",
       "Dense residential neighbourhoods               0.00574  0.004114  0.002867  \n",
       "Connected residential neighbourhoods          0.000041  0.000085  0.000859  \n",
       "Dense urban neighbourhoods                    0.000464  0.001473  0.002051  \n",
       "Local urbanity                                     0.0  0.000454  0.001406  \n",
       "Concentrated urbanity                              0.0       0.0       0.0  \n",
       "Regional urbanity                                  0.0       0.0       0.0  \n",
       "Metropolitan urbanity                              0.0       0.0       0.0  \n",
       "Hyper concentrated urbanity                        0.0       0.0       0.0  \n",
       "\n",
       "[16 rows x 88 columns]"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data = interpolated.T.drop([\"geometry\"])\n",
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "documented-president",
   "metadata": {},
   "outputs": [],
   "source": [
    "cmap = ugg.get_colormap(20, randomize=False)\n",
    "cols = cmap.colors\n",
    "\n",
    "symbology = {'0_0': cols[16],\n",
    "             '1_0': cols[15],\n",
    "             '3_0': cols[9],\n",
    "             '4_0': cols[12],\n",
    "             '5_0': cols[21],\n",
    "             '6_0': cols[8],\n",
    "             '7_0': cols[4],\n",
    "             '8_0': cols[18],\n",
    "             '2_0': cols[6],\n",
    "             '2_1': cols[23],\n",
    "             '2_2': cols[19],\n",
    "             '9_0': cols[7],\n",
    "             '9_1': cols[3],\n",
    "             '9_2': cols[22],\n",
    "             '9_4': cols[11],\n",
    "             '9_5': cols[14],\n",
    "            }\n",
    "symbology = {types[k]:v for k, v in symbology.items()}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "defined-fight",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='eFUA_name'>"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1296x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_data.T[\"Wild countryside\"].sort_values(ascending=False).iloc[:50].plot.bar(figsize=(18, 7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "id": "norwegian-sleep",
   "metadata": {},
   "outputs": [],
   "source": [
    "for sig in plot_data.index:\n",
    "    \n",
    "    ax = interpolated.plot(sig, figsize=(15, 15), legend=True)\n",
    "    ax.axis('off')\n",
    "    plt.savefig(f\"../../urbangrammar_samba/spatial_signatures/esda/fua_maps/{sig}.png\")\n",
    "    plt.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "integrated-pavilion",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x2160 with 32 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(4, 4, figsize=(20, 30))\n",
    "axs = axs.flatten()\n",
    "for i, sig in enumerate(plot_data.index):\n",
    "    interpolated.plot(sig, ax=axs[i], legend=True)\n",
    "    axs[i].axis(\"off\")\n",
    "    axs[i].set_title(sig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "expressed-height",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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5hrWer7W+udH2tyQ5L91J+krG5Dtrrf/YYvtTcUq6g/bThtq5Jtv5xnTZuOelm3PwhbXWD210u2vE2Vlrvbx0d1luqbV+rpTy0Fprs/nhJu/ZndLtuNPVO97dKsYkzkfSXai/L1N3o7dMIDreAMAAHf/vqbV+9cme22CMv8pk3r5a67mllNPTlRP7qkbbf/IJ/lxbnoRM4n1Zht331xpgajKwtCrOFek64z4/eXzzJPsb/6juy9G5Oq+f/7vW+rSGMW6WrvPvm9OdrL02ya/UWr/QaPtb0g2AD3Yn5OSk4IJ0nYyvWvXnIT77HelOpEuSN9TGd+OUbj7gH8nUyWe6+aabfCZTcb42XSfALWqtZ00GmB9fa/1vDWM8OcmudJ2xZ5cu4/9ltdb7NYzx4Frr35x8yQ3FGPx7PBVr0O/XJMZanfu11vrgxnEGfy1jxhnC8c67V7Q6/56KtxT75FSs09N1mJckH661XneSVfpu/xbpEm8ekC4BstZa79o4xg+nmx7ptrXWr5gMYD271rq7YYz71VrffrLnNhjj5km+UGv9z8nj09KV1L/BddgG4/xBug6sG1S4KKXsrrW+oWGsb8rU+VGt9fUNt70lXZLgK9MlqSXJh6Y75RfBmMewMfaVSZz/ma6k8itq446bMQd9Slfd6vIk31trvWfp7iLd3/I6dSyllCtWX2Ot9dwGY6yZqNayj2Joxzm/W9HkPK+U8pJ00xqckW7w9fo/ZZgkpTX7KmqtzSpfDd3fsirW7dL1HZYkl9ZaP91ou4N/9pM4oxxXJh39P5wbDpC1vq4fpd9wDKWUD6SbNmd1P2vLvvzBzluO91msaPWZjNH/eZLXUmutf7DRGKvijfL7NRm43pHu+PWhhn2GY9wkcDBHk+DWirF9ozFWxbu+ItSQhvpNWRXj23PsGFHrgfHTkvxBrfWClttdI87N01Uj2ZKu//jWSV5cG9xINRVjyGuIlRsd1lTb3+hw13Q3nt1vEvftSX6i1np1yziTWIN+j8cYW1kV70uS3KTFuPMa2x78eF9KeViOjke8qba/YWNLummL7tlyu8eJ9aXpEgdvsvLcWv1Ip7jtsW5yOi3dDfK/lWH7PsfoK35tukpmrSrkHbv9eU66Sa7/0gx2B9lYmZ+llMtrw7ufThLr1umyPv9HulJSv5fkj1rtAKWUA0m+r07Kh5WubNUT67Gl3lrEGfw9K6X8TeuBvVXbPy1dx/g3DhVjKtb+JD9da33b5PH90pWpbPb9LqW8q9Z6n1LKu2ut95o81zSxZ7LN76yrKgOs9VyDOGcmuUuO7TxpWRp8FJOM1vusXGhOEiXe1bJzrpTy/jFOQoY24jF/bx2gAsFk26MMkox8/Hpnuo6zV00dW5p+50op70lyryQHpmK0HiS5Sbq7rO6f7mLwbRkmSWmMO9+fkm7+13fUAasPjaUMXFFlKs5pSe6QY39X/qHh9kfp+B/DSPvkaHdBl27ar7vm2M+lSUd2KeWyJF+S5B3pjitvGWLwdfKZ3DddIvLKZ/K+xucTN6hIsNZzG4xxaZJvrLX+2+TxyjzmTe+Gm2z7y9K9ZzXduVfTBO5JjItrrU862XMbjPGWWuvXn3zJDcVYudM+SW6cbpqDz9f2d9hvS3LN1HnxTZPcoWXH7Bj7ymSbK5VI/jNd53yzqgSrBn3OSlfBtqSbEuQfasMpocqkstiqa8j31lrPbbT9Ex4/atvqec9P976t3Ol8QZLTa60/0CrGJM701MFvrbW+t+X2p+IM2pk9tMkx+LXpSrYfY6gkpVLKLbvNd78xjbc9Vn/LG+qqJMG1nptnQx9XpuK8I9010eoBsubTQ5Ru6tiV6VKGGMR4ZJK/WRl8K6XcJskDa61/3jjOm2utJ0yEbRBj8POWsYzR/1lKuajWesnJnmsUa/DfryGvu5bNJIngyTm2j+opLRM8JnG+fTpG64SYsUySIh421EDsVJyhxzuHvIZYOb5/e7qKUH80eXx+kqtrrT+/0RhTsU5L8tRa6yBTr62Ktdb1xGeSfKzW+sVGMQYfW5l8n34qXR/YDw/cBzbY8b50VdHvk246vKT7fl1ea/3ZVjEmcV6c5Oda9tuuEeOH0k2Xdack70mX2LW/9Zh06aZ6+sDKsWRyzXKPWus7G8Z4U631ga22d5wY78nwfcXPSVel/lVJrh/zqI0qmJ5+8kVmp0zdQZaubPeZ6UoItrwQfF0p5TsyQObnKpeWUu5Ta33XgDFWTqa+J90dsO/O0Xk6vy/JAxuFeVSSl5duGoX7J/nedHdetjbGe/ahUsofp5tiqvn0P3Uyt3RpVM3oJH4k3fyQt053MvWv6T73lsaYty/p5gRdfYG51nOnrHTzpX53kg/k6N03NV0lj1Yx7pQu+3MlG/tt6aYB+USrGBMvSPLOUsrKRc0j0k0119LgczOXtbPlP5NuvsXnNEpcGPSYX45WVbi2HC1Ne71Gx5bLc+ydMSuvo0z+v8mdMSMfv1Jr/Xgpx9zs85/HW/YUHa611lLKyvHr5o23nyR/kORz6fb7pLso+MMk39k4zhjnLlena/8zJxfsb0030P/KlkEmv1lPztEBnzen6wRq9p0rU1ny6Y6XN0rXMdAsS34S58fSvZZ/Svf9XdknW95p/cp0n8Vfp/0+kuQGA+MrVo7FP1Xb3Sk3xj75gnTHzJVki0+kO5dofYfMH6a7VnlPjn4uNd0xoYU9tdb/22hbJ/IftdbDK8fi0t1h3+QYU7qKZl+X5IxytJx+ktwq3fQTLd1kejC01vpvk86npkope9Pt83+Tbn//rVLKU2qtrc/BvinJ6gSbPWs8txGvL900Vn+SYzsdmlU7qbXecvpxKeUR6RJXWntZju7zSbdPvixdp10rg+0r01a/Z423vS1JSinPTpf0/JrJ4z3ppjBs6fAk+WnleP8Vmbr2buBEd4fWJC07NH8kyYXp7vIr6a4df6fh9lNuOHXwH5VSmk4dPImzujP7olLK/Vt2Zq863q/4TLpO8/dsdPuTRMdzh05WSJJSyj3TndffdvL40+mqrHygYZhB+1tKd4PAzZJsLd0dtysXX7dKcsdWcSaxBv3sM/xxZcXNWia5Hk8p5YHppqe9Ot3ncudSyvfVtjeFPXl6ILzWemhynfTnDWMkyeWllF9NN5AxyPTBGeG8pdxwuobk6DXR/2qYtDB4/2e6vuHVCTbfv8ZzGzLG79cI110ppbwoXd/tocnjL003e0GLSjejJQpPvDTducp3TB5fkG6/aXauV0r5nXTTzLxk8tTjSynfWGu9sMG21+qbSBomkazysSRvL6UMMhCbjDPeOfA1xJuTpJTyK6uSH/+idNNztYz1n6WUUYoYpDufv3e6CkEl3fQ5VyS5XSnlCbXN1LuDj63kaB/Yyo2aQ/WBDX28f0iSr661HpnEe1G6se6mSTdJvjzJB0opf5tj9/mWFZsuSnfNdWmt9UGlq5DerFLmlN9N9x1e8fk1ntuot5duur/V518tf7vG6Cv+1OTflnTTkzc110k36Toz7pvknUlSuznGb984xk9mkvlZSlkZ0B3iR/tB6U46PpbuCznEvKavSFde8Q+TPDTdD/f5tdYLS3eHbBO11o+WrrrNn6erpPPNddU8l408KMkTSilXZ6D3LMlN010ETicN1Rz9wWjhC0neV0p5fY49GDWdO3fScXFuKeVWk8efbbn9iZ9Md+H8FaWUt6cr5dxsMHnSyfuQJGeWUp459adbJWmSVTzlEekyfYcsnf+CJH+co+/RYyfPfVPLILXW3yylvCldElxJNx9706nYJtv+/tLdFTvUXJ0fTfedWrlQ++50g9dnp6vY9T0NYqwc8784Oea3vlD7hnSDbw9d429Nji214Z3H6zDK8SvJx0t3t1KddJr/eJLW0/L8n0km820mF7k/mOR5jWPcvR57d+UbSylD3Jk89Pc4k0Hj55fuDuLvSvLf03UMtD4ZfX66eWC/a/L4e9IdJzc8t/iUR2aSJZ8ktdZPTTL+W7so3Xeg6V1jq4zR8f+b6S4+/jjdd+vR6e5g+nC6z+uBjeKMsU9+Ra31u0sp5ydJrfX/lVXZfY3sSncHyVBJcIdLKb+ZAZPTVrZbSvn5JDct3XRG/y1dYnoLN05yi3TXn9P732fTJfS39PlSyr1XLvwnHXVDXKv8TJJ7rezzk4HSd6RR4nMp5UfSfQbbSzeV6Ipbpiur3dLKIMJ053izRN611Fr/vJTSutMs6aqOXH936iQ55saNYwy5r1xvcry6IMm2WuuvlFLunOTLa61/2zDMfWqtT1h5UGv9q1LKrzTcfpL8cpJ96QaRX5wu6bVZZZha64NabWsdsf5j0tH4+nT7yBAJHnuTfE09OnXwxUn252hSdytjdGbvmvxb2T++Lcm70vXzvKzW+msbDVC6O67/IMMmKyTJc5P8ZK31jZO4D0x3jdqyitqg/S1JHp/kJ9Il2Fyeo0k3n03yrIZxkuE/+yfnhseV79/gNtfy6lLKQ1YSEwf0tHR9qx9OklLK2en6RVoONm5Z47khxgXuNfnveVPPtU6AHOO85a/SJXX88eTxo9PtM59J8sKs3eezbmP0f06ugR6TZNskiWDFLZMMcc06xu/X0NddSXLOSsJNktRary2l3OsEy/cxZqJw0k2FOn1e978mie8tfUOSe658JpPziSZJBUMmjxzHoAOxE2OMd45RzfCMMjV9WemqjZ7ROEaSvHty/HpZju2Xbjl2l3TnkXtXkqlLKfdI8tNJfiVdX36LpJsxxlbG6gMb43h/m3RFBZJuGrYhDJH8stoXaq1fKKWklPIltdYPlVLuPkCcMv3bWGs9Urqbg1paue6ZngKz9W/X4H3FdTI9cBmogum8J90MfgfZiD/ee0aI8dtJDqW7ENif5GCSP02SWuuujW58jSz/26a7M/WdpZQ0/oFIRnjPauMy0Mfxl5N/gyqrqgWUUoYYkPlAupPp6+fty9oX7qfqU+nuGnlYuk6gFZ9L8sSGcZIuweNGGeZuqBVn1Fqn5wR+YSnlJ1oHKaX8Ya31ezIZUF71XCtjHMPutVaWfK3160s3L/iGDX3Mr7U+efLfwY8tpZtC7j211s+XUh6bLnP5GbVtScRRjl9JnpDuLqsz02Xhvy7dAFYztdbfmAyMfTbdMeyXaq2vbxkj3cXgebXWS5OklPI1aT8wOsq5SynleUnukS7x7a3pBsVb33WVdBeE3zH1+H+WrpRkS2NkySddIvLQVaHG6Pj/1nrslKHPLaVcWmt9ymSQuYmR9smx7oJ+f7rEpGsG2HYyTnJa0g207k3XSfr4JK+ptf5eiw1P7oh7cynlhXWgKT+m/ESSl5VSPjV5/OXpEnlb+0S6c9QVn0t3HGjlj9MN+Pxqjh0E/1xteCd3Mk5Cbzm2AuCWdIMmQwyY/N9SysNqra+axH14kk83jjHYvrLK76SryPngdB2+/5ZuYLxl1Z5Pl1J+IV0FuJruJoGmA3G11teVUi5PNwBb0t093vozSSnlRukq0Vw/wJCuWmazpJgyTjWKkmOr2a1UzxvCbTJsZ/btkty7Hp3u78lJXp7uM7o8yYaTbtIlCw+drJAkN19JuEmSWuubBjinHLS/pXZTyVxSSvmx2rhy0hoG/exrra8vpRzIwMeVdEn1P19K+Y8k12W46go3WvkOpwvwd5NjWkuXTZK4n5XueP9jObbfrYkxEiFHuhHpfrXW6cqo7yulvL3Wer9J/8tGjdH/+Y501ydbc2yyx+fSVXBobYzfr6Gvu5JkSynlS2ut1yZJ6aZ4bzKGNmai8MQbS3fj9P+ZPH5U2vfxfTjdVKUr13h3zgDfr3LslOFbk9yyNp4yfGUgdmCDj3eWEaoZprvmflMpZaUS8l3T3ajX2m3TXZtMD+q3vmE+SXbUqeqFtdYrSyn3ql3xgVYxxhhbGasPbOjj/a+m62N/42S7X5+kWX/kilrrm0spd8jR6+u/rbX+c+MwnyjdlJ5/nq5S37XpzgFa+2gp5cfTVbdJunGVVpXKk4x2jjd4X3EZuILpvCfdjHUH2RjzWA+WgT3pVHh0umkg/iVdeacywE7wXxtv74RqrR8rA88FW7ryunuTfGWSm0zF3nDJyKltvajVtk5ijAGZ/bXWe6frDEqSTDo6mpQpm3y+7y2lvLg2mi/zBP49yXtKKW/IsSVvW1bw+PTkYnylcsvKPtraV04/KN2cp007GSf74/QFzhnp7lhv6YxSylkrSSOllLPSdQ4kSZP5dEspa8773aqjvKxdRns6TrOSpOlOos6dHCd/JsnvpzthaDZ/eq31RWWEcu3pqoNcMP3EJKmoWcJKKeXi2lUIef0az2102ytJqTdK8r2llH+YPL5Lkis3uv014r2h1rr7ZM9t0O3SJdYeSjcY8+mBjsv/b3Lx/7bk+s+9dUWKtbLkhxgc/Wi6Toe/zLG/Ky33+zE6/o+UUr4r3cBIcmwVkmbns0Puk1PGugt6a5IrS1eSdvqzb1WSdozktCT5scmA3PX7RynloslzrbxwJQFuWm04n3Wt9V2lK9m7Mmj5ocaD7iu/9Z9Md/PBK9PtGw9P0qwCySRx/jPpzh9Tujsgb5LkFqWUW7RMsh0jWSHH3hH+xXRJCw9vuP0VT0jy4tJVIynpEqG+t3GMMfaVpLt78N6llHcn199p3bpqz/npjpV/llw/1e75LQNMnaP85RrPtfS76c7FVqZ7+p7Jcz/UMMYY1SjGmDo4Wbsz++caxzgrx17HXZfkLrW767bVAMAYyQpJ15H9i+mut5IuQa3pYF8G7m9ZUWv9rUln8z1ybD9Ys+lZMs5nf5Mk16br275H6W4GbD21xVg3al5WSlm5nk+6KmetE2J+LMkvZtJnnO5Glw1P/7KWUsq35Yb9rE85/hq9tz/GecstSilfU2t95yTmfXO0D2zD18Vj9H9OEt0/lqPTjAxtjN+voa+7ku63/h2llJenOzf6riT/u+H2U7qpb38yyVm11seVUu6Wrl+syZhUOTotU5nEWTm2nJYuifvJLeJM3C7JByefSdINXu8vk+pKLT6bcsMpw2+cYaYMf2PW6PNoea2accY7B61mWErZki5Z+27pZt1Iumvu5skddZwb5pPkw6WU3003JVvS3bTzd6WUL0l3DrNhI42tjNUHttbx/vdbbbzW+pLSzepwn3THsSfVblrZpiZ9n7+e7jxiZcrwn661vvyEK/ZQa33k5H9/eXKMuXW6z6i1JyR5ZpJfSHcce0MGSIQb4RxvjL7iQSuYljpoNb6NmRzA96ab+qckeW2S59WGjV4j8/P8dHMMNy11PTUgV9J9IbelG7z8yhOuuL5tH0l3F/reWutHJs99tNY6WDnwoZNhJjFWzw34yCSt54J9WZIPpSu3+ZR0F7YfrLVe1DDGwax9wtb08ymlvKfW+tUne+4Ut/1l6SpQ/FG692p67u9n11p3HG/dU4w3+HtWSvm+tZ5vmSQ1SRr57XQXuDXdXSY/3mqQpJTyc+myfG+aLoko6T6bw+n2lWadptMXOLXWs0spd0zyslV3/mw0xkPSzWP79+lex7Z0Fx9vSvLDtdZnNIgxfSFzk3QlPS9vdQE1eZ+S7kLwPunKgyfdQNNbaq3NOv1LKQcmAzG/lOSTtdbfX3muYYwHZtXdvEm+r3Vn5lrtHuC1rBXjitqgSlsp5S4n+nttVNVhkih6syRvTDfFz/Sx+K9qrf+lRZxVMf9Lkm9Jd7fdabXWOzXe/rnppgRYubv62nTfsaZ3Rk06M64/n2ydJT+JsWbHVW10t9TkvPhra63NqyetirM9XeWpld+uS9N9/p9MsnMlQapBnMH2yVXbvF2O3gV9aR2musKayY51Mt95g+3vT/LTq5LTfqPW2rQD/Tifybtrra3KqaccOyf7TZJ8R5Iv1lp/pmGMQQdijrevr2i1z0/Fe2i6Sg53TPLP6RI6P9jiOnIqxvPSJSusnAd/T5L/bHneMrZSyi3S9Xd87qQL99/24PvKZJvvTNfx867JOd8ZSV7XOs4k1i1q47LKY5+3lFLeW4+d5nPN5zYY4wa/UwP9dt07R6cOfkttP3XwSpwvz9HO7He27syeJKk8MskrJ089NN310dPSXa9ecLx1e8R4frrzlelkhdNbD9KUUr40XQn6+0+eekuSX65TU5BsYNtj97c8Od0+eY8kr0l35/Xbaq3Npnsc+rMv3TQG350uQenI5OnaeOA9k0H35yfZtzJ4OYTJoN6FmdrvkzyrTk2XuChKKc9Od+x/ULrpAB6V7s7xvQ1jDH7eUkq5T7rP/hbpPpPPpkvi/ECSb6u1/p8TrN4nzhj9nysJGEmXrHCjJJ+v7Ss2Df77NfR111Sce6SrrFGSvKHW2vRmqlLKn6RLrPveWus9S1eZYn+LPvyxHe8zWdHisyndDSf3SnJg5Tx4oPOvMa5VxxjvvCLJA+ukOmrpqjW9qeX7VSaV6Vtt7wRx7pRuyqL7pTuOvS1ddbtPNI5z03RjECvHr7elS+T/Qrpp3jd8nTTG2MokzuB9YJM4gx3vyzg3m6aU8t4k31Qn1W0m19t/3fj68ay1nm81Pjimkc7xBu8rHrrfYK6TbpLrD3hn1ak7Vxpv/4ocm/l5WpJ3t/7RXiPuvZM8vtb6+AbbemS6Sjdfly5L7qXpfqwHKbc5RjLMJM4V6QaXVuYGvHm6E9CWO9i7a633WtlxJ530r201AD+JcbuphzdJNyf3bWutv9QqxiTOYAMykwSV7093YnDZ1J8+l+SFtfE8miO+Z0MfX+63enB0recaxPnVlgk2x4nxnoxzgfMl6bLkV+5M/0LL7a8R785Jfq3W2vqO3tcl+Y6VgZ7SzRH5slrrtzaM8eZ0x/wfSDew+H/TTTf1VQ1jXJ7kMXXV3by11iZ385ZSvjbdb9dPJHn61J9uleSRLU52Sik/ku7CaXu6hK4Vt0zy9lpri9LQKxfOV9Ra79lie8eJcVG69+qO6RIgVjrkP5vk92qtv90w1n9Nl1z79Um+NN20lW+ttTa9U62Usq3WerCUcqskqbV+duW5lnGWRSllf+tEi1XbPy3JU2utPz1gjMH3ycl59nHVWptPlVYGLElbSvnqdIMKt0633/9rku+vjZLeSzff92PSdZi8depPt0rXyfiNLeKcIP6ba63NqrTNIoFk8htwi1rrZwfY9nvTdfr/9eS65UFJzq+1NrtrachOh1LKb+UEVbJqoyqTpZTH1lr/qByn6mBtUHVs7H2llHJBukHlnUlemK5T6xdqrS9rGOPr0nWY3aLWelbpkmEfX2vd8DSfY563TOIdSPKdtda/nzzenuTlqzvtNhhj8ASPssY0wWs9t4Htj/obORnAun4Ao9Z62UlW6bv9UZIVSinfuXrfW+u5U9z2dH/Lu3J0Xxmqv+V9Sc5N1/d57uQc5nm11oeeZNW+cQb77EspH05yTh3grvpVcb4x3fX2eUlelu7z+NAAcS6qq6qlrfXcKW77GbXWnyjdDUhrJXe0TlRa6V9d+e8tkryi1vrNDWMMnmQ5td1bpxs/OdR625Ptj9L/uSrmI5Lct9badKqOoX+/xjLG6yilXFZr3VWmkraH+A4f5zf/M0k+VhtUWJr0H7x2hOvFv6213rccvfmw+RjRCWI3vVad2u6N01WL+GTLvoPJts9P8tR0ie/XVzOstb70hCv2i/GL6apU/0mSz688XxtPg1xKeX26aZenKw1eUGv9ppZxxjDG2MpkPPA9tdbPl272hXsnuaS2uxn0tif6+0Y//zL+TRvvmx5HmfTrvLfx2MpgxTgm2/+ZWuuvHa/fpVV/yyTWYOd4I/UVvybddeNvJjmQY48ru2qtj9hojGTOp5cq3bRPv54uC3vbpMP5Ka0vCDL8PNY3UGs9ULqs+Rbb+rMkfzY54XhEuruR71C6kmh/Vmt9XYs4U/amK3W9kgxzcbrBuNZzQg89N2BytDzcodKV1/3HdHNQNlNrXT2d0DNKKW9L0voC6keSvGjlgjDdd3rNai591a76y4tKKd9Ra/3TFts8SbzB37PS3TX8Gxn2+PJbuWEp6LWe26hXl1JuPtQJ1cThWmstkykhSsP560spx5sCbXvpSkS3nqd12ieSDJEksbqc9uE0PrakG4R5TLoqZ/9YuszpX28cY+hy7TdOd+fY6elOolZ8NsdOabMRf5zkr9KV0J+uYve5lheDtdYj5f9v78zjbRvrP/7+XPMQDTQKoZIUicrQoDRoLiSRkkIpJE36FWmeB8oQSSVFUlKhzLPMQ9GgQaUyhSK51+f3x/fZ96yz7z7nuvc8a+2zj+/79bqve9ba5zzf55y911rP8x0+X+lyNVqk1aY4Xb8k6R2unOg6gM2JoMWXbLfRa7bHscB6fYHq71OhTYPGV/TNgytV9nXsyD5Z0hbEpqZ65rztORpf3dUGXVyTn5vkNTO+H/iUUcuStLYvI9oJzk1OqzFug3OBGwi59ubf7g6gtupU00kzi7jWH17TBrBBn8P61JK4UhVJ3yEkfOcQlarLS/q87drP4nts3yxplqRZtk8r+6+azJG0el+ywpz5/Mx9pRlk/TB15eyb9NambbYC6exaAbB9pCIBulfR90rbv65s5guEol2vBcDlmqAd64LS8boF4N3AaZKuI+7FqxDB8pq8lXDU7cZYgsdXJ/2JBaft1sG9z+6SRJLH5cTv8mTgAsaUXKZM2Z/cSLQvm3uu8lp5l5JUNzexriR81W739n4i6WJ+5xaYrv0twF1l7zK7rC3+STi4q9HBe38dkWDbatKN7V8Avyh+tm2An0u6npCg/7brtTN6A/N+Zt844NzC0AsofLbCWPeFXqvgOxVV/DcTAaaatLluoYz5ob5joG4LhTJeVz7jps0fSqqq8F9o7fkl6WzbmwzY44v67Zbbfg4D/E9RCNrzsa5OO/ezrxI+4ivL8ZOI5/5DJO0y1ZhR8R/cKWl5R2vctuikZXibe1WFQsT+tq8uz5TziPvWgyXtZfuoGnZgntY80E5rnjeV/5ttCk3l9QSwou3DG8ffkLRHZRsoWrx9gnlbb9b8fVqLrTQ4kPAdrUPsjb5OqIvXShy7mLEEkpUJtXIR8fU/M/Xn/c6MFW1czPiija9McexBnCjpJKJdMESs5ac1DfQn8JRkyCkLcTTo+QeqFjZMQJtrvC58xd8g1MW+BTyCiEn09vRvrGRjeifdEA65pxEObGxfJmnVyja66GONxlfczSIWPDfWtFGSYI4ketg/mMiOfx/Rp7cmXSTDQMu9AQuHKGSCP0g4Gpel8samL6t8FuHYqu4M7iAgg+1j1XLfPujsb7Yv895fqjwkNKbesWLftb8c0T+3Ns0F1XuI66Tmggra3eD0KuoeSvzdTiHuKZsS70+1pJu+rN9ZwLrEhrM23wIuLPcvE4pg1VqXAZQN0+cbx38m3veatNpb3iEze4akb/SSxFRZLaBs/G+T9H/A323frWib9WRJ36xcsfYI4GpFL+tmpUfVZGHb+ysq01elsZazXe39t72rom3WWsDfikNoUVdq0yFpTeJZsnxf4t1yNJ4vU8H2A4qt/Yik2m8R95ZtqftM6dKRvScRWJ4t6b+042S8VNF//RjGf46r3It71ySwjcb3s15BlVSObG865YkuGB8gEj3GSdISCWRTpm8t0XP630a0R7xsquOX+++fFNXcvUDc4wjluSsn/+kFpumkmQ38gUjor0nrgZjCWg51rm0Jx8x7id+vdtLNvxQVRGcS+7x/En+7mrSWrOBG61ZJe7hiK9c+OweXLz/llpQSO75WeixN7B9MtJStju3re8HEQu3r5e+SHmD7jrIeWw/4qCsrqtg+pTjMHw9zVTOrBrDKOvIAYr9yL1GlWEVRRY3WwZJ662BRWgfXsAFjz0hJ3wV2sn1lOV4b2KuWncJPGNt7LUWp7KQvoDlF2kxWQNLmwIuBR0n6cuOl5ah/L16p+HPuIPba6wHva6GQ7iJJDyw2Lgb+DVxY2Ubb7/2dwGWSTqERqHbFat4eCiWS7QjlvEsJv+smxGfvOVMcu6eg9piy/u6xHBHImDK2e/v3RYg2E3dO9v0VOKF8vj5DVBGbUFSrSRdJlv9pfL0k8FLGAlvV6ML/2bff7tmo2cqm9eeX7U3K/60lVw/4PXqLo6rP4cK+hHL1oyUdSbTOeWNlGxCt4ne0fTWAom3Wu4GPEL7WGs+X/wJXKhRJmv6Davdj259VtAy/nVjnfcgttAyn3b3qM23vUr7eAfiN7VcqWkz+jLGgfy02JJ5VJu7/x03+7QuGW+qwMYCbFAXGvb/PNlR6PvZxOBGL/gIRj9iB+vHOLpLHZpfEnlcAX7Z9mEJRsQq9970kkR1v+6fleHNgyopXXRVtSFrC9t22312ekT1lxkMcAhet4YpiHGW8H5cvz7J9Xa1xJ6C1NV4X8RvbR0v6CRH/35jw5/fWQ2+iEWebCtO6vZSkC2w/XeOl9qpIbqm0eFFI0T6YFvtYF3vNir7ZxKLn2LYcgm1SHP9vYOxh/UrgCNtfmPCHFmz8uQEXddTLvE1KQleP3nv/WVduaVQcAfswtqA6m1BuqbYQUQd9+4qd1v9mLd9fnk04X3YBDmq8dAfwY9u/naqNPns9ec0PEbKUh2lA/8MpjC9gJSKgMLfnbO0NjqQTgLfYvqEcP4KQBp9ICWdhbDQXmrOBP7p+u6/e32tFoj0PVLx/qcMKHw2Wa/9q7QCGBqgFAFXVAhQynusTiSonEYmWj7f94oo2uuov/i1gdeAyxgJjrunUKBvAnQhp69VLEOsgV+qfWzaArwReTqmuL9wBfNf2uTXsFFsX2H76/M4lgaTDB5y27TcNOD8VO633s5a0NJGotLLtnXrBWNsn1LJR7LQqSVvukesDvc30S4j2E2sSf7NPV7JzMfHcehBwPlEpc6ftbWuM3xWSnkc4zcYFYmyfNukPLridq4nk3e8AB9g+Q+3Iwi9DOLN7SYPLA0fWWOOrtEZRJJ7/jRaTFYq9auvTSWz8DvgH0f7pTEKKuGrlbVfXSlnbb8VYBdYriWv+oxVtfJ9wLh1AtE/ZjZBWfm1FGz356U2IoqfPAnvXfg5L2pW4Nv5Vjh9EtGKrpkSjKEA5iJC8FpFIsLPtn1W00Xrr4GLnMtvrzu9cZZs126x30u5NUdiyLrAf4wu07gBOs31rDTvF1uWOdk8vJPZgHwQOb/O+qShsXM52dbWuPjvV3vsy3sAAUq3ETkVRyBsl/YBYb32LaC11Q+N7LrK9/hTtrELcR+ap6iVaF1dL7JL0TeI+fzNxzZxFtP2q9hkeYHMJYMlaz+Gu1y19tpcgAowvrDxuF/7P5v6uZ+Nrrt/SprXnl1puadJnq83f45XAubb/Wfz4zyA+w+fbvqkFexM+62s989u+H88U+uIPPyHW9N/of62Sra8CazBeveP3tned+KcWys7azKsMU7UYVKGcdwCRRGRCeXR311X3R9LFtp/a9O1IOsv2M+f3s/dx/K5iK2cQCX07EOISNxLtpqq1Syp2Lrb91L5zU14X9Y3XWrFpI5bWegtEDRbjeEgL64kzgUcRvsIziSSctgqDqq/xGuNeRovxG0Vrv/cR+8jv0oit2f5wFRvTPOnmMKKC6H3AFoQDaDGPZYVOZezejbR1x1+f3eWIwEWVSvFh0WYyTOO9OaVWcG8SW0sQn61VGX8Dr6rc0gWKjPIzgW+XU9sCz6nlbCo2Wu/N3BVt3l8aNlapvQicwE7rC6pBi6naSLrK9tqN41mEo6lq+6fycF2TeKhWq07ts9H636tNevdfSZ+y/d4O7PU2/dsS8q3vJRQcava17S2o30NUp+9fe2Nb7DyMMQnXC2s7soqNXxMKC60t4soi92lEMnLPMXBlzftKGXND2+fVHHOAjXMJGdLeYnobYFfbG1Uav9efd56XiDVfzc/xwJYfts+sZaMr1E0/6+8RiXzb215bodh0Xu2AoqTPEG05mk6tK22/p9L4JwFb2P53OV6WUNF5FXGvXKuSnd598h3AUo6+0LUdgIsR7Vl6n+XTgYNdrz1Dz84StJ9AshvxvLqcSIRamWg1UcUx1wWN97yTPXGHdlYmkmI2JhQq/lXzuu/iWil2fg08xaVQp9zDLnHFXvaSViAUQTYjrpeTCUd2zcKNS20/RdIniHvjd1r6ew0KLNW+h10DvNT278rx6sBPbK9Z0cbGxF6uzdbBSDqKqEj/NrGO2Y5Qm9ympp0BdqvcB7pMVij2Fq095gAbPT/Ll4DTbR/X0rUy6O9/G/CnNn/Hms8ASS8Ffmr73hrjDRi/d59/ru1T27AxwObDif2XgV+6hYLQYueRRAHdXsAjbVdXwW8rUNb1uqXP9oOI/f1ju7Q7SrT5/JL0ByZpaeIKqhuS1rR9zQT3SFxBoU+R7LwhodZ1DpFAcI6LEk1tyn74FsIXArFPXYFQ7jrbdhW1heJnfVw5vLbW3k7dthVD0pLA2xhf0HygKxTNKxLsPgf8FTgNWNP23yUtClxVeS15NbB2z2dY/OtX2q6mNKgoonoOkXTzU6JF/dm2t6w0/qdsv1cl2bLGmPOxdw6xf/w+cCrxPn3S9uMr2ugitvJwIpngl7bPKvvi59R4BvfZOYlI3m3uI55VK5FELRebSrqKUGv5EKH+NQ5XUvoutjoT4yj34g2Ia3NnYm83adLqfRx30oL4yn+v1uI3kl5EFBwdT4hVtKL+ON3bS72DkGu/m3Bin0TI39XgHkWmd79ELFBfklTS+kTFZa/VwW3Amzwm8zkyNDIALxlwrgazys3oceqT0wdw9OuuxY8o8vy01AtaHSjQFB5su3l9fFSRQV+TLnozo+htug9jAZkziL9ZzczJNu8vPZaQdAjzOhueW9nO1sSCaseyYF+Z+q0Nzpe0ge1fVh63yeka66Np4LXERqQakl4MHEyjOlVS1erUQmt/L3VT4fMIhWrLyxXS8+MkNWs4G/pYrARiX0moBdyj0uO2IvcoKmK3Z6yl2WI1DUh6DXHtnU78zfaX9G7bVVrMNLiK6Ct9w/y+cQrcbft/Ku0miiOgjSSf15X3pcltwEW2f1TLBhFQ/BLxO5xTztXipRXHmh/NzeCShGP+YqDac6Wsj+d5r11Z6YZu+lmvbnvr3mfM9l3S+B4qNXD7krQrE7LmPe4BVim/T831qxQtMrdlTEa79n7xQOLe21OeeH059+bKdp7K2PprHUnVq+5sfxlo7iP/JKl6a7MBTmYo90ngXZ6ahPDNxQH8GI1vawHUaY/YN/+lNb7tQBvO8pWIZJtnAusAVxP7r8pmWr9WIBxySxJKRwBLEGvYajiqqttWs/qrQkp9M+BTJSluVgt2ZklSI8CwCLB4ZRv/7CXcFK4DaidYd9E6GKJg463A7uX4zGK7Gmqxzbq7b/f220H7E9urVbRxsaSTCR/L+yU9gGhjVpuvEu/FFcS9eO3y9UMk7eIK7azafO8LryXaDxxLqAHVbvuztKSnEC0e5wnA194PS9qR8IGdytg+cj/bX69oYzvi2fgk4CZCOeCsSX9o4ewMDJRRpxV26+uWHhpfWLEIoWRcvUCzC/9nWRvtT6yPen7p3W3/pZaNQmvPL7fc0qTwLuAtRGLEPFOgwp67l5CgUBnbqPzbufhxf+mKSsyFNxJJJHsQ95aziYS7e4Aq+xZF+48jiHWriJZZb3CdwqDtod22Yn18k0je7bW12YZQOtuqwtg7E3vHhwN7NBIrn0e0ZKzJtYQPoZfw9mjiOV+TLYm91qW2d1AUINZsJfhiRZuZ9xOtz9tmD6K7w25EfOi5RKePmrQeWymfq883jv9MnedvP9sQz66e3+vMcq4W69NusekuxB74gYzFCHqYaL9XBVdST5kfClXZZ5Z/DwROoN467/vEuu6ynrnGa1X/XrQbv/kAsFVbia49prXSTZsoKro2Az7FeIlYoL4EnqQriKrqs8rxJkSLjmrVvF2hvoqC4sy60vWqbB9PBF73YHxrHqDujUp9yhptoA4UaIqdzxLO96PLqS2BJ9reZ+KfWmAbHyQWns8jVANMSJLOcw1N0c6xRFC5dx2+HljHFdsMdYGky4nP8MWMORuaPbWnPZLebvsASb8iqhb+RFREVldwKPZezfiWTFX7aKqD6tQybmt/L42v8OnHNRy/krYkgkibEPeVfhtVE8fUgVqAonf1LoTKxVEKSeqtbX+yoo3Lgee7qNtIWhH4heu3GjmNkLm/kEbCaGUn46eBfxGL3HcQjppf2f5ALRvFziGUFjnl1BZEgPTRwHW296hprwsUqobNRMtqUtcDbD0a+LQrVqVL2qJxuCShpvK3FhLS9wIeCzyfqFJ/E3BUSWSoZeNcYs1yTqmUWL3YeFotG8XOPKpgg85NYfwPEu9DLxHt5eXrzxEJPlUC5iXZ8l3E3+tTklYjHII1W9fN035p0Lkp2mi9BV+x80DiHrkq46/52nY+TLRQ+A7x7H8t4ay9Fnir7edMYezFiUDotxiQ+OTK7RG7QNK9hKTyxysmb/bbeBYRsGjlWpG0P7HWW5moVPt5OX4+UUFas/XT44gg2cMcimBPBl7uui2slgZeRPgMfqtoIfukGoH9PjufIa7Hg4i/1y7A9bbfVdHGgUTLuqOLja2Ia/EcqFPlp5ZbB3eJOqjsVHft3h7SOFySeO8fXNMXoqhEX5dYA/+r2HyUK7d+UhRVfKTncC77pHcTQaYfuE67kS7e++WIAM8OxPV4OLHOm7KyeEkY/SUT77lr74evBTZyKc4r7/25rlthfxORuHkQ0Rrtj7XG7rPTmiprl+sWhZpWj9nAP9yCElQX/s/il/4O8XeDUCTY1vbza9kodlp/fqmDliZdIWlNIhFqI6LN1D9tV0/gb5vyHH6dS0u0srY8qv99Wtix3VE3hGKv9b1qFygU8TcgfIaUr88jFJZqFVZcaPtp5f3flEhWusqV1HTKun4nYBli3mLMF25XLtxoky5jKyWu8ingoWX8kft7AUg6BtjNjbaeLdnZ0fZhLduYJ0m4SS1fvqQ5xD7oE4QaZLXODpJeRRT9r0H4Io/y+EKUanQRv2mbaZl0I+nHTFJNXTmotI7ty2uNN4mdc2xvPL9z0xlJ7wf2BpaiPKSJG/f/CId/1X6nkjZ3ffWJfhuHAPu73f52nWwIilNgGcaCC4sQD3Bop4q0lb59ZezW+8tPcJ/pVQ0fXMMZNOi9r4k6kNlsbJpXGfS6O2ifVRNJZ9p+VuNYwBnNc5XstPr3KvN+tCNjvTUkfdDjFbQ6Qy1IuCvaMqzsiv3R+8Yf136pOM4vd/2WTAMrxSo7GUU4Muf2GgYOre08lXQq8ILee61Q1DmZCCxWSegtyU9vYd7AeFXlFkk7E9WPdzF2T7brVkD32xTRQqHqZ6zPxiwieay2ShuSnk+7/axfQFQyrEV8rjYG3mj79Mp25nEmq36rrKcypqRztu3+hMhqSFrG9n/m/50LNfYlRGXJ78vxasD3KzvjW2/BV+ycSwR4r6ShROD6xRsX2H5637nzbT+jlhNY0oq2b2zzve8KRXX1JkTF+MrAb4m1XqvOtJpImrSqsuZnrDjl303sf3qt/qoXpiiKjh5r+/DyXF7W9h8q25hFVBE/D+a2yjrU9pxJf3DBbBw+ycuusbZQB62Di52NgX2JJKLm+qj6ukWh2GKXNomVx+6k3dsEts+2vUnF8UQUaa1mez+F8sHDbV84nx9dUDsT+lta8Lu09t6X8VcgEgj2AH5NBAO+bHv/yX7uPozbyWeoYe8UYPNegKQkl/zU9Yv1nkjcVzYhkt+vdT3V8p6N1gNlklZyn0qLpBUc6m017azD+KKw2koRXfk/W7dRxuw9v95E/N2qP7/UYksTddA+Q9LeRHupFYmk3fPLvytqrlca9npFe+Oo+awftO+ttReWdCnwQ8I39YX+1123GwKSvgEcZPv8cvx04A2231bTTsNeK0nVE/kMe9TwHUr6KhEnfC1RuPNv4nrfYapjl/GXsH23pB/ZfkWNMedj73HEnqh/XTxlP1iXsRVJvwNe5voKgP12HkcUoaxKC90d1HKxaRf3+4atLxFFUz1Bhm2IZPSTiq0qvnxFUdjGxDpvA8JHdZ7tD9YYv9hYBngFkYDzEOADNWMRDTutxm/aZrq2l/ps+f/VDP5A1uRvZcGzKi0EYjQmQ3qhQlK51zZla6L9xMhg+xPAJyR9onaCTRM1ZGglzdOvvsaCSmMyoYsCO0i6jriBt6HecZqk1zJegaa2bOBAqUVpTF67BpLOIlR7ziIqO6sn3BTukrSJ7bOL3Y0Za21Vi+uITc5R5Xhr4B9ExvHXiOqShUJj7X9+LOlthNRec4FQRfWg5+Ab9N7Xps3kmo6Sh3qLqasl/ZTx1anVZR17fy9JDyUqIWuPb0nHEe0z2uTUXgBOlXtyN1HIkH6c6Cm/uSKreUNCjriWjZcR64vFCTnqdQnZ5mqJvMCJGmuRBnFf+WnF8YFYkJfN2mNt/0JRQb5IrfFL0OqKEnD7Wq1xJ+BRRMJo73myDPE5mKN6bXN+RDy3fkFDdawF9iIU5qo6e5toTP0AQqp/XUIhqk0eSwSuq6KxipKfl+NFJO3jioqGtk9WVF49g3im7F7z/ZH0VkIFajWFqmWPB1BUDyrZWZ2oGrtY0b5oI0m/s/2vWjaKnd59d1lg5RJo2Lmyk/HdxNr4OuI9WYUILNekixZ8EMnn87TCbYF7Fe0Le60Kt2y8Vmudv0YJlLT53neC7csl/Z6o5n8mJRhD3TXFikTbhCfSWOfVcjLaPkKhJnuE7e1qjDkJS9u+UOM779VOet6HkAh/PKFEsRjh46lagGT7XkK1p2qLpB7lPbnC9jxBn8p00ToY4pp4J32qrDWRtDahrPDgcnwTEby6qq6Z9tu9aXyLoVnEZ7r2PvyrhIP8uUQi9x3AsYTjvCa/Uag2fbccb13OLUG0HJkybb/3ZW/3JkLZ7lvA02z/s+yLfs1Ya5BR4a/ABZJ+RDzbX0H4kfeEan7Q5Yg1/SqED3x5KrYv01hh2wOAX0lqTZUV+KmknRqB8S2Iyu7H1TIgaXeicKMXeDtS0iFTTegaQBf+z5uKP6fnp9gGuLmyDRh7fr2pxedXmy1Nem0sHkqoz5xajjclYjg1grDbE8kJJwDnAhe06FuHeFb1mKvSVtnGRZIOY0xJaVtibVGD1xLdEBal/jN3Lo040WLA9pJ6BY4rA79qyy4MVFObMm0EwQfY6O0TD5J0IrBc5cTE8wgf9O3z+8ZKHEMowX2NltbFbcZWGvyj7YSbQu/vdSjt/L32bWHMJv0tpZrUbpf0FI8v9v6xoih874o2cKhkXkcox69EPMdqtWXq8V/Cf387cX+sHvPqKH7TKtNS6aaH+hQJJjo3RRvnEoGY/vYvx1Ya/7RJXnYtx1yXlA3AZW0FYTUmQ/t4wrnQk+B6GVFZMI+E6ELYGJhZ2qPG79JIIBDzKtD8u0YiQZ+9/dyQNi5B02+5oqyyohq51x/wGcQG+izb76xlo9hZl5BWXZ74+91CVKZXCyxOdn+RdLWnIIeoDtr/NGw1g+PVkTSbMWWrcS8xQvKE6qAqtc/ey4m2H48E/kk4tn49lc/VABtfAb7hFnvBliDyOsCTiQ30YcCrbU+5J3efnZ8RQZgP2F5HoXZyaeWKqIsJB/bpHqvkvrKGDUlrEG0ZzikJXj01iluBI10UHWoh6S2EzOqDba8u6bFENU41uV1JRwLvd/tqSjsC/0c4sUQERj9OOAT3tf3uCjaqV/FNYOdE4voYdM+sZaOpfjAb+KPtaskdxUZz/WLg78RnocrauGHnO0Sf4R2JConDCTWKvSraOAX4nO2fNs4dYnunSuMvT7Sz+ATwvsZLd9RKsC12LiMcpqsS1aM/Bh5v+8W1bBQ7FxAJHce7XcWLJYh1voBrbNdKsOuN33oLvmLnnYw5zasnVzfsrAZ8iUhGhXBAvpMI0D21F6SZoo1O3vsukHQRsAQRyDib2D/WThY+GfgekWy5C/AG4EZXainXsHMSUalYTRp6gI2fAW8HjnFUYG5JJHtsXtHGZcBTgEsan6+qamBlzH7llt5+pebe6zSPYOuHQWiAilYLNs4l1venlePnEK3fNqpoo/XWiMVO07c3G/gD8Fnbv6loo1cJfWnjWqne1kJRPfo2Ggp6RMLPf4lEvCmr0rT93kv6JqFkdeaA155n+5Qpjv8CV26BNx97k7aFr5GUXvb2ZzP2bPzLfH5kQcdvXVmhYetJwNeJPeQjib3Em2v+TuXvtaGLAqCiuvu8Fp5d69K+/3Nl4ABiLWlijbR7GwFgDSgOcoWWb10i6QTgLS5qTYq2mF9xpZZfikLNjRhrK7UsUUhzru3JfJdVUH2VtiWAXRl7ppwJfLXGHk/S7ra/JOlDtveb6niT2Gk9TjSB3Y/a/r8Wxu2kxZCkRzGvMsw8z+WFHPsqImnvQ0ThzjhcUYmk2GutW0GXsRWNqar8kPE+ipH5e800FErML7F9XTl+DKFmOI/YxBTt/J5QUDuLWOtdUMuPoCj+2wZ4GlHQ+l23pL7dZvymK6Z70k3rH8iuAjEziQ6DsCcDW/QW5wpZ2mNsv6iijUHZ3XfYrlLdM4ndqgo0ZcxvENKwnygL3mMIx+a+le08Ang2kXizKfDnmu9Jn63lAGxXz2ou95cX9gLKZRN6ou211LGU8FRpMzje1d+i7eShYmMRQua47epUJF1OLBB+YfspvcVJrUBvsdFFL9jWe3IXO7+0vUGfg7m2pPIFtp/eZ6OW5O0JwN7uq+qQtD6wj+3JMugXxt5lxEL3grYWoIq2T70e0HNbjdQOWhdbjyB+HwEX2v5b5fE/SjiwqqsO9dl5CpE4cgHjN7e1gz6LM1bFeW3ba5Y2kbQ18BXCAbFNCwlE1wHXA6f2ghUt3cNWB/7ikD9+DrFG/qYrKdE07sXvAe6yvX8bz+cJ7pNVg33lWfwS5lUZrSYNPlHQp2awp9jZFfgY8C86ainXFl28912h0iqrZRsX235qcx0h6YwW9sMHEwUuxzP+WVzzelkNOIQI/NxKJBJsWzO4IOlC209r3MvaClxewwDlFtvVqvklfYwIjH6P8e/JJRVt9Kt/wlgb5Hf1/GMV7HySKAj6AePXLTV/l3nuI23dWzSE9niS9rD9xYrjXUBci78s18qKwMk1n/flOXySK7ctGmCn9fe+L7i/FLDoqAX3u6K8759yxeT2YSPplYRP+g6ivdDvKo9/JbCBS+t5SUsS12YrQZ82/Z9doW6Kg1pVGyw2xiWet+WvVBSbPZUoPNoZeIztagrGxcYglba3jsoaX2OtD1tpwzTAXqv7+q5QBy2GJH2KULf6FWPrbtfyGSpa024LvIaxgvwedv3i2X2Jotnq3Qq6jDNpcNHxSP29yvjN/dDihGLLf1w/cWyg8r4rtqaW9EJCQam3h1sV2MkVk7vLOm/3mn6CvvHvBXrJ26Zvr1rT791m/KYrpmt7qR57AKcXhzmUD2RlGydIenEHgZjdiUDMHcRFth7wvpoXV4fMtm1JryAUbg7TfPrOLyQrA81svP8Rn4GaXEJIbt1KBPseCNwg6Z9EVvuU5RA1gQINsXCoyQ6E3On7iWSYn9VOLigZkzcB3yGSrd7hkPGuiqIH4faUgIyK3HnlwOW7gLPL7yTgMcDbihP4iBoGNLg/5G3Albb/WcNG4RFE26TWg+NtYfteSZdLWrmN5KFiY45Cgab1pBvgHts3S5olaZbt08qGpCbVKpAn4Y5yT9kOeFZZxNWWJgT4j6SHUBZtkp7BWLuhWlwl6XXAIsX5sxtR4VWDVfsTbgBsXyRp1Uo2mtxt+3+9e2Nx1lRJ5FRR7QH6qymfTagqtMEsot/7okSLkzVcqTqmsDuwt6Jd1T20VOUDHExIUF9JRan2JsXxcwTRblXAoyW9ofLfq/f82oT4XJ1l+4c1xy82Hku8N8cCTwBeXzZVNZWC/gU8D/iyQvK+rTYtxwLrl+vnMMIp9B2glhLNPZK2IdZGvSS+Nu7F10vaCHBJ7tqNaNFQkx8TlfStXSduuQVfgz2BNdxiSzkASSsRbTI2Jq7JswmHSs0K9S7e+654XXE23kHIXT+F+vvuXrLjDZJeAvyNkHCuzd/Kv1m0JKlfEjg2K3ugWbbvkLQH8MWKZo4uCUQPLAG5N9FO+8rbbP+shXGb9FQ6mtXWJpLta/F54n3/DvGsfy1RsXotoezwnEp2eio3zdYTtX+X6yR9kLGWE9sRiV3VUDetESdiT+peK18mghcPLQleWxKKkNUoe+I7JS3vdluatPreN4P7RIuplYg2B9WC+12iKNb4APMqBlQJMJT3vauAX+uJg4pWNqsTAfHHEa0aDrD9lamO3eDrRMuvXhujV1KxVWWPLvyfiiLmdzBv0nttn+GulOKgMv5vFS3Xa3Ikkfj6Uhpqg5VtnK6xtuEmnsOTdTK4zxSf5EbEuv6JwNWEX+pd1PNPNflc4+vZhB9hq5oGNK/SIACVChF+LemPwIoa3865etFhoe19fc/X0rYKTRcthl5JqO9WVa3t4VBzPVvSRTUTICahF9tsquoYGKmCGtu1W3dPRKt/L9vj9r4l0fZpNcbu4xsU5f1y/BviGVPlM1fiwMsDjwXWLKerqz2Xdd7LiH1kG3T1uYJ24zedMG2VbsoHckvgR7TwgdS8rX9aDcT0KjpKZtuuwAeBw7vI0q2NpDMIafsdiGzsG4l2U1Wz/SV9gMhmPY54r14FHG374xVtHAQcZ/ukcvwC4EXA0URC0ZTlltWyAk1f1vpiRNDvHMrDoXKl2u5EEO7RwDXAGYQsbe3WKecC59MXkLFdJRmmYWcJ4v7Sa2/w38rj/4SQb+1tzp5D/F6PI3oRfmuCH11QO61VdEvau/+ak3SC7ZdOdewBtlpX1lAH1anFzi+IDcgngBWI7O8NXFFKvWHroYyv8KmWtCTp4URP7l/aPkuhCPUc29+sZaPYWY8IKK4NXAWsCGw5KJFlCjaWJhbRLyCu+ZOAj9S47iX9zvYaC/raFOx9mkgm2J5wnr0N+JXtD0z2c/dx7K5Ve3rVMVczdr+vVh3TJZLObeMa77NxMfA629eW48cBR7mirKukrwJrEE5GiPfn97Z3rWWj2LkG2NX2KQrv8p7Am1y3DV+zMuKNhDPzQbarBsfVshKNotpmF0IZ4qjiON/a9idrjN+wswLRxmgz4j55MpHcUVMlovUKFXVQZVvsHA+8tnKi2CA7Pyecvc3A5ba2n1/RRuvvfVd0se+W9FJCtvnRxPplOeDDtvurMEcSSX+2vXLlMZ9PYw1m++c1xy82Wldu6QINaPsk6Xzbz9CIKVBJehCRyN1rY3Emca3cWtHG0NrjSbre9qMrj7kmkTgi4JQ2gmaSjiZamvyc8XvimkH+Vt97daD82SWSriUCV/0+sJqqY58jgj7HMP59r91y4sNMnDj4VtvPqWDjfUR7TwO/J6rgv2B7x6mOXcafRVwj/6XRMsf2pTXG77PVuv9TocR82AAbtVUgx1WnK4qDLqm59ld3aoOvJhTeId774yb7/gUY9wdE8PAc4GK32EJ0AvuLEvvIIyuO2arSYPFLngTM4yOqeY8stlpXmFWLKjQaK/59Ni23GFK0qN3KFVpS3gdbawNrMd73XdUv3SYdx1aWJFq496uBVVW6GQa9/VClsRa1PVvdKO+faftZtcabxE4nMa+GvYfb/nsL4zbjNxD3/4/Wjtu2ybRNuoHuPpBd0FsMKvrqnW77uNoP7a7oKghbbK3H+EVu1Q1OyZZdf9C5WjfYEkg6ktjcVFeg0fje4v3YFSU2GzaXJZKu9gJWcn35y9ZkIzVYfWYulRegPyb6Sv+jHD8MOBB4M/F5ru4ILEGTm93izb2te1ebyUMNG4Oul2rXicZUQi4D7iIqk7clKj5+4grqWQ1bLyeqVh5JJPWsAvy6ZsC6YWs5xlesVJGL7LOxKPB4wqE1Ui1zJB1FtK/5Wt/5HYEX2N66sr1ZxCaqmUB0aI3rfrIgRRuO7OJgfrJbqo4pNgauJV1fHeZjRLu3H9OCvGqxMU/CQu0kBklXA2v3Pk/l83Zl7XuLpOXcJ58u6bG2f1vRxs62D24cP5VI9KktrXsBUen+AcKB9oeuAn6jRkm0O8Utqn12FYhTVD4/kUiubrOl3Dx7kpqOIIWK3RG221KC6pQZtu9uvYXCBHarJhKURMEbPNaiYyngYbb/WMtGGbfVdX6x0YUE+XmEMuf3y6ktgT1L0k3Na395YB+ikAqioGY/V1I/UXdtjIbWHq+lBLVFiP1kc+9VVQlWEyhV1wryd/HedxHcL3YeRyTD9Cs4VL0PSzrb9ibz/84p2eiq5URriYPlff44oZj2J8LfshKlSr2mD0HSebY3rDXeJHZab5sz6D1pyU5rxUENG73P0kmEOtjfgO/bXr2WjZlA8eHtCjyKKGj/RTneC7jc9isq2urq87UUsLJLAVJLNlrf10s6x/bGtcbrG3vQfb5H1fu9pGOBdYBTaHcvvA9RxLwW8FNC9f1s21tWtrM0UQi2su2dFIU7j7d9Qk07DXttxVaOIQrlX0coc25LxAp2rzT+c22fOlF8rVZcrW/8Xmu8Z9d6LjcS7E4HtgB+Xo6fQbTjrJbIqVB+vIt5k2Gqxla62Av32euk7d8oMt3bS/1c0l60+IFUSOBdZvs/krYj2j59sfamFrhY0slEC5v3S3oALUmqt40jg+3zjeM/A21lly4N3G77cEkrSnqM7ZpyxLdIei/w3XK8NXBrcRJM6f3ReAWaLzGmQHOGpPVcKcvQ9qY1xrkvKCpjNiGkm88DPkRUedbmW4oq5ROoH7jsqTQ8lJD0PIUIWm8KnE5URtZi1V7CTeGfwONs3yJpys6AshD4JHAL8BGiAnoFYJak7W2fOFUbE1C9ugfmtoN4OBEoM5HYVzVjtoPr5YuESkjvmXUvcIRCJWRfxj5/NfgIUX31i+Jo3BTYpuL4SNqZWKTfxZhEdFvymk9jTO54PUlVKxeKw3Qv5pVUrrH43AM4TtK2RHUPxIZgcUKlrTavIPpKt9GaYclJXluqBXvXESptrSXdMF7udEnis3YxddsnQGxqAd7fOFf7erlIIafeU7xofuZqcS3R4rNXNfZoondvFSS9x/anbd8uaSvbxzRe3gHYu5atXsKNxhTBbiTuxbXZgVCi+VhxzD0G+HatwYvD5xPMW91V9V4s6QhC3eRf5fhBwOcqB2POJ+6Xs2hPZbS1Fnx9/LD8a5ubyj61pz61DVBNgcYhRbyipMXdcbVtS7S+7+7oWoFuWigMovb1cgxjbZkgqqCPIRQuq9HRvvgbtChBXtiW8B98lXgvzge2K8Gmt1e083VCYfI15fj1xO82aZHKfcXdtTFqtT2eBrfKgXh+VV0bS3oHkQj1D+I6UbFdNZGkVnLNJON38d6fIWlvYCmFktbbiMT32hxDtK36Gg0FhxbYR9KhzBu8rOafcnctJ+6V9BrGJw7OncYUx/4M0W7xMbbvgLnJBZ8tr+0xxfGbnCxpC+AHdqsVy236P3t8qQSuT6ZdJbj3EkWGVwI7EwHyQyvb+GhJGn0XY2qD76wx8CT3ewAq71fa5lvArYTv/i1EEvfiwCttX1bDQCPucZqkz9Ci0qCibcpnid/hMZLWJRKFayskt7qvL1wk6Xu0oELTu89L2tj2Oc3XSgy0JseXf22zJZHcc6ntHUoCfO37CsQa+GLG9ix/IdYArSTd0FJshWh/vZWkV9g+QtJ3iELNWjwbOJXB8Q1TL67WHL/XGq9asiCxxoZItDoeWF3SORTl/Yp2IBKFIRIfe1SPrXQZIy5o/t+yEIOG0vNWfb6W79p+YRv22mC6K90MSq5wTQezoh/kOsQm9luEs+TVNbPZip1ZwLrAdbb/JekhwKNcsXVGV0ywCK3an7fY2YcIWj7e9uMkPRI4pmY2sEIVZB/G5ELPJiRwbyMyW383hbE7VaCR9HHg0303pHfZrtYDXNJWhELLP+b7zVOzsyvwMaJCYm6gv/K1fwLwFts3lONHAF+xXcXJWMb8KhG47AUUtyAWbe8GTpjqw1DSRURwcnngEGBz2+crJKmPaiNjuk0kvZlI5DqVuB6fTWyivl7RRqvVqZNVQKhylb3GVLkuB55i+15JF9qu1uNU0m+Jv89NtcacwM63iJ7slzHmzHTNConydzqIeSVva6oPbUq0yAK42vaptcbus3M4kTByJpE0epLt2ZXG7lq1p5PqmD6bjyael9WS1Mo6byvb36s15gR2liA2anNlzoGvuoJSkEKdzcQzpdfqz8DTgXNdqVq5WQ3RXxlRu1JCYz2Ne4pgKxNVPm0ozbVWeSfpbGK9+gXC+bADsY/bp7KdS/vXDoPOTdHGdUT7xSvbCmCogyrbLlGoih5AtCw1IUm/u+u2nDiYKD45nvHFLm31BG+NLvbdXVwrZczWWijML5HAdrUCLQ1Wa6qmRCJpO9vflrTnoNdrfo7VgQR5V0zwvtSWU++ijdFMao/3O+Dpbc+9i2Tett57SYvZvkeDlT9/4bpFenPvwzXHnMDOt4nW5/0td2uqEqxEJClsTNz/zyaulb/UslHsrEZck711y/lEUsRfgafaPnsKY/+WKGRz3/lFiJbxj13oic9r6w5gGcJ30Gtp4NqJFx35Pz9BJFb+nvGfr5pKcLOAK9rYZ3WNpP2AvxNxIhHJsA+w/emhTmwBaPofy/VxE7FXvaOijc7iHoo2288lVCx766/qbYslPRc43y22D1YHqmOD/Cq1fS1lzMWBx5XDVhTLe37u8hnYFLgDuMr1lZh7PvbmGn+k2rrCuL/XmYQf5O/AhTWfKTMBSX9hTFRiFrAEcb+/G5gzin4QAEkvYV6V3P0qjb0I8Enb7y7Hb7P91Rpj99npxNfSJtNa6cb2YzowM9u2Jb0C+JLtwzSB1OoUMbGhfSmhGrAMk1eTT2c+z8T9eb9OSL7V4FXAU4BLAGz/TVGpWI0SSH7HBC8vdMJNGbvr7MLNbc+tDrd9q6QXA9WSboAnuVGRXm6237S9bUUbEFmma7Qc6F+1l3BT+AdjC8Va7Eok2mxMXCvfBI4tDoIan49FXdozSNrP9vkAtq+R6iabloz4fRmTVe5VptdctL2bSB65udh8CBFYqpZ0Q/vVqV2qhPxL0ertTOBISf8ksr9r8nugtc1mg/WBtdoKwBZm2z6wxfGxfRrRZqRVHNUdixGyqq8Dvirp57bfXGH4PehWtaer6pgmf2EsOaoKjqS3XYn7SWvYvlvSAUSS0r2EY6OWMsVnK40zPzTB14OOp8pHaVkRDDqpvFvK9imSVBIt9pV0FpGIU5NZkh5k+1YASQ+m/n7xt4STrM37/fuIQFwrVbaSjrb9GklXMiBpoabzt6y1P17xszQRfyv/ZhEV5CNLuR+vSiiDmJAfP66ymS6uFQg1KIAbigPtb0QbjSlju8v3+UZJL7d9PEDxvdTc5y1T/h/0O9W+1/yn7FF6LRifQRTsVEPRVuwtzKvOWFtJ6S5Jm/QC4GW/d1dlGz8p/9rk3y34I4bF9VT+PE3A4Ywl825KSeatbKOt9/54RfX2/wj1ma8BSFqH2IetWtnejyW9DTiO9lRIANZx5TaYAzic8ONuVY63K+eeX9OIoxBzIoXfhU64GRt+3jWkQ12p6v2+w+dkF/7PVwGrVdw3zkNZf10uaWXX7x4wF4WC8YFEm8q1JT0ZeLntj1Y080KPb5d0oKLtUNWkmzaLNhhbQ/aujz/UTLgp424KkWjnvgLsknxXk9m2b6vt6x7AG4GDJN1MKPufRewlbq1lwC2qjknakFBqWbEvGX05YJHKtp4DHEEokAh4tKQ3uHIbd0IZ6IHE8/5i4N9EgVht/leuyd4af3UqK3J3FFs5RFGI/0HC17ps+boqkn5PJNWeRRTo/6ry+EsSPp3+BJJa+6FFiL9N/01l6Urjz6X479/KWEvf04GDayepSTqImP+mhP9rSypeK+VZ8tTil3QbCTeFe5trCUmr0I5ydWtM66QbddNL7w5J7ycyvp9ZHJtt/F2+SgRHnksk3dwBHEtlSeWOeFHf4vMQRU/V/RTyrrX4X0mI6j3slpnfDywoarfdSM9G6wo0hUUkLeFS7V4WCktUtrGypPfb/oSi2v4YSlJUZa6m/UD/6YoewEcRN+7XUjlYXpwB32dMVrc2Tan8fgdp7YfRYUR10jiVkMr8hbg39riDcDzWZAXbR5f7PrZnS6r5+/xS0ls8WCWkiqKKpDWAhxGyincR78u2xKJ9oiTCheX9wLnFwdCmCslVRPLmDfP7xgWlBMKgO4dpJzgqPH9GXOtLEZ+HKSfdOJTMNtJ41Z6fuCXVHrcsbw8gaX/G7ok9BYTLWzDVRVvUlxCKTb8nNoePkbSz7Z9NdWzbZ0x1jPtqaoKvBx1PlXts3yxplqRZtk+T9KnKNiAcJ08jNs/YvkwhRV2L/yqqR38r6e1EpfBDK47f43PEPb+3btmKqLytyQ3EGuxnjL8XV6skKk7/bxPOnzac2L1+6C9tYexxuKPWT7Y/DLHf8liLzJFEoTS5BmPtuHaWtJntXSf5sQWli2sFBrdQ2KMFO22zC5EgfgDx7LqeUKKqgksrwd7nuImkPWrZKbyL9iXIf0Q4sH9Bu+1sdgG+WT5jEG0oqhagOWTt266CvkrSPyhOf+Act9vOqjqNwNh1xDPyJ7T0jCy0nszbeO/XJNZ3tRLFLwZ+JullLkoEkp5NtP+onZgGY9dEs11tG+2Wz5e0Vu2gVR8r2m4qLHyjhXtk24mDv1K0Uh/XhlrRhvOaCuOPQ9LLaQTJKscjenTh/7wceCCh/NkmjwCulnQh4/fDNZPHv0Zcj71n/xWK9ik1k27mKIqQvktc79tQ+Xms9os21pF0e88c0Yrvdmilte/3CcXMJscANVXCrpL0OiL28ViileS5FccHwPb2AIpuC1sCXyFUc2sqQLapOrY4kUiwKOOT0W+n/nr1c4Qa9rUwN8Z2FHXfd2y/rXx5kKQTgeXcTueQfYETieShI4n3542VbbQeW7HdKzY6g/prlSZrEarYzwQ+q+i6cLntWsWa3yKe6y8kYunbUrF9LHCDKynA3AcOBBYj8gMg8hAOpIIPv4+NbD9ZoQL2YUmfo167rx6XAj+SdAzjn/M17ewNnC2p56N+FrBTxfFbZ1on3dBNL72tiSrxHWz/XdKzGKuUqsnTba8n6VKYq0KyeAt2uqDN/rxNjlZInT9Q0d/2TZQqlor0+jMfSnsOrS4UaCCcDKcoZApN/L1qBzN3IBym7yeyJn9m+wuVbUC8F5cppCpbCfTbfrukVxOLA4BDalXBSjrb9iaaV7a99uZmncamaam+DVVtJa3bagR1B9FwMv4VuEDSj4i/2yuon73ednXqHrSvEvJFYO9GUOxe4AhJ6xObhImqyhaGg4l2X1cyPsmrChprZ/MAwoF2IeOv+RoOh4uLjV72etsO09aR9CIiUXBTIsh/KPCamjbcsmqPOlSKINpf9phNtN87Z6JvngJd9On9HLCpS/tLRfXNT4Bq9+fybPwUkdQhRvvZ1YUiGAyuvKu5Jt6DqFjZDfgIkcRfXZnT9jcVrSufS7wfr24h+POH8m/x8q86JUDyGVpyYtu+oRRqHOZKbdfmwx+BcyS11vpJURV5GOGkXVmhGLBzw8k5SjwbWLskvyPpCGIdU41yrfQkztu6VmgE924rttpIImkd278HnlHux6pdaT0f9iTWzlWwfXEJ8D+eeO/bSCJZ2vZ7K485D7YvJ57Jy5Xj28vnq2YrtufQchW07TUUbfieSSRDflXSvzxaLb96gbE/l3+tPSMLrSfzFp/XwVROFLf9f5I+AJwkaXMiGPMF4FW2L5r8pxfKXhcK7BCtY98g6Q/Efri3/q65J7qpJKf0klK3AdpoZdZm4uCuwA8kvYmxff4GRBFKVVVWSZ8sYx9ZTu2uUAd7X007dOD/JIq2rpH0S+r7W5rMk/zaAkvbvrBv31V7f/c6okXal4jP2DnlXE32Zd6ijVVrDW67qqrJIEqQ/YnA8sWH0GM56u/r30Eolt9N3MNOIvbFVSn3yGcCTyJUGQ8g7mc1aU11rBRSnSHpG67YingCFmsWuNj+jULRoyqSTrH9vGLjj/3namH75LK/ewbxDN7d9RXIWout9FDLCjQN5hCKWnOIeME/qJDYKWlR27MJBbitFOqGR5TkypOmOn7TVMWxBhsY+1028Pg2ZadKaqMQtNcK886SOHgzUHsd++AyblOwwlRK7in7k+WJRM7etfjOFq7FVpnuSTer295a0jYAtu+S6urIlUSbU4HXKSoi/0BFp0yDe4pztuf8W5EWApgdsS2x8PwqY/15t1Moq7y9lhHbn5X0fCIb9/HAh2z/vNb4hdbbjdCNAg22P12Cl88jbkgfsV3lYSSpmbH+JcJ5cg6xkFvPdm21mx+Wf61SsjBrZ3xie5Pyf6tytF1sohqcJukzxN+ruUmv8d73/k6/L/96/KjC2P3sybzVqVtN/iP3HXejErLqoKx+2xfV3KQXZtvec/7fttAcTziA+jexzyacv1OmQ0dpl7yRqLraufdsGUG6VIo4oqy7sH1ji3a6+Kz9s5dwU7iO+hWLnwZeZrtmFclcOnIA9qRI+xXBlieqZGrTauWd7V+WL/9NJEC3Qgla/ptGyzdVlIgve6HH2t6uxniTsA8tOrHLmHMk3SlpebevqNBF66cvEoHL4yGC8aUYZRS5FlgZ6DmaH03FJIIG1xDKIItC3WtlPlRNImkTSdvZ/rbGy9vTc+nUTBybbBpVBwsH6feA75VkojY4QdKLbf+0pfHHYfv2xmHtz1frVdCKivGNiSDZOoRqxFRb2HSKB6g0tcwetJ/M+3laShS3/TFJdxFJFwKe27c+roY6agkAvKjyeIN4ExFA/gLhyz2XdtSBWksctP1X4OmSnksE+0UUA57SgrkXA+vavhfmJvFeSrQxrckPad//Wbsl7TgUbUB2IZQGryQS09sodIBIHludsfjKllRWTC6B/VfUHHMAXbVLapPHE/6cBzK++O8OQu2qGg5lsw+Uf23yRcIvfRBwWi/JozJdqI59QwNa7rliZwei7dNhhCIJhL+lisI7zL2vLA2soOga0btYliPUh6pSClyOAo53e8qvbcZWerStQNPjduJ+/3nga7ZrJfFeSCRc9NZZ/5K0NvB36rYQrZq0NQG932WOpNV7e0dF+71qScnl/nEO0YL1gYRP9xLiOVmtzTq02x6vjH+vpLfbPpq6wiudMt2TblrrpVc2+69lLLP/e0TV1aY1xh/Al4mWFg+V9DFCHaa20kknuN3+vP22fk60a1iBdiowumg30oUCDQAlW7aNjNnP9R3fSjzEP0f8TjUXbb0AaSu9bdWRCk3JzLzC9trz/ebRoNdSbv3GuSrvfcdOxquJhI651alEEKsqblclZLKKkaUq2zpN0k7Aj2nnHvkKQrVnXDBM0n8Ix9BhlewgaVfgSI9v9beN2+tB2hq2XyvpYcDzi5PmQtttS0VXxfYN5f/Wqm9KovY+REKwgFmSZgP7uwUZUbXYFrVROXa1pJ8CRxP34K2AX074gwvHP9pKuOmQHwLr2f6PpGNtb0FLa69Cs/LuO8DJVEju0Zga2EBaqE79ScPeUkRVzLVEUGPKuKNWSXTnxP4vcKWknzNegaZaZXKHiUrYvr7vb9ZmW5s2eQjwa4V6HkSV+nnFkVrlupH0DuL58g/i7yTi2qmpSDCh+Q5s1KKnINxqIcJ8qN228OWEWvLRku4l/EhHV0642h3YW9LdhMO5jVYQE1H789VFFfSfibXQx23vUnnsTinPk6369ivftf3CmnY6SuZtJVG8sTYSUUDzO+DzjWS+2mujTloC9PZEkh5KfYWIno0/E/ewtmk9cbAUNbXS/riPBwI938fyk3zfVLgZ+GkvuaclLgLuKsGsxxFt32r6jo8gnldnAZsT/uLdJ/2JhWdX4BBgTUl/JYqnt61poPyNDgQeZnttSU8GXm67ZgurTtoltYntHxFtRja0fV6btsp7shfztq2rHY9YQdITiUTLj5X35lrbr69opgvVsb0aXy8JbEF9Rai3EtfjbsQz+UzGnpU12JlIEn4k45N57iDaftXmc8Qa/5NlH/k94ATb/538xxaI1mIrDVpRoBnANoRK39uAN0s6l1DWqZUEe0hZB/8fURi0LPDBSmPXjv1ORG9ftRcRX7muHK9K3fX3SoRIwhOAzYhnyZuB8yomQwGdPR9/Lmkv4hps+tm6eM+qILu2D6IeReXk/4jF2smUXnq2T68w9r3EYnDHRuXFdbZbazNRMgt7KiSnjGpAQ+325+21e/kksbH5CJExuwIRGN/e9ok17BRbfxhw2rU/BwrZ2957f7IrKdD02XgG0RP0CYQU8SLAfzpyzlVFjd62th+j+r1tO0HRA/T9HVW9jjyK9kgfAFZh/L2lWgBD0iW215vfuemMpKOAU21/re/8jkQl6dYVbbV6j5R01USJaZKutP2kGnbKeJe5T2Ze0qW2n1LLRldI2oq4R55OPFeeCbzb9vcn+7npRCPxsReonPsSlQJLkt5JVCjuZPsP5dxqxAbhRFdujyjpe4QzYPuy+ViK2OSsW2Hswyd52bXWYMXWl4CHE4krzWS76spwbdG8tru4ziXtaPuwvnOf9BTl5xUtTPrpXS9yyEe3hkLpcGfbO1cc82Ci2qfNVkmHAacQlchbEI7AxWoHYyU1VQGa70vVBC9JJxHqU60lKkn6PlGldgAh47sbsL7t17Zlsy0muG7mUuO6kfQ7on10G0Uh87P9Z9srd213OjOgmGLuS8BStlspNiuBmA8C27pbBdLWqP35kvR14r1pVkEvWrNKUtEObxMiQLYy8FvgjP7n8ijQ9n6ll3w4EZWSEnuJ4s8n9vXNRPFrbb9riuO3fo/vs3e5x7cEGHiugp2XEwG/RxLBsVWAX9uecuKzpA9N8rJtV23RUu7JyxD7iK4TB6uhUN3/JFFMJeIe837b361s59vAhsCxwOFtxAoULVOeCTyIUKu/CLjTdpVklabvRtKiRFFQqz42ScsQcYK7gK1tHzmfH1mQsc8g2pIf3NhTTui7WkgbSxP+zxcQn6+TCMX6mgH+Tmg7TlRsXE6oz1xMozDAdjVllWJnOSL++GzimlkBON92NTU4hbrsAcR131Md290tt4OSdIbtSZ+hCzFmKwXTZewNgL8AW9rev+y9tyBalu7bVgC+FL08l/hMv2gEn113MqZA84u296sl3r05kSD1UNtTKgaW9Bdi7uNOl/9d02/UNn2/y1KUWC2RCHdX7d9F0uJEQtdGxP1lQ+BftteqaKOL52Mn8fo2mdZKN7Z/LukS2umltwWhdHOapBOJNg3Vq8YkPbhx+E/GsliR9OBRytBq0GZ/XoiFx95EFcGpwOa2zy838aOAakk37qjtiNtToGlyAPGZPoa4wW5PSHtWQ9LHgU97fOXVu2zXVm3al3nbAlR7r9SdCs0jCFWCCxkfWBqp5CEAScsTFb09WeUziESomi0VjiQe3FdSuf2epIcDjwKWkvQUGCdLuXRNWx2wB3CcpKZ05/pEsl1VucgO7pFdqvbMkiSXbOOykVq8so2u+D+iJ+w/Ya6T4xfAyCTduOX2e4Xtgec31462rytVRScT0uo1aa0tai84JWlj2+c0X5O0cQ0bDZYD7iQcgHOnQAvtGFvEE3zdFltK+m/P2SvpK9SpUn4gsJLtr5RxLySqug20ItvfxPYlxdlVky5aJfUrD50EVKu8kfQKun1f/gicU4KlrSQqES0BvkSslf5C3CN3rTh+Z7SdjFa4Hmitrdj8kkjastsWbVfEdbSmmIuiXd1riGrYOcB7Ko27pu1rNL6181xcSXq+489X21XQvXZ4vTbFzwS2I/asI5d0Q8jPz21VJ2kV6q5jNiTuX0cBF9CCD5Txqtj/IAKXADcSAf8p0dE9vkmrLQEafITwff/C9lMU7aq3qTT2oDYZywA7EupwVZNuur4nt4XtoySdTijmAbzX9t9bsLNdCfRvAxyuaAlzOHCU7TsqmZHtO0uh1v62Py3pskpjw1gbEGzPrrQFHkf5G+1KrFV/RPg/diUUBC4n/Im1WNr2hX2/R1WVEHfXLqkL2o4TQSiZHtjS2E3Obvw7wPZfahtwB6pjffHIWURbz4dXtvFy4DOEX/Uxql8wfTCwWUm4eRbwCWKfvy6hdrVlJTtzKUlELyPW+OtRWS25o9hK2wo0AEg6lngvfkdc/68n2ilNlUUIVZtBD5Lpqx4ymEG/y7Ll/zbWSksR/tzly7+/ETG2mnTxfOwkXt8m0zrppvBs4kZhQtLzuBqD2j6OCFouA7wSeCfwMEkHAsfZPrmGHSIg2qvkhkYVZPl6ZDK0GrTWn7ewaO/vL2k/2+cDFAdUFQOSnmv71EYVzjhcsZpbHSrQ2P6dpEVszyE2a7WlKTe3vXfD3q2SXkz9VmmD2gJUe7A6JFUvbzq0WqLr3uxt8nXgKsLBDLGYOhwYeA0tJDfanrT6bgq8EHgjIbnXDFLdQST5jQy2/wFsVBxxvcSxnzgklqsw0b2xMYda98hfSnqLB6v2VK1YIYKuR0s6iLif7ELFJM6OmeXx7aRupoU2aW3TQQLkYoOStW3fqPqtDaDFtqgN9ic2//M7t9C45R69HbGOpNspAcTyNbRXaftqon/yvUSVzy22ayQsvIdIqO7Rq1xZhngGH1PBxlwk7dk4nEV8rm6sacMtt5QsCZXH296M9pzYg96XpxIOlOrvCx0kKpV7ZVVp/q6ZTyJB7ev+OuB0ST9hvCJYlUSomRKwbPA1SkUcgO0rJH2HislwXSHpAsIvdQzRBui6+fzIgrAnsBPztnaGitLzXX6+bN8t6QBCfexeQumkqmqXpIuAJYhK8bOBZ7VdLd4iHwDOLlWkEEGZnSqO/3BCgWYb4HVEW8mjbF9dy8AMWUc2eTdjLQFEKNC08TveY/tmSbMkzbJ9mqRP1RjY9tx7iqQHEG1/diCKTwfdbxaKrhIHO2ZDxmISi1ApJtGP7dtLAHMposjqVcC7JX3Z9v4VTEjShsRab8dyrqZC2zp9+62lGnuxWmuwbwG3AucRChTvIdbgr7R9WYXxm9xU9vK9ff2WwA01DWhwG+HbCBWigz1aijetxYkaySM/lvQ24hpsrr2rFrO7KK1LWsb2oITFqkg6wfZLWxi6GY+cTbRh23HSn1hw9mHegulVK46/SOP93Ro4xPaxwLGVkwYBesrVTyf8xF8BTnf9tn+tx1Y81vatqUDzHiol1peirOsJJbhLiGT3LYCHEr/bVO9dN9iecqv2aUInv4ukQ4iW8HcQSfXnAp+3fWsL5rp4Pi5GFG70ktNOJ56L90z4Q9OMaZ10I+mrhFJHTx1mZ0mbVXJiA1AeoEcCR5YH+VaEFHmVpJuZkJk1gLb78zYfaHf1vVYr8eLZhIrOywa8Vruau3UFmsKdChmxyyR9mrjhLVPZxiKSlrB9N8zNAF6isg3oprdt6yo0zSosSSsAN/dUNkaQ1W1v0Tj+cAuL3H0kHUo4Zau2NHG0ejhC0hZlkT7y2D6NkDpug0H3xrmmqXeP3IOOVHsI9YGdiYWbiOf8oZVtdMWJinYjvfXR1kBbz+TW6CABcrKgThttWvYhNuiPVrQX3JhI9psyxUm6EbBiX2LEclRymEp6T6l63J8B6y3bu9Ww0wXuqM1HXwXZm4mWXOcA+6mOouXitq9vHJ/tkAe+uRQO1KYZiJ1NBOOqPjMVylzvIZwCc9WAbNcKJs+RdKek5StXjDUZ9L7cAtzSxvvSZqLSRNd7w/YoXfddJqr8ufxbnNFVzeuS1iviOuQNtq9pY2DbO5X/N21j/GEg6SVEO4jfE+vvx0ja2aEEXIvNbVdNEB0Wtk8sCQs9te93Dkogn8L4c4i16omSliCSb04vxW41AvtzKT6pjxI+vROBdYA9bH+7pp22sX1K8Uk9nnhPrun5wyrzL0nLEmpQR0r6JxXvk2XNuieRdHEEsF4LwZhOEge7oouYRLHzMuBNwOpEYsnTbP9T0X7o10SBxVTZHXg/UWR8tUKxqZovqaO912oea2F1KHAT0damlhpQk10JJY01Jf2VSFionZx+HaGU2fTp/AN4HJGs/PrK9tqkzThRfzH7Xn2vVy1mL36Xw4hiipUVLSx3tv22mnYaPKqNQTuKRw4qmK7JIpIWtT0beB7jk5DbiGkfDryurJXaovXYitpToOnRUyD6pdpRIGrtAzUEuvpdVibis78F/kooF/+rJVtdPB8PJIpceuqory/n3lzZTmtoOsd/JV0NrN0LUpeK6Ctdoadt10j6PpHNeGILWZKdopb780qaQyRB9OSN7+y9BCxpu43q9NaQdJHt9SVd0ciYPtf2RpXtrEK0MFuMUG5aHviq7d9VtPEeQgLxcGLR+yaimvjTtWwUO633ttUEvcBdQa5YoW70SeAWQqr3W0Qf2FnA9rZHTl1D0nnAu22fXY43Bj5re8OKNr4NrAlczVjynV23D/ASRAb2qozvNTxTsqhHEo1X7bnaFVV7ZhKS1iBaM5yjUCPahLhH3goc6SJ7PkpIOpWQ7K6eANlYT8zzEhXXEyotn8r9ZVnGAiXn1wqUlGfWcwiFpoMaL90B/Nj2byvYeJntHyt6Zc9DSV5MGih6DfecgE1nIFToOSzpd7YHJmpL+r3t1acy/iR2H0DM/98tjH0y8D3CYboL8AZC6a5adaSko4nr8OeMv69USSDp+n1pM1Gp73r/MJE8OJe87pMaSPoZ8HbgGNvrlYq4HW1vPuSp3WckbWf7232Jr3NxxXZvki4nFCiOHsW1XRNJ1wAv7fkkSmXkT2yvWdFGF1L9nSHpUYSaSnOvembF8ZcAXkIk3KwKHA983fZfa9kodi6zva6kVzGmLn6a7XVq2mkbSUsSLRp6aidnAQfV9E0VO8sQ1eEighfLE/u7myuM/Rmiiv4Q4CttrO/67C3Z//cZdG6601VMQtI3gUMHXeeSnucKLUEkbWX7mPmdm85IusT2ehMdt2RzGcKPexewtUsr4Upjn2n7WYPOSbp6lGJfbcaJJD0NuN72DeX4DYRP94/AvhWKXPrtXUAkDRxv+ynl3FVuSZ1Z0tdr+rwb47auFCHpMKJo9n3Ee7IboTa9S6XxPwC8mJJgRySLuvhFj7Bdtc16iUXtSSTz7dRLuLV9QkUbrcVWNKZA82jGK9D8kYrXiqTLe2s5RVv1G23vW44vs73uFMevUbw2Lejyd1Fkvz2RKNbciIix3AKcZ3ufyX52Ie0tQ6jwV098bX7GJjs3nZnuSTc/ICo7/lSOVwE+abtWX9vOkLQZId/5DELx5BtuqUIque9IeiChPLMq450a1ao6JZ0JbEYoKvydUKB54yjdKJpI2pzIMBZwsu2ThjylKaPKKjQKieu9CUfJIUT13fkKab+jegv3UaJk93+T+J1EPLjfYPuKijau7FWutIWkEwnJ1otp9Bp2Q3I5GUPSw4CPA4+0vbmktYANbR825KndZyRdyeRV/E/ucDpTQtIJwN79152k9YF9bE+mUDQtaTMBsiskXWz7qR05/lZprItnAcvavn0+P5aMKArFpNM9bwu+nYHn1N4TSVqbSBTuKfjcRDzrr6poo3e9NJPRz7A98F6wkDaaiSRzW/vWSiAZwvvSeqJSsXPpKK5Rh0GbiVAzEUVF/SGEA/BWSkWcR6gFkEKd5WBJg5yWrpnAX/xeW5d/9xLX/9Futy1yK/QHFYtD+Iz+QOMUbRxLyNn37vGvB9axXbMNcico2gltzbxFKFXUeCUdQTjhfwZ8t+bzfYCtq20/UdLXgGMdKj7VHOaSHke0fupPUKp6Hy6JvHcAPYWebYAH2d6qpp02UbQ/vZtQzmnui1tpuzpoT9TFPqk2MywmMfLvSV9BTbNIt2aCx3JEFf+jgB8BvyjHewGX237FVG00bP0aeGHv2S5pZaJQe61ck48h6RJCVeMWharGdxlT1XiC7amqavTbu8D205vvwagFewEUalCLMX5tNMd2NaUIjS+YhrGC6WpqcIqi5kcQ8af/lHOPI/xgVVsWKtpLXUwUS6+t6O5w3lSTSPpstBZb6epakXQVsK7t2SW5fqde0mibCWrJfUPSSoTq+kbAS4GH2H5gxfEfQhQ79JLRzyaKHaacJN6wcQnRxvn35Xg14PsjtWaZjkk3GutruTxj1c+Ur8+zvdmw5jZVFFU42xAPpesJycBv18w0bQvNwP68ks4FzgeupNHWqpZTvthoVYFmJgWUe5QF1F7MmwxVo6K3dRWaZmavpF/bfkLjtZHePJVNKG0EeYtD7gu2f1V77IaNXAAuAIrK5MOBD9heR9KiwKVtJ0fVpNyDJ2TEAj4Tfn67SFpLBiPpfEL6+8VEYGwclRN5v0ME3ecQDoHliV69n6kw9qC+8nOpFfCZSSgUpybEU2yPKOmhRMuqu4lqJYCnEtKxr7T9j6mMP8DeucT9/rRy/Bzg466ozijpfNvPULTI+zLwN2IDPWV1GEmvAFay/ZVyfCEh227gva5UzTuE96X1RKUy5kgFX4ZJV4lQM41mRZykPWx/cdhzqkGbv4uiyvaDRJJSJ60Ta9B4Pj6fSIo4mrgXbwVca/tdFW3NU1U76NwoIOla4Mk1A1Z949/LWNC61eQLSZ8kFG7uAp4GPBA4wfbTK41/OaH+2F9Mc/GEP7SQdvqDrW0EYMs18yngocT70UpCTJtIejiRrPBt4HUwVwFyOUIdqJrCVZtMEJMw8HTg3FoxCYU6yKC9V80kks2JPeprGL9PXQ5Yy/bTpmpjJiHpR0Ry8HlEsemDiDaiu9u+rLKtF9PXfpFQ1TodeMsorZFKgH8eXEGlTS2ragyw933g88ABROH8bsD6tl9bYezO4jddPbsG2P2e7a3btNEWGutU0XrCVRuxla6uFXWsQJTMH0m7EUk2GxNqY+cQz7FzCIW+al13JP2caIXaS0bflig8m/LaSNIexJwfRORM/KG8tCrwJo9QV4Q2+t/V4LMDzonIoBq5jPIeJRPs9YS816XAkcTv9AaiZcB0Z0b15y0saXugRHQtGgHduwjZ9tq8tIUxB1ISVvYHnkBsPBYB/tOCI+AYYvNxKA0HSiUOYEyF5lT6VGiIfuNTpfkwu6vvtemX6bgA2L5d0iGM76Vai02ANyjaddzNmLOhZuLYuZKeZPvKimPOZFawfbSk9wOUTPY2+9tWp5lUo1Du2aAcXmj7n8OZ1UKz5CSvLdXZLCrS4XOlTV5KKNo9l3D8t8la5T68LfBT4L3F5pSTbhhbf78aeDjjK3r/WGH8mchk6lIGppR0U+5RG0l6LqGoAdGWo63N5jK9hJti//QSJJ8ykr4KvB/4aClCeBdx7S9HJKXX4D1A0yG6OJEMsyyRQFol6WYI70uvOOMGSS8hEpVWaslWct94iO3DJO3uUGY7Q9LIKLQNi16FamFP4ItDmkptqv8uklYlgqRbE/vh99QcvwOaz8d/AL0kwRsJR2pN7pK0icdL9ffvwUeF64hirVaSbmzPamPcCWy9T6Hcc7vtOZLuBKqpRACzbR9YcbyJuFTSM2yfDyDp6URAoDafBl5m+9ctjN0VLwTeSKxRPsdY0s3thA9uVBgUk6iO7Qd0YOZvwEXAyxm/T72DeuvvmcRqvUKmohRyE9Fqpnr7DNs/LYm1axLXyjUea8H2xdr2Wubdja+XJBItL6ZOnGgRSYvank0kQjV90W3ENXcBvkQkEP4FOJlQO6pBL37TG+9b5f9tCdWmmsyRtHqfUkQXvtwpt0kaIv8r6ja9loKr0956rI3YSifXiu2PSTqFMQWiXpxrFqGsk3TPqsD3CXW+G1q29WDbH2kcf1TSKyuNvRJx/30C8BtCMOFi4HDbf6tkoxOmZdKNGy0FJK1LZMi/hshuOmhI05oSClnKNYkH6suA1YFtbO+qaEUz7bG9U/l/02HPpSLfkvQW4AQaD1JX6LfXVQbzIJUGVW6X1OAAIphxDLA+0Zprjco2oF0HyqK2TwaQtF/PeeJQcaplYx1Jt1MkT8vXlOPJguajwvotjfuilsZtsgnwxpYTe2YS/ykJo71NxzOI9lwjh6TXEIkJpxPv+/6S3m37+0Od2ILxS0lv8bwtTXak/WSPthj0XHnsUGe0gNi+CfhuUTa7vGVziyn6c78SOMD2PZKqPOt7629JH/H4tg8/VrTKTPqwvUNHdk4lEoXb5jpJH2TMAbgdY9UlU+WPhNN/X9u3Ec+S2nuKxW1f3zg+u6zpb6mVPNSkw/eltUSlvirrpfvWrCNVYd8xmQg1daptvKYBVX8XSRcQiRfHENLa19Ucvwu6ej4WdgG+We6TECoFb5jk+6czdwKXlWBG0z9VTTWxKxRtJ3YlqqB3Ah4JPJ7wvdXgx5LeBhxHZV9eH08HtpfUa++2MvDrnr+voh/hHyOecNNTDD9C0ntsf7r5mqTHDGlaC4ztMyQtApxUS9VmEJKWJO5fawBXAF8vwdJq2L5c0QrkBa6o6D6DmduFoCQL/qF2wo0mVkpdTdKUlVKHgfvanEt6NJFIWIOjiOT2m4iE2rOKjTWo7Jss1/0XbW9bc9weHmtVt3GfGsj7JJ0DVGtVSiRCnSapt4ZcFehybTaK7EsUYj9a0U56Y9r9m9WOrXR2rfRiaX3nflPTRnLfaVtQoo/TJL2WUDEF2BL4SY2Bbe8FIGlx4vrYiEjk21XSv2yvVcNOF0zLpBtFa5nXEpW1NxMSiBrxZI8DgH8Rv9d5hAP7WADbbQWwW0HSVkSf0Tsk/R+wHtGz8dIhT21h+B8RhP0AYw5nA6tVGLsTBRpN0i5JUpV2SU1s/07SIrbnAIcrWhHUpk0HSusqNB4h6e+FpBV1kMYG5KG0l5y0eUvjzlT2BI4HVi+bwBWJBdUo8gFgg566jaQViR7do5R0swdwXFE56SXZrE+oObxqWJOaKh09V7rgb5L2Zt7WiG+qaONgInnhcuBMRfu02u3+VpS0Wi/IV5zkK1a2MaMogb59gF6y0hlEX+NRS1J8E6HK+AMiiHwmlRxNtj9dnFefl/Qm4EDGt3at4WAep55g++2Nw5H9DNvuBSirJyp1VGU9ExmUCLXHUGc0eoy0+mcftX+XN9i+pvKYQ6Gst99Ci2ujkvC8jhpS/UWe/IpaNjrk+PJvJnA4sV/ptaj8C5FIVivpppdY1VRYqOXLa9JqYVAjAH+RpO8x1r4SqLY+6prXMm/A/fuE+uBI0FNnkrR8i+v5I4gkj7OIVh1PBHavbaT8Lg+RtLjt/9Uef4bRK6CE8UWUNZPRewkqDyXuj6eU8TclCsRG8Zrv5y/AwLboC0qXqhrlWlmxg2tlmT6Fvo2AWuqyGwDX2z6lKCntTKgyn0z4kGrYmKgdsYik8ZHE9smSLibaioloK3dTiyarxlZSgSbpiJ2JWFFPGX0WUbC9J/Wek0sR/pXly7+/ASPVsUL1hTCmjqLP8FnAjrZ/V85dZ7v25ql1Jkgg2sv2KkOd2BSQdIXtJ0vaBPgEIb25tyv1Zu4SSb8Hnt7yQ7Rpr7oCTVFK6rVLOoS+dkkufSgr2TqTWKwdCvwduAF4o+v3sx5UVe0a9wBFa5z/UDZQjEk4img3NrILxFFH0ssJGeJHEovPVYBf237ipD+4cLbGJfbY/vMk336/RtKiRFWigGtt3zOfH5mWSLrSRSq4HM8CLm+eGxUkbcqYE+Nqj1Bf0366eq50QUkWOosIMMyV7rV9bMt2exKytcZ7EbGeaFZF7Wz7pFo2ZhqSjgWuIpznEO1k17E9USXj/RZJ2wMfIxRiekk3rhGALUk9pw9QA9uZ6DM9Um2KJe3P5KqZI6d8MJORtIftLw57HtOJPiWlcS8BS9melkVgg+jid5G0ne1vF6flPNj+/FRtdM0Q10Z/tr1ymzaSyZF0ke31JV3a80lJunzU1viSBn6OavkPJB0+yctV1kddUXyQTyQSbprJUMsB727Dr9Mmko4mgq8/J3yIQL31V9M/UXwuF9qeKJg9VVsHEwWzxzP+dxm558pMQdIJwFtcWoFIegTwlVHcP/btWWYB6wJ/tL3d0Ca1kHRxrUh6KvB1Io4DUaT/JtuXVBj7EmAz27dIehbwXSLhYl3gCbanXEQp6bTJXh9V0QRJp9h+3vzOVbK1jMe33U2S+z2KlmtPJFpgXgCcD5xv+9ahTmwhmK5Oji2IRJXTJJ1IPCBGVX74GsLJ8LJGAtGo903tOUteAhxo+0eS9h3ifKbC1dTvmwl0qkDTRbukHq8HFgHeTsjaP5q4XqtRAuHvs/29muP2uB+o0LRCSSB8N5EI06xSrNGjt8dHCKfGL2w/pSQWVA2QTZTYQzzUk8E8jbHq1PUUkrffHO6UFooTJZ1ESG4CbA38dIjzWWhsnwZMutEdIV5POGZae650yNK239u2EUUrkycyXhGsmhSx7RM11l8eor98K72sZxCr225+bj8s6bJhTWZBkfRjJk/ueHkFG08k1G3+BjzN7fSafifwQ0mvA3pOy6cCSxAt2UaNZgviDxNqSsn0ZU/gi8OexHRiJikpdfS79KqcB9maftVy941O1kYDGEn/YVl/fQJYi/EFIiNXgAj8T9JSjLUpXp2GgstUUbRbfStjKoOnAwe3UCDyE+J36LUKfwxwLZX8By6t2BTtRs5pviZp48E/NW15PKH4/UDG1DwggidvGcaEpshPqNQyYQKarYxmt+C/bfK38m8Wg58xSfes2rcf+gfwuGFNZoo09yyziQLgcyb65mlO69eK7YsZU+hTZTWtRTzWJWBr4JCS6HxsLf/EqCbVTISi1d/SwAqSHsTYGnI5InZQ09ZGRMHhssDKktYhCtzeVtNOkrRFSeabB9tnVhh+ZcJ391vgr4Rq2r8qjNs501LppoekZQgH6TbAc4nq0eN6CQajgKRXEQlEGxF9Ab8LHGp7ZPrZ9lOysf9KVKY/lWjRc+GoVawASDqO2CyfRuWe2V0p0Ei6pFcN0fx60PGoIOlM2wNv4slwkHQ5cBDzVilePOEPLbiNXjXc5cBTbN8r6ULbT6to43LieTIuscf2TrVszCQkfQtYHbiMsffdo1Rdr+hf+zDb5yjkuzchNlG3Akfa/v1QJ5j0Wg9g+8Zhz2UqSPoocK7t1pK5JB1EOAQ2JTbrWxJrsB0rjP0e258uX29l+5jGax+3vfdUbcxUJJ1HVPD2JKI3Bj5re8Phzuy+IenZA073NomyfUYFG78mJJpb38dJei5jwbCRVgPr0VQKSKYnkq63/ehhzyOZmYyqklIXa6MJ7I6k0o2ks4kEyy8QSQs7EM/hkUu6lPR84P+IBKKTgY0JNcvTK41/KNHGoqkyOMf2m2uMP4nd9YgA2c6Vx53HdzfC/rwNbZ837HnUoCSOrWz72hbG7qlww3gl7pqtjPptPqCM/e/aYycLhqQDgMcSRWEmYke/sz1ybWBK/O6/jnbhSFoEWMJ2K0XOo46kJYhCs1UZX9Q65UIqSVcB65ZEvmuAnXrBcElX2a7S9msmIWl3ok3wI4l4Z487gK/ZPqCirQsIH97xDRXAfF+SkaEU7PVYkijUvrhWUb4iA/mJRC7FRoTK/y3AeaO0H5rWSTdNJD0Y2ArYurKyQifMhASiHpKWJvoaX2n7t0UC8Ukj+ru8YdB520cMOr+AY19me93y9a9tP6HxWjXHuTpolyTpSiavgH7yVG302fsgkcz1PcbLOd4y4Q8lrSLpYtut9uCW9AviPvkJQhXqn8AGtjea7OcW0EbriT0ziRIkXcujslgYQEkU3dv2FX3n1wf2sf2ywT+ZtElZSO9DKNyIqCSaDexfw9kwDBStJ5YhknjvoQWHqcZafPb+Xxb4ge0XVBh7xiXxdkWpUPomYxLRtwJv6L/vTFckvQJYyfZXyvGFwIrE2u+9zQSsKdhYIhWTFp68Bqc/oxrkT0aDUft8aawdl2hpbaQZ1L6sR2/PrfFtZ86y/cxhz21hkPQQQslWhDx8tbbuGtCqatC5Nqj5TJa0IRFU2INItuqxHPCqES1uXAnYn0i0MnA2kXj9l6FObAGR9DLgs8Dith8jaV1gP1dQgOwaSWsT6usPLqduAra3ffXwZpWUorDe/f1M28cNcz4Li6TziZZG/y7HywIn1/TldoVC5X0v5k2IqRaLVHT1uI15i1o/V2HsDwAvJq7xlYH1bLsUIx5he9QU1FpH0gaEosaWtvcvscItgD8C+9aMRUm6wPbTNeKtN5Okh6RHA5925VbuZS25MbFGfinwENsPrGmjTUZmE1pucAeXfyOHo0/fkcCRjQSi9xEVHyNFyVT+gaSHaqy/8TXDnNPCUDKvX297s5ZM3Nv4+q6+16oFsN1Nu6SXdmCjSa9v9a6NcwZGUVZ5pvBjSW8DjmO8KtSUF589JRLgFcS18k5gW6L1U+0qj3+VDeCZxP34n0SgPxnMVcDDgTbagHTFqoMC37YvkrTqEOaTBHsQC+gNbP8BQNJqwIGS3mn7C5P98HTE3bSe6K0n7pT0SOBmQua+Bprg60HHCSBpZdt/tn05YxLR2L59yFNbUN5DVFf2WBxYnwiUHg5MOekmE26SmcD8gvwdTye5fzFSz+Eu1kQdrbu65r+Kdtu/lfR2ouL6oUOe0wJRlGCa9PaRK5d10yX9P7OQzJG0uotqadlHzJnPzywwkvZsHM4C1gNqqnMuTrSZWJTxrUxuJ6rhR5HDge8Qfm+A7cq55w9tRgvHvkQF9+kAti+TNKqq9YcAezraVCPpOcDXiGBWMiRs/wD4wbDnUYElm+pJtv9dCrZHkWMIlfdDaeGZUljJ9ovaGNj2xySdAjyCSHzq7VtmUd+/PlM4mEga21/ROucTxN9qXeLeWfNZfL2ixZQlLQ7sBvy64vhJ0jV/IdRopoyk3Yh1ycZEscY5wHnA14Era9joipFJuplJjHoCkaSXA58jZNf+SWTOXkOlnsZdYXuOpDslLe+6/TN7rCPpdooTtnxNOV5y4h+bftj+U/85SSsAN7ehgOERbr82g+mpQr27ca5WItQXCSWSnqrRvcARRYlkX8b3A18oOk7sGXmKXKAJx9+viupBM9lqlKq7JrvfZoBseGwPPL9Z8Wr7OknbEQnJI5d0o3Z72/Y4QdIDgc8AlxDX6aGVxvYEXw86ToIfEsEXJB1re4vhTmehWdz29Y3js23fDNxc1DqTIdCX4LF0316iqopWct+YoUH+ZDQYyefwgAQMiOruP9nOwod52YNoI7ob8BFCJXugOvM0ZrJKfRO/Uw3eDZwm6TriubgKY8VbNWne92cDPwGOrTW47TMUbcWeZPvDtcYdMg+1fXjj+BuS9hjWZKbAbNu3hUDrXEbyXgws00u4AbB9eq7xh4Oks21vMiCRe5TX9/+RtF4vqbL4cvuLj0eF2bYPbNnGuZKeZLuVILLt8wec+01tO5JOsf28+Z0bARZpFBRvDRxi+1jgWEmXVba1C/Al4FFEssLJwNsq20iS1pC0P2PPrllEctrllYZfFfg+8E7bo1z8nUk3yULxEUIi9he2nyJpU6Jt1ijyX+BKST9nfBuj3aY6cEcKNJ0g6RnAJ4keeh8hZElXAGZJ2t72iZXtbT/ovO1v1rST3HdaToTqQonki7Sc2DPDOJ5IUjqr7/yzGd/jdhT4paS32P5a86SkHQk512Q4LDZIYt72jZKm3BZxSDSTEuf2tqVecAHbHylfHltapy1ZMXF4xiQLd0jTCz/KanwPah7YfnvjcMWahiTtbvtL8zuXZIJHktzfmKFKSl8lklN7gaUnEY7Zh0jaxSPYorxNbP+yfPlvYIdhzmVhsb1pR6bOBh4LPJ64RlpR3+4iEaYUBD54/t85MtxYCimOKsfbEOqco8ZVkl4HLCLpsUQy3LlDntPCcp2kDxK+XAj1oT8McT73W2xvUv6fSev8PYBjJP2NWMc8kkheGBka9+DWVN4bbAK8UdIfio1ewtWTK9poDUlLEgnCK0h6EGM+keWI937UWETSoiUZ/HnATo3XasfON7C9bfOEpF0IdaUkGQUuanw9GzjK9jk1Bra95/y/azTIpJtkYbjH9s2SZkmaZfs0SZ8a9qQWkp+Uf8nkHADsDSwPnApsbvt8SWsSG+mqSTfABo2vlyQWPZcAmXQzJEoQ/K1AT8nhdOBg2/dUGL4LJZJsMbRgvIJIUhr3N5P0H2Af4LChzGrh2AM4TtK2jCXZrE9Ieb9qWJNK+N9CvjZtsT0uea/X27bG2JLeY/vT5eutbB9T2vXcLenjtveeqo2ZlCzcIZOpA40SF0yQnLgzcGFlW28gqruavHHAuSRJkvsVMywA1+OPwI62rwaQtBaRpPwRoqVGJt0Ako6f7PVRUhmV9OrJXi/tVGpwnu31gLn7VUmXUBQIR5BLy+fgGMYXBI5i65k3ET7ELxDr43NpR4Wobd4BfIAIin8HOIm4d40ibwI+zFgrozMZ0cS+mUBpI3iF7SotOYaFpA2A623/ssQHdgZeTcQIRi2p62LiftVLINmr7/WaBTabVxxrGOxM+FkfSfzden+z24GvDGlOU+Eo4AxJNxEKTWfBXMX82p0xPijpbtunFhvvATYlk26SEcH2Eb2vS9Ldo4c4nWmLWugMk8xwJP0CeCXR43AFosXUBrazF+wMRdJlttctX//a9hMar11q+ykt218e+NYoOZtmGpIOBRYDeg/X1wNzbL+5wthHAadOoETyAttTrpCQ9Dvbayzoa/dXJF01kQNA0pW2n9T1nKZKUWXr/U5X9zY5yXCQNIeGQ7n5EqHeMqpqN3NRaJFfUeN6kXRJCSyM+3rQcdIdjc9xT4Xgzt5LjJA8uKSHEq2y7iaSnAGeCiwBvNL2PyrY2AZ4HVHZ11RRewCxnthsqjaSJEmS6UXTj9B/btBr91ck3QhcTwR+LmC8kh62zxjGvBYGSb22Qg8FNiKKtiCCSqfbnjQp5z6M/3CiLcO3iXVFs8L+INtrTmX8YdH4uzWx7VFMVpkR9Aod5nduOlMUKXYB1iAUx75eqXAumSKSjgTeb/vPw57LwlISHTezfUtptf1dIlltXeAJtrcc5vwWBElPIxKIbijHbwC2IJKH962sdIOkTYDH2j5c0orAsrZHKlFJ0jts7z/sedSgdHh4BHByTyFf0uOI9+WSSX94weysAJxAJKC/CFgTeG3el5NRQdLpwMsJMZfLgBuBM2aSSk0NUukmWRheQWR+vhPYllA/2W+oM1pAJB1t+zWSrmRAZfKoSPp1yL2Nr/v7snaRuXcnIR2cDI8NbK/TOD5VUq2ejXvQvhJJthhaMLpQH+qU0sP8tPl+Y9IJM1FVpeXetprg60HHSUfMlM+x7X8CG0l6LvDEcvonlZMTzwVuIBL2P9c4fweNKvUkSZJkRnGtpAOJQBxEu4nfSFoCyADDGA8Hnk+04XkdocZ8VE8haJSwvQNAaYO6ViOA+QjqVMC/kFDIWwn4fOP8HYQ680jS+7uNMpI+NMnLbrTJHRXeTygPze/cdOYI4l57FqGu8QTC/5YMn0cAV0u6kPHqVqNUbLpIIxlla+AQ28cSrbAvG960FoqDgM0ASgLRJxhLIDoEqJZAJGkfwuf9eOBwosD128DGtWy0SUPhaP9yvD2RoPQnWkhQ6gLb5w8495sW7Nwk6eXAL4hYxJZORYxktFje9u2S3gwcbnsfSenP6yOTbpIFppfxCdwr6SfAzSP4gNi9/P/Soc5idFhH0u2USu7yNeV4suD8QiHpx4wFLhchNoZH17aTLBBzJK1u+/cAklYD5tQYuFTQb9SnRFI72LcH2WJoQcgkpSRZcFrrbcvkbYxGbQ2WTFPKc7cVFTDbfyIccRu2MX6SJEkyLXkj8DZiLybgbKJlwz2E8kkC2J5DtOM4sSQkbQOcLmm/Ea4iX7WXcFP4B/C4qQ5aZO2PkLRFCe62Sql0PxB4mO21JT0ZeLntj1a2sxKwPxF0NXGt7G77LzXttMwgFdNlgB2BhzAirZkkbQ68GHiUpC83XlqO2OONEmv1VFclHUb9trHJwvPhYU+gAotIWtT2bOB5wE6N10Yt5thlAtGrgKdQFGZt/03SKLUYPZjxCUqfpKUEpZmCpDsY77dbnGhZtqWkkVFIThJg0ZJI/xqiBWcygFF7ACZDpEitfRK4hdgsfYuoVp0laXvbJw5zfgtCb/NfAgDAXIm3UUwgap0hVHJ/tvH1bOBPI+ZsmIm8GzhN0nWEw3QVKvflblOJpKPEnpnEHmSSUpIsELaPKNLA2L6x8vCdJr8mSVuU/cT+REL14kRy9X/S0ZQkSTLzsH0XoW72uQEv/7vj6UxrSrLNS4iEm1WBLwM/GOacpsjpkk4iWmYZeC0V9vqS9hz0dQ/bn+8/N0W+RvhCDi7jXyHpO0DVpBtC7eA7wFbleLty7vmV7bSG7bnXeQkg7w7sQChdDboHTFf+RhRTvJzxBUd3EIrvo8RcRTHbs6P7cTIdsH1GaZf3NOIe+Uvbfx/ytBaUo4AzJN1EqOKfBSBpDeC2YU5sIegygeh/ti3JAJKWqTx+28wkhaNOsD1KSVVJMhn7AScBZ9v+ZSnK/+2Q5zTtUOYXJPcVSRcRcq3LE5mrm9s+X9KaRDX3U4Y6wQVgsgQiYKQSiGYqkh4GbFAOLyytD5IhUZyAEPKXAq4BsH330CaVtE5fktLVmaSUJPOi8F7uA7yduD/OIhJG97c9Uu03k6Rtyn7itYQ0//rA9sAatrNKJkmSZIYh6Q8Mbue92hCmM22RdASx5/oZ8F3bVw15SlWQ9GrgmeXwTNvHVRhzn8let11VPULSL21vIOnSns9T0mW2161sZ54x27DTNpIeDOwJbEu0NvqS7VuHO6uFQ9JiRLB9ZdvXDns+C4OkOYwpEIloFX5n+TrVFYZIac3xIUJlVMCzgf1sf32oE1tASnzlEcDJvc4IRSFsWduXDHVyC4CkDxAKVzcBKwPrlcSYNYAjbFdr/SRpL+CxRFLlJ4iC1u+MirKdpKuAdUsi3zXATrbP7L1me+3JR7h/U9pLPascnm77hGHOJ0mS+mTSTXKfaW74JP3a9hMar83dgI4CMymBaCYi6TXAZ4DTic3HM4F32/7+MOd1f0bSJbbXm9+5JEmS+xuS3kk4aHay/YdybjVCiv5E218Y5vySZDoh6SLb60u6wvaTy7lzbW807LklSZIkdZH0kMbhkoSKx4Ntf2hIU5qWSLqXscB400mbgfEhI+lnRGL9MbbXk7QlsKPtzSvb+QXwDUI5AkLxaAfbz6tpp00kfQZ4NeFj/YrtkVazkvQyQoV7cduPkbQukRTx8uHOLJkJSLoW2Mj2zeX4IcC5th8/3Jndf+kygUjS84EXEM/5k2z/vOb4bdJlgtJMQ9IniQLzI8upbYCLbb9veLNKkoUj44ITk0k3yX2meSH1X1SjdpHNpASimYiky4Hn99RtSruOX9heZ7gzu/9R5E4fBXwbeB2xIYDoZ32Q7TWHNbckSZLpgKRLiWfWTX3nVyQcNrmmSJKCpDOJHvCHAn8HbgDemGu8JEmS+weSzra9ybDnkbSDpDsYoG7UY6oJRJLeY/vTkvYfZMf2blMZf4C91Ygkko2AW4E/ANvZ/mNlOysDBwAbEr/XucDutv9U006blOSxuwnFz5FPHpN0MfBcQomgp3I0N2k8SaaCpFOIAuD/lePFgZ/a3my4M0uS+TNTFI66RtIVhErQveV4EeDSfK4ko0jG0Cemdk/CZGazjqTbKZKU5WvK8ZLDm9ZCcW/j67v6XstMtOEzq6+d1M1Eu46ke14IvBFYiejD3Uu6uZ1Qi0qSJLm/s1h/wg2A7RuLLHmSJGO8nljTvR14J/BoYIuhzihJkiRpBUnNwqxZRFvBBwxpOkkH2H4AgKT9iOTabxE+hG2p897/uvx/UYWx5ovt64DNJC1D+KnuaMnOn4GRVlCxPdN8drNt3xadhJOkDpL2LF/+FbhA0o+IOMQrgAuHNrGkM0rrxU8BDyWejyOXmGj7/AHnfjOMuYwgDwRuKV8vP8R5JMlU+cmwJzBdSaWb5H5Jo69ts6ct5XhJ2xkkGyJFlvbJjEnrbg1cYfu9w5vV/RdJs4BtbB85329OkiS5nzGZ2t+oKQEmSRdIWgpY2fa1w55LkiRJ0h6STmsczgb+CHw27/8zH0kX2H76/M5NVxqB8YHY/nwlO5O1WrPtj9Swkyw4kg4DTgHeRySI70YUW+wy1IklI42kfSZ73faHu5pLMhwk/Q54me1fz/ebkxmFpG2ATwKnETHIZwF72z5q0h9MkmSkyKSbJEmmJSXzexNiEXKm7eOGPKX7NZLOtP2sYc8jSZJkutFI5J3nJTKRN0nGIellwGeBxW0/RtK6wH62R7q6O0mSJEmSMSSdC3wF+C6h4rANsKvtjaY47vGTvV5rPTGfwLht71fJzrsGnF4G2BF4iO1la9hJFhxJSwMfAF5QTp0EfNT2f4c3qyRJRh1J59jeeNjzSIaDpEcAGxD+wgts/33IU0qS+8xMUOrqgky6SZJkWiNpBeBm581qqEj6INGK7Xs0gsu2b5nwh5IkSZIkSRpIuhh4LnB6r/+zpCuyj3mSJMnMQ9LywD5EJS/AGUSi5W3Dm1XSBZJWBb4EbEwk3ZwD7GH7j1Mc90bgekIV+QLG2l8DYPuMqYw/wN7Gts+Z37lKth4A7E4k3BwNfK6v7XrSAZKWBHYB1gCuBA6zPXu4s0pmGpIeB+wFrAos2jtv+7nDmlPSLiVYDfBs4OHAD4G7e6/b/sEQppV0iKRTbD9vfueSZLqSSl33jUXn/y1JkiTdIOkZhMzeLcBHiP7fKwCzJG1v+8Rhzu9+zpvK/7s2zhlYbQhzSZIkSZJkNJlt+zZJ8//OJEmSZNT5OnAV8Jpy/HrgcODVE/5EMiMoyTWvaGHohwPPJ5RzXgf8BDjK9tUt2ALYH+hvFTvo3EIj6cHAnsC2wBHAerZvrTV+ssAcAdwDnAVsDjwB2GOYE0pmJMcABwGHAnOGPJekG17W+PpOxlS0IPzrmXQzQynJnEsDK0h6EGMJw8sBjxzaxJJkwflHJtzMn0y6SZJkOnEAsDewPHAqsLnt8yWtSVQyZdLNkLD9mGHPIUmSJEmSkecqSa8DFpH0WGA34NwhzylJkiRph9Vtb9E4/rCky4Y1maR9JL3H9qcl7U8EEcdhe7epjG97DuEXOlHSEkTyzemS9rO9/1TGbiJpQ2AjYEVJezZeWg5YpKKdzxBJaIcAT7L971pjJwvNWrafBCDpMODCIc8nmZnMtn3gsCeRdIftHWBiBbXhzCrpiJ2J5M1HAhc3zt9BtOJMklHhIknfI5W6JiWTbpIkmU4savtkgOI0OR/A9jVZET1cJG0/6Lztb3Y9lyRJkiRJRpZ3AB8gNujfAU4CPjrUGSVJkiRtcZekTWyfDXODSncNeU5Ju/SqXy9qy0BJtnkJkXCzKvBl6isELA4sS/jNH9A4fzuwZUU77yLWRP8HfKDh9xJg28tVtJXcN+7pfWF7dvoik5b4saS3AccxPnB5y/CmlHRE6wpqybTjXKJt5Ja295f0BmAL4I+ETyRJRoXlSKWu+SJ7nsKDJEmSoSDpEtvr9X896DjpllKp1mNJ4HnAJbZrOpySJEmSJJmhSFoEOMn2ZsOeS5IkSdI+ktYBvkko2QLcCrzB9hXDm1Uyykg6Algb+BnwXdtXtWxvFdt/Kl/PApa1fXubNpPhImkO8J/eIbAUEWDKRKikGpL+MOC0ba/W+WSSTmgoqO0BfKHx0nLAq2yvM4x5Je0j6RJgM9u3SHoW8F2iGGld4AkZW0mSmUUq3SRJMp1YR9LtlI1t+ZpyvOTwppXYfkfzWNLywLeGNJ0kSZIkSUYM23Mk3Slpedu3DXs+SZIkSbvYvpzY4y9Xjm+XtAeQSTczFEnHT/a67ZdP0cTriYSIxwG7daAM8wlJuwBziJYQy0v6vO3PVLaTTBNsV2sfliQTYfsxw55D0jldKagl049FGipWWwOH2D4WODbbriajhKSVCGWujQmFm7OB3W3/ZagTm2ak0k2SJEmywEhaDLjC9hOGPZckSZIkSUYDSUcDzwB+zlgVMbZ3G9qkkiRJks6Q9GfbKw97Hkk7SLoRuB44CriASIaZi+0zhjGvhUXSZbbXlbQt8FTgvcDFtp885KklSTLCSNp+0Hnb3+x6Lkm3NBXUkvsHkq4C1i0tC68BdrJ9Zu8122sPd4ZJct+Q9HOiJVqvEH87YFvbzx/erKYfqXSTJEmSzBdJPyYyWAFmAWsR/UiTJEmSJEnuKz8p/5IkSZL7J5r/tyQjzMOB5wPbAK8jnvlH2b56qLNaeBYrBUevBA6wfY+krF5NkmSqbND4ekngecAlREvGZGbzjUHPEdvPHcZkkk44CjhD0k3AXcBZAJLWAFIBOBklVrR9eOP4G0XFNGmQSTdJkiTJfeGzja9nA39K6bgkSZIkSRYE20cMew5JkiTJUMmEhRmM7TnAicCJkpYgkm9Ol7Sf7f2HO7uF4mDgj8DlwJmSViFagSRJkiw0tt/RPJa0PGPKAcnMZq/G10sCWxB+9mSGYvtjkk4BHgGc7LHWM7OAd0z8k0ky7bhJ0nZEIhnEOv/mIc5nWpLtpZIkSZIFQtIKwM3OB0iSJEmSJPcBSa8AVrL9lXJ8AbBiefk9tr8/tMklSZIkVZF0B4OTawQsZTsLAGcwJdnmJYQjflXgeODrtv86zHnVQtKitjNAmiRJNYqi1hW2nzDsuSTdI+kM288e9jySJEkmQ9LKwAHAhsRe71xgN9t/HurEphm50U2SJEkmRNIzgE8CtwAfISovVgBmSdre9onDnF+SJEmSJCPBe4DXNo6XIGTVlwEOBzLpJkmSZIZg+wHDnkMyHCQdAawN/Az4sO2rhjylKSPpJcATCUWCHvsNaTpJkowwkl5t+weSfsxYcuosYC3g6OHNLOkKSQ9uHM4Cnkq0ZkySJJnuPNr2y5snJG0MZNJNg1S6SZIkSSZE0kXA3sDywCHA5rbPl7Qm0Zv9KUOdYJIkSZIk0x5Jv7S9QeP4ANtvL1+fb/sZw5tdkiRJkiQ1kHQv8J9y2HQ4C7Dt5bqf1cIj6SBgaWBT4FBgS+BC2zsOdWJJkowkki6xvZ6kpqrJbOBPtv8yrHkl3SHpD8TzUcR7/wdgP9tnD3ViSZIk86H3DJvfufs7qXSTJEmSTMaitk8GKH3YzwewfY2k4c4sSZIkSZJR4UHNg17CTWFFkiRJkiQZeWzPGvYcKrOR7SdLusL2hyV9DvjBsCeVJMloY/uMYc8hGQ62HzPsOSRJkiwIkjYENgJWlLRn46XlgEWGM6vpSybdJEmSJJNxb+Pru/peS6m0JEmSJEnuCxdIeovtrzVPStoZuHBIc0qSJEmSJJmMng/kTkmPBG4GMmCaJMnCsqakKwac76mBPbnrCSXdImkx4K3As8qp04GDbd8ztEklSZJMzuLAskQ+SbON8O2ECmTSINtLJUmSJBMiaQ4hDy1gKeDO3kvAkrYXG9bckiRJkiQZDSQ9FPghcDdwSTn9VGAJ4JW2/zGkqSVJkiRJkgxE0geB/YHnAV8hCo8Otf3BoU4sSZKRRNLVwIsnet32nzqcTjIEJB0KLAYcUU69Hphj+83Dm1WSJMn8kbRK7zklaRawrO3bhzytaUcm3SRJkiRJkiRJkiStI+m5wBPL4dW2Tx3mfJIkSZIkSe4LkpYgCo9uG/ZckiQZTSRdavspw55HMjwkXW57nfmdS5IkmW5I+g6wCzAHuBhYHvi87c8MdWLTjJnWazdJkiRJkiRJkiSZhtg+1fb+5V8m3CRJkiRJMm2RtKukBwLYvhuYJeltw51VkiQjzDnDnkAydOZIWr13IGk1IoCdJEky3VmrKNu8EvgpsDKh1pU0yKSbJEmSJEmSJEmSJEmSJEmSJBnjLbb/1TuwfSvwluFNJ0mSUcb224c9h2TovBs4TdLpkk4HTgXeNdwpJUmS3CcWk7QYkXTzI9v3EK1XkwaZdJMkSZIkSZIkSZIkSZIkSZIkY8ySpN6BpEWAxYc4nyRJkmQEkbSBpIfbPgV4LPAD4HbgZODyoU4uSZLkvnEw8EdgGeBMSasQ97GkgexMREqSJEmSJEmSJEmSJEmSJEkSAEmfBVYBDiIqeXcBrredqgRJkiTJfUbSJcBmtm+R9Czgu8A7gHWBJ9jecpjzS5IkWRgkLWp79rDnMZ3IpJskSZIkSZIkSZIkSZIkSZIkKUiaBewMPA8QoUhwqO05Q51YkiQjiaRXT/a67R90NZekWyRdbnud8vVXgBtt71uOL7O97hCnlyRJMl8kPQz4OPBI25tLWgvY0PZhQ57atGLRYU8gSZIkSZIkSZIkSZIkSZIkSaYRzwGOsH3gsCeSJMmM4GWTvGai5VAyM1mkoQjxPGCnxmsZo02SZBT4BnA48IFy/Bvge0Am3TTIG3qSJEmSJEmSJEmSJEmSJEmSjPFG4CBJNwNnlX9n2751qLNKkmQksb3DsOeQDI2jgDMk3QTcRTxPkLQGcNswJ5YkSXIfWcH20ZLeD2B7tqRUf+wjk26SJEmSJEmSJEmSJEmSJEmSpGB7ewBJjwS2BL4CPJL0pydJMkUkvQR4IrBk75zt/YY3o6RNbH9M0inAI4CTbbu8NAt4x/BmliRJcp/5j6SHEMpsSHoGmTQ4Dxq7vydJkiRJkiRJkiRJkiRJkiTJ/RtJ2wHPBJ4E3AScDZxl+7yhTixJkpFG0kHA0sCmwKFEUt+Ftncc6sSSJEmSpA9JewDnAAI+D6wNXA2sCGxl+/LhzW76kUk3SZIkSZIkSZIkSZIkSZIkSVIobUB+DxwEnGb7j8OdUZIkMwFJV9h+cuP/ZYEf2H7BsOeWJEmSJE0kfRbYCFgTuAb4K3A68D3bNw1xatOSTLpJkiRJkiRJkiRJkiRJkiRJkgaSngg8C9gEeCxwre3XD3dWSZKMMpIusP10SecDrwZuBq6y/dghTy1JkiRJBiJpcWB9IgFnw/LvX7bXGurEphnZgzZJkiRJkiRJkiRJkiRJkiRJCpKWA1YGVgFWBZYH7h3mnJIkmRGcIOmBwGeASwADXxvqjJIkSZJkcpYCliPWw8sDfwOuHOqMpiGpdJMkSZIkSZIkSZIkSZIkSZIkBUlXAGeXf2fa/suQp5QkyQxD0hLAkrZvG/ZckiRJkqQfSYcATwTuAC4AzgfOt33rUCc2TUmlmyRJkiRJkiRJkiRJkiRJkiQp2H4ygKRlbP9n2PNJkmRmIOki4HDgOyVoefeQp5QkSZIkE7EysATwW+CvwF+Afw1zQtOZWcOeQJIkSZIkSZIkSZIkSZIkSZJMFyRtKOlXwK/L8TqSvjrkaSVJMvq8Fngk8EtJ35X0Qkka9qSSJEmSpB/bLwI2AD5bTr2LeH6dLOnDw5vZ9CTbSyVJkiRJkiRJkiRJkiRJkiRJQdIFwJbA8bafUs5dZXvt4c4sSZKZgKRZwEuBA4F7ga8DX7J9y1AnliRJkiQDkLQSsDGwEfH8eojtBw51UtOMVLpJkiRJkiRJkiRJkiRJkiRJkga2r+87NWcoE0mSZEYh6cnA54DPAMcSCX63A6cOc15JkiRJ0kTSbkWV7XrgTCLZ5lrg1cCDhzq5aciiw55AkiRJkiRJkiRJkiRJkiRJkkwjrpe0EWBJiwO7UVpNJUmSLCySLgb+BRwGvM/23eWlCyRtPLSJJUmSJMm8rAp8H3in7RuGPJdpT7aXSpIkSZIkSZIkSZIkSZIkSZKCpBWALwGbAQJOBna3ffNQJ5YkyUgjaTXb1w17HkmSJEmS1CWTbpIkSZIkSZIkSZIkSZIkSZIkSZKkRSQtD+wDPKucOgPYz/Ztw5tVkiRJkiRTJZNukiRJkiRJkiRJkiRJkiRJkvs9kj40ycu2/ZHOJpMkyYxD0rHAVcAR5dTrgXVsv3p4s0qSJEmSZKpk0k2SJEmSJEmSJEmSJEmSJElyv0fSuwacXgbYEXiI7WU7nlKSJDMISZfZXnd+55IkSZIkGS0WHfYEkiRJkiRJkiRJkiRJkiRJkmTY2P5c72tJDwB2B3YAvgt8bqKfS5IkuY/cJWkT22cDSNoYuGvIc0qSJEmSZIpk0k2SJEmSJEmSJEmSJEmSJEmSAJIeDOwJbEu0gFnP9q3DnVWSJDOEtwJHSFoeEHAL8IbhTilJkiRJkqmSSTdJkiRJkiRJkiRJkiRJkiTJ/R5JnwFeDRwCPMn2v4c8pSRJZhC2LwPWkbRcOXUnsDVwxdAmlSRJkiTJlJHtYc8hSZIkSZIkSZIkSZIkSZIkSYaKpHuBu4HZQNNxLsC2lxv4g0mSJJNQkmx2BR4F/Aj4RTneC7jc9iuGOL0kSZIkSaZIJt0kSZIkSZIkSZIkSZIkSZIkSZIkSQtI+hFwK3Ae8DzgQcDiwO5F/SZJkiRJkhEmk26SJEmSJEmSJEmSJEmSJEmSJEmSpAUkXWn7SeXrRYCbgJVt3zHcmSVJkiRJUoNZw55AkiRJkiRJkiRJkiRJkiRJkiRJksxQ7ul9YXsO8IdMuEmSJEmSmUMq3SRJkiRJkiRJkiRJkiRJkiRJkiRJC0iaA/yndwgsBdxZvrbt5YY1tyRJkiRJpk4m3SRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiTJApLtpZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZJkAcmkmyRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRZQDLpJkmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEkWkEy6SZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIFJJNukiRJkiRJkiRJkiRJOkTSHyVdKemy8m8jSc+RdELf931D0paN4xUl3SNp5+5nnSRJkiRJkiRJkiRJkvSTSTdJkiRJkiRJkiRJkiTds6ntdcu/c+/jz2wFnA9s0+K8kiRJkiRJkiRJkiRJkvtIJt0kSZIkSZIkSZIkSZK0hKTtJF1YFG0OlrTIFIbbBngXsJKkR83H7r8lfUzS5ZLOl/Swcv5lki6QdKmkXzTO7yvpCEknFyWeV0v6dFHkOVHSYuX7nirpDEkXSzpJ0iOm8PskSZIkSZIkSZIkSZKMNJl0kyRJkiRJkiRJkiRJ0gKSngBsDWxse11gDrBtefm0kohzwX0c69HAw21fCBxdxp2MZYDzba8DnAm8pZw/G3iG7acA3wXe0/iZ1YGXAK8Avg2cZvtJwF3AS0rizf7AlrafCnwd+Nh9mX+SJEmSJEmSJEmSJMlMZNFhTyBJkiRJkiRJkiRJkmSG8jzgqcAvJQEsBfyzvLap7Zsa3+sJxuidfy2RbAORLHMY8PlJbP8POKF8fTHw/PL1SsD3ikLN4sAfGj/zM9v3SLoSWAQ4sZy/ElgVeDywNvDz8vssAtwwyRySJEmSJEmSJEmSJElmNJl0kyRJkiRJkiRJkiRJ0g4CjrD9/nEnpTcO+N6bgQf1nXsw0EvM2QZ4mKSeUs4jJT3W9m8nsH2P7V7CzhzGfED7A5+3fbyk5wD7Nn7mbgDb90pq/vy95ecFXG17wwlsJkmSJEmSJEmSJEmS3K/I9lJJkiRJkiRJkiRJkiTtcAqwpaSHAkh6sKRVJvje3xKJNE8o37sKsA5wmaTHA8vYfpTtVW2vCnyCUL9ZUJYH/lq+fsMC/uy1wIqSNixzXEzSExdiDkmSJEmSJEmSJEmSJDOCTLpJkiRJkiRJkiRJkiRpAdu/Av4POFnSFcDPgUdM8L13A9sBh0u6DPg+8GbbtxEqN8f1/cix5fyCsi9wjKSzGFPRuU/Y/h+wJfApSZcDlwEbLcQckiRJkiRJkiRJkiRJZgQaUwpOkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkuS+kEo3SZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSbKALDrsCSRJkiRJkiRJkiRJkiQLh6QLgCX6Tr/e9pXDmE+SJEmSJEmSJEmSJMn9iWwvlSRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiQLSLaXSpIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIFJJNukiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkmQByaSbJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJFlAMukmSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSRaQTLpJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkgXk/wH2AjbB1DYTOwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 2880x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = plot_data.T.plot.bar(color=list(symbology.values()), stacked=True, figsize=(40, 10), legend=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "beginning-disclosure",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.patches.Circle at 0x7f56d4675430>"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = plot_data[\"Liverpool\"].plot.pie(colors=list(symbology.values()), labels=None, normalize=True)\n",
    "ax.add_artist(plt.Circle((0,0), .7, color=\"w\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "primary-creation",
   "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>eFUA_name</th>\n",
       "      <th>Aberdeen</th>\n",
       "      <th>Ashford</th>\n",
       "      <th>Aylesbury</th>\n",
       "      <th>Ayr</th>\n",
       "      <th>Basingstoke</th>\n",
       "      <th>Bedford</th>\n",
       "      <th>Birmingham</th>\n",
       "      <th>Blackburn</th>\n",
       "      <th>Blackpool</th>\n",
       "      <th>Blackwater</th>\n",
       "      <th>...</th>\n",
       "      <th>Stoke-on-Trent</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Swindon</th>\n",
       "      <th>Taunton</th>\n",
       "      <th>Telford</th>\n",
       "      <th>Torquay</th>\n",
       "      <th>Warwick</th>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <th>Worcester</th>\n",
       "      <th>York</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.468477</td>\n",
       "      <td>0.792438</td>\n",
       "      <td>0.59436</td>\n",
       "      <td>0.501468</td>\n",
       "      <td>0.761136</td>\n",
       "      <td>0.420932</td>\n",
       "      <td>0.321044</td>\n",
       "      <td>0.368766</td>\n",
       "      <td>0.281667</td>\n",
       "      <td>0.41688</td>\n",
       "      <td>...</td>\n",
       "      <td>0.525861</td>\n",
       "      <td>0.277877</td>\n",
       "      <td>0.833133</td>\n",
       "      <td>0.801086</td>\n",
       "      <td>0.711197</td>\n",
       "      <td>0.459776</td>\n",
       "      <td>0.758988</td>\n",
       "      <td>0.601651</td>\n",
       "      <td>0.682591</td>\n",
       "      <td>0.778846</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.00522</td>\n",
       "      <td>0.00235</td>\n",
       "      <td>0.002455</td>\n",
       "      <td>0.022157</td>\n",
       "      <td>0.001093</td>\n",
       "      <td>0.010153</td>\n",
       "      <td>0.036182</td>\n",
       "      <td>0.007712</td>\n",
       "      <td>0.140768</td>\n",
       "      <td>0.017973</td>\n",
       "      <td>...</td>\n",
       "      <td>0.04122</td>\n",
       "      <td>0.01743</td>\n",
       "      <td>0.001827</td>\n",
       "      <td>0.001379</td>\n",
       "      <td>0.003193</td>\n",
       "      <td>0.021057</td>\n",
       "      <td>0.001588</td>\n",
       "      <td>0.016805</td>\n",
       "      <td>0.014683</td>\n",
       "      <td>0.006016</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.027675</td>\n",
       "      <td>0.020485</td>\n",
       "      <td>0.021155</td>\n",
       "      <td>0.016522</td>\n",
       "      <td>0.016944</td>\n",
       "      <td>0.031639</td>\n",
       "      <td>0.098189</td>\n",
       "      <td>0.083923</td>\n",
       "      <td>0.079557</td>\n",
       "      <td>0.123921</td>\n",
       "      <td>...</td>\n",
       "      <td>0.05946</td>\n",
       "      <td>0.041449</td>\n",
       "      <td>0.023318</td>\n",
       "      <td>0.033191</td>\n",
       "      <td>0.07283</td>\n",
       "      <td>0.057665</td>\n",
       "      <td>0.020888</td>\n",
       "      <td>0.047726</td>\n",
       "      <td>0.032913</td>\n",
       "      <td>0.019338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.2571</td>\n",
       "      <td>0.010379</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.176886</td>\n",
       "      <td>0.0201</td>\n",
       "      <td>0.000271</td>\n",
       "      <td>0.001096</td>\n",
       "      <td>0.085286</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.024821</td>\n",
       "      <td>0.020823</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.005899</td>\n",
       "      <td>0.00963</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00115</td>\n",
       "      <td>0.001526</td>\n",
       "      <td>0.008708</td>\n",
       "      <td>0.005078</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.022771</td>\n",
       "      <td>0.00624</td>\n",
       "      <td>0.006748</td>\n",
       "      <td>0.024273</td>\n",
       "      <td>0.014514</td>\n",
       "      <td>0.004346</td>\n",
       "      <td>0.192086</td>\n",
       "      <td>0.026957</td>\n",
       "      <td>0.008568</td>\n",
       "      <td>0.027476</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008652</td>\n",
       "      <td>0.015282</td>\n",
       "      <td>0.006343</td>\n",
       "      <td>0.000582</td>\n",
       "      <td>0.013964</td>\n",
       "      <td>0.001896</td>\n",
       "      <td>0.007358</td>\n",
       "      <td>0.001523</td>\n",
       "      <td>0.002392</td>\n",
       "      <td>0.002115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.000156</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000029</td>\n",
       "      <td>0.000096</td>\n",
       "      <td>0.017656</td>\n",
       "      <td>0.106125</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018814</td>\n",
       "      <td>0.009396</td>\n",
       "      <td>0.000418</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.01746</td>\n",
       "      <td>0.000081</td>\n",
       "      <td>0.00027</td>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.175328</td>\n",
       "      <td>0.16147</td>\n",
       "      <td>0.357481</td>\n",
       "      <td>0.186826</td>\n",
       "      <td>0.177885</td>\n",
       "      <td>0.518984</td>\n",
       "      <td>0.243663</td>\n",
       "      <td>0.351137</td>\n",
       "      <td>0.268043</td>\n",
       "      <td>0.387318</td>\n",
       "      <td>...</td>\n",
       "      <td>0.303327</td>\n",
       "      <td>0.565439</td>\n",
       "      <td>0.121925</td>\n",
       "      <td>0.146105</td>\n",
       "      <td>0.184388</td>\n",
       "      <td>0.352002</td>\n",
       "      <td>0.197949</td>\n",
       "      <td>0.273466</td>\n",
       "      <td>0.248869</td>\n",
       "      <td>0.177203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.000592</td>\n",
       "      <td>0.005389</td>\n",
       "      <td>0.013276</td>\n",
       "      <td>0.00069</td>\n",
       "      <td>0.00634</td>\n",
       "      <td>0.005282</td>\n",
       "      <td>0.03605</td>\n",
       "      <td>0.001384</td>\n",
       "      <td>0.000172</td>\n",
       "      <td>0.023926</td>\n",
       "      <td>...</td>\n",
       "      <td>0.002936</td>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.006562</td>\n",
       "      <td>0.004286</td>\n",
       "      <td>0.004788</td>\n",
       "      <td>0.012217</td>\n",
       "      <td>0.003104</td>\n",
       "      <td>0.007674</td>\n",
       "      <td>0.003711</td>\n",
       "      <td>0.00422</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.013168</td>\n",
       "      <td>0.001027</td>\n",
       "      <td>0.001616</td>\n",
       "      <td>0.004353</td>\n",
       "      <td>0.001947</td>\n",
       "      <td>0.004564</td>\n",
       "      <td>0.027543</td>\n",
       "      <td>0.024933</td>\n",
       "      <td>0.004334</td>\n",
       "      <td>0.002409</td>\n",
       "      <td>...</td>\n",
       "      <td>0.010294</td>\n",
       "      <td>0.0028</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.003498</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002042</td>\n",
       "      <td>0.006854</td>\n",
       "      <td>0.00574</td>\n",
       "      <td>0.004114</td>\n",
       "      <td>0.002867</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.006675</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>0.002087</td>\n",
       "      <td>0.005485</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.001761</td>\n",
       "      <td>0.023219</td>\n",
       "      <td>0.022438</td>\n",
       "      <td>0.000877</td>\n",
       "      <td>0.000042</td>\n",
       "      <td>...</td>\n",
       "      <td>0.001383</td>\n",
       "      <td>0.001339</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000058</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000392</td>\n",
       "      <td>0.000041</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.000859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.004019</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.000936</td>\n",
       "      <td>0.000027</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.015444</td>\n",
       "      <td>0.009011</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003226</td>\n",
       "      <td>0.001152</td>\n",
       "      <td>0.001028</td>\n",
       "      <td>0.001144</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000754</td>\n",
       "      <td>0.001649</td>\n",
       "      <td>0.000464</td>\n",
       "      <td>0.001473</td>\n",
       "      <td>0.002051</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.002651</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00054</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000118</td>\n",
       "      <td>0.003214</td>\n",
       "      <td>0.00074</td>\n",
       "      <td>0.000733</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000007</td>\n",
       "      <td>0.000912</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000429</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000454</td>\n",
       "      <td>0.001406</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.00079</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000106</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000602</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 88 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "eFUA_name                             Aberdeen   Ashford Aylesbury       Ayr  \\\n",
       "Countryside agriculture               0.468477  0.792438   0.59436  0.501468   \n",
       "Accessible suburbia                    0.00522   0.00235  0.002455  0.022157   \n",
       "Open sprawl                           0.027675  0.020485  0.021155  0.016522   \n",
       "Wild countryside                        0.2571  0.010379  0.000123  0.176886   \n",
       "Warehouse/Park land                   0.022771   0.00624  0.006748  0.024273   \n",
       "Gridded residential quarters          0.001013  0.000156       0.0  0.000057   \n",
       "Urban buffer                          0.175328   0.16147  0.357481  0.186826   \n",
       "Disconnected suburbia                 0.000592  0.005389  0.013276   0.00069   \n",
       "Dense residential neighbourhoods      0.013168  0.001027  0.001616  0.004353   \n",
       "Connected residential neighbourhoods  0.006675  0.000063  0.002087  0.005485   \n",
       "Dense urban neighbourhoods            0.004019  0.000003    0.0007  0.000936   \n",
       "Local urbanity                        0.002651       0.0       0.0   0.00054   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                      0.00079       0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                            Basingstoke   Bedford Birmingham  \\\n",
       "Countryside agriculture                 0.761136  0.420932   0.321044   \n",
       "Accessible suburbia                     0.001093  0.010153   0.036182   \n",
       "Open sprawl                             0.016944  0.031639   0.098189   \n",
       "Wild countryside                          0.0201  0.000271   0.001096   \n",
       "Warehouse/Park land                     0.014514  0.004346   0.192086   \n",
       "Gridded residential quarters                 0.0  0.000029   0.000096   \n",
       "Urban buffer                            0.177885  0.518984   0.243663   \n",
       "Disconnected suburbia                    0.00634  0.005282    0.03605   \n",
       "Dense residential neighbourhoods        0.001947  0.004564   0.027543   \n",
       "Connected residential neighbourhoods    0.000014  0.001761   0.023219   \n",
       "Dense urban neighbourhoods              0.000027  0.001921   0.015444   \n",
       "Local urbanity                               0.0  0.000118   0.003214   \n",
       "Concentrated urbanity                        0.0       0.0        0.0   \n",
       "Regional urbanity                            0.0       0.0   0.001571   \n",
       "Metropolitan urbanity                        0.0       0.0   0.000602   \n",
       "Hyper concentrated urbanity                  0.0       0.0        0.0   \n",
       "\n",
       "eFUA_name                            Blackburn Blackpool Blackwater  ...  \\\n",
       "Countryside agriculture               0.368766  0.281667    0.41688  ...   \n",
       "Accessible suburbia                   0.007712  0.140768   0.017973  ...   \n",
       "Open sprawl                           0.083923  0.079557   0.123921  ...   \n",
       "Wild countryside                      0.085286       0.0        0.0  ...   \n",
       "Warehouse/Park land                   0.026957  0.008568   0.027476  ...   \n",
       "Gridded residential quarters          0.017656  0.106125        0.0  ...   \n",
       "Urban buffer                          0.351137  0.268043   0.387318  ...   \n",
       "Disconnected suburbia                 0.001384  0.000172   0.023926  ...   \n",
       "Dense residential neighbourhoods      0.024933  0.004334   0.002409  ...   \n",
       "Connected residential neighbourhoods  0.022438  0.000877   0.000042  ...   \n",
       "Dense urban neighbourhoods            0.009011       0.0   0.000057  ...   \n",
       "Local urbanity                         0.00074  0.000733        0.0  ...   \n",
       "Concentrated urbanity                      0.0       0.0        0.0  ...   \n",
       "Regional urbanity                          0.0       0.0        0.0  ...   \n",
       "Metropolitan urbanity                      0.0       0.0        0.0  ...   \n",
       "Hyper concentrated urbanity                0.0       0.0        0.0  ...   \n",
       "\n",
       "eFUA_name                            Stoke-on-Trent   Swansea   Swindon  \\\n",
       "Countryside agriculture                    0.525861  0.277877  0.833133   \n",
       "Accessible suburbia                         0.04122   0.01743  0.001827   \n",
       "Open sprawl                                 0.05946  0.041449  0.023318   \n",
       "Wild countryside                           0.024821  0.020823  0.001921   \n",
       "Warehouse/Park land                        0.008652  0.015282  0.006343   \n",
       "Gridded residential quarters               0.018814  0.009396  0.000418   \n",
       "Urban buffer                               0.303327  0.565439  0.121925   \n",
       "Disconnected suburbia                      0.002936  0.001013  0.006562   \n",
       "Dense residential neighbourhoods           0.010294    0.0028  0.003296   \n",
       "Connected residential neighbourhoods       0.001383  0.001339  0.000086   \n",
       "Dense urban neighbourhoods                 0.003226  0.001152  0.001028   \n",
       "Local urbanity                             0.000007  0.000912  0.000003   \n",
       "Concentrated urbanity                           0.0       0.0       0.0   \n",
       "Regional urbanity                               0.0  0.000106       0.0   \n",
       "Metropolitan urbanity                           0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                     0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                              Taunton   Telford   Torquay   Warwick  \\\n",
       "Countryside agriculture               0.801086  0.711197  0.459776  0.758988   \n",
       "Accessible suburbia                   0.001379  0.003193  0.021057  0.001588   \n",
       "Open sprawl                           0.033191   0.07283  0.057665  0.020888   \n",
       "Wild countryside                      0.005899   0.00963       0.0   0.00115   \n",
       "Warehouse/Park land                   0.000582  0.013964  0.001896  0.007358   \n",
       "Gridded residential quarters               0.0       0.0   0.01746  0.000081   \n",
       "Urban buffer                          0.146105  0.184388  0.352002  0.197949   \n",
       "Disconnected suburbia                 0.004286  0.004788  0.012217  0.003104   \n",
       "Dense residential neighbourhoods      0.003498       0.0  0.002042  0.006854   \n",
       "Connected residential neighbourhoods  0.000058       0.0  0.000016  0.000392   \n",
       "Dense urban neighbourhoods            0.001144       0.0  0.000754  0.001649   \n",
       "Local urbanity                        0.000005       0.0  0.000429       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0       0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "eFUA_name                            Weston-super-Mare Worcester      York  \n",
       "Countryside agriculture                       0.601651  0.682591  0.778846  \n",
       "Accessible suburbia                           0.016805  0.014683  0.006016  \n",
       "Open sprawl                                   0.047726  0.032913  0.019338  \n",
       "Wild countryside                              0.001526  0.008708  0.005078  \n",
       "Warehouse/Park land                           0.001523  0.002392  0.002115  \n",
       "Gridded residential quarters                   0.00027  0.000009       0.0  \n",
       "Urban buffer                                  0.273466  0.248869  0.177203  \n",
       "Disconnected suburbia                         0.007674  0.003711   0.00422  \n",
       "Dense residential neighbourhoods               0.00574  0.004114  0.002867  \n",
       "Connected residential neighbourhoods          0.000041  0.000085  0.000859  \n",
       "Dense urban neighbourhoods                    0.000464  0.001473  0.002051  \n",
       "Local urbanity                                     0.0  0.000454  0.001406  \n",
       "Concentrated urbanity                              0.0       0.0       0.0  \n",
       "Regional urbanity                                  0.0       0.0       0.0  \n",
       "Metropolitan urbanity                              0.0       0.0       0.0  \n",
       "Hyper concentrated urbanity                        0.0       0.0       0.0  \n",
       "\n",
       "[16 rows x 88 columns]"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "decimal-seventh",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2880x2880 with 88 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(8, 11, figsize=(40, 40))\n",
    "axs = axs.flatten()\n",
    "for i, place in enumerate(plot_data.columns):\n",
    "    plot_data[place].plot.pie(colors=list(symbology.values()), labels=None, ax=axs[i], normalize=True)\n",
    "    axs[i].axis(\"off\")\n",
    "    axs[i].add_artist(plt.Circle((0,0), .7, color=\"w\"))\n",
    "    axs[i].set_title(place)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "allied-harbor",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua_interpolated.pq\").set_index(\"eFUA_name\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "featured-agency",
   "metadata": {},
   "outputs": [],
   "source": [
    "plot_data = geopandas.GeoDataFrame(columns=[\"level\", \"order\", \"area\", \"urbanity\", \"geometry\"], crs=interpolated.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "double-childhood",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata = interpolated.set_geometry(interpolated.centroid)\n",
    "\n",
    "centres = ['Hyper concentrated urbanity', 'Concentrated urbanity', 'Metropolitan urbanity', 'Regional urbanity', 'Local urbanity', 'Dense urban neighbourhoods']\n",
    "sizes = pandas.DataFrame()\n",
    "for centre in centres:\n",
    "    sizes[centre] = interpolated[centre] * interpolated.area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "loved-claim",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n"
     ]
    }
   ],
   "source": [
    "centroids = interpolated.centroid\n",
    "for level, c in enumerate(centres):\n",
    "    sub = interpolated[interpolated[c] > 0]\n",
    "    area = sub.area\n",
    "    sub[\"sorter\"] = sub[c] * area\n",
    "    sub = sub.sort_values(\"sorter\", ascending=False)\n",
    "    for i, ix in enumerate(sub.index):\n",
    "        plot_data.loc[ix] = [level, i, sub[\"sorter\"].loc[ix], c, centroids.loc[ix]]\n",
    "    interpolated = interpolated.drop(sub.index)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "3a58f860-5b3b-49cf-afbb-8202dd5270a9",
   "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>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (532033.954 173151.451)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (397140.351 291249.630)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (334233.186 662489.720)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (261190.294 661875.008)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (381084.959 393574.180)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dunfermline</th>\n",
       "      <td>5</td>\n",
       "      <td>15</td>\n",
       "      <td>2.106713e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (312500.311 692959.958)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Peterborough</th>\n",
       "      <td>5</td>\n",
       "      <td>16</td>\n",
       "      <td>1.699622e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (521163.596 300651.717)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fazeley</th>\n",
       "      <td>5</td>\n",
       "      <td>17</td>\n",
       "      <td>1.041251e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (423761.509 305464.823)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Larbert</th>\n",
       "      <td>5</td>\n",
       "      <td>18</td>\n",
       "      <td>4.158000e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (287277.743 684585.274)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ashford</th>\n",
       "      <td>5</td>\n",
       "      <td>19</td>\n",
       "      <td>1.521635e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (599356.322 137526.674)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>82 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             level order          area                     urbanity  \\\n",
       "London           0     0  1.306116e+06  Hyper concentrated urbanity   \n",
       "Birmingham       2     0  1.075148e+06        Metropolitan urbanity   \n",
       "Edinburgh        2     1  6.384964e+05        Metropolitan urbanity   \n",
       "Glasgow          2     2  6.059172e+05        Metropolitan urbanity   \n",
       "Manchester       2     3  5.153730e+05        Metropolitan urbanity   \n",
       "...            ...   ...           ...                          ...   \n",
       "Dunfermline      5    15  2.106713e+04   Dense urban neighbourhoods   \n",
       "Peterborough     5    16  1.699622e+04   Dense urban neighbourhoods   \n",
       "Fazeley          5    17  1.041251e+04   Dense urban neighbourhoods   \n",
       "Larbert          5    18  4.158000e+03   Dense urban neighbourhoods   \n",
       "Ashford          5    19  1.521635e+03   Dense urban neighbourhoods   \n",
       "\n",
       "                                   geometry  \n",
       "London        POINT (532033.954 173151.451)  \n",
       "Birmingham    POINT (397140.351 291249.630)  \n",
       "Edinburgh     POINT (334233.186 662489.720)  \n",
       "Glasgow       POINT (261190.294 661875.008)  \n",
       "Manchester    POINT (381084.959 393574.180)  \n",
       "...                                     ...  \n",
       "Dunfermline   POINT (312500.311 692959.958)  \n",
       "Peterborough  POINT (521163.596 300651.717)  \n",
       "Fazeley       POINT (423761.509 305464.823)  \n",
       "Larbert       POINT (287277.743 684585.274)  \n",
       "Ashford       POINT (599356.322 137526.674)  \n",
       "\n",
       "[82 rows x 5 columns]"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "resistant-provision",
   "metadata": {},
   "outputs": [],
   "source": [
    "sizes = sizes.cumsum(axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "d3f4c295-c4d9-474f-aa80-a4cbe6974b87",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>eFUA_name</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Aberdeen</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>770787.18750</td>\n",
       "      <td>3.357802e+06</td>\n",
       "      <td>7.279608e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ashford</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.521635e+03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Aylesbury</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.482333e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ayr</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>4.446619e+05</td>\n",
       "      <td>1.215901e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Basingstoke</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.195386e+04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Torquay</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1.758806e+05</td>\n",
       "      <td>4.851975e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warwick</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.168080e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.132653e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Worcester</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>297.17868</td>\n",
       "      <td>2.893785e+05</td>\n",
       "      <td>1.228327e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>York</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1.528852e+06</td>\n",
       "      <td>3.758643e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>88 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                   Hyper concentrated urbanity  Concentrated urbanity  \\\n",
       "eFUA_name                                                               \n",
       "Aberdeen                                   0.0                    0.0   \n",
       "Ashford                                    0.0                    0.0   \n",
       "Aylesbury                                  0.0                    0.0   \n",
       "Ayr                                        0.0                    0.0   \n",
       "Basingstoke                                0.0                    0.0   \n",
       "...                                        ...                    ...   \n",
       "Torquay                                    0.0                    0.0   \n",
       "Warwick                                    0.0                    0.0   \n",
       "Weston-super-Mare                          0.0                    0.0   \n",
       "Worcester                                  0.0                    0.0   \n",
       "York                                       0.0                    0.0   \n",
       "\n",
       "                   Metropolitan urbanity  Regional urbanity  Local urbanity  \\\n",
       "eFUA_name                                                                     \n",
       "Aberdeen                             0.0       770787.18750    3.357802e+06   \n",
       "Ashford                              0.0            0.00000    0.000000e+00   \n",
       "Aylesbury                            0.0            0.00000    0.000000e+00   \n",
       "Ayr                                  0.0            0.00000    4.446619e+05   \n",
       "Basingstoke                          0.0            0.00000    0.000000e+00   \n",
       "...                                  ...                ...             ...   \n",
       "Torquay                              0.0            0.00000    1.758806e+05   \n",
       "Warwick                              0.0            0.00000    0.000000e+00   \n",
       "Weston-super-Mare                    0.0            0.00000    0.000000e+00   \n",
       "Worcester                            0.0          297.17868    2.893785e+05   \n",
       "York                                 0.0            0.00000    1.528852e+06   \n",
       "\n",
       "                   Dense urban neighbourhoods  \n",
       "eFUA_name                                      \n",
       "Aberdeen                         7.279608e+06  \n",
       "Ashford                          1.521635e+03  \n",
       "Aylesbury                        3.482333e+05  \n",
       "Ayr                              1.215901e+06  \n",
       "Basingstoke                      2.195386e+04  \n",
       "...                                       ...  \n",
       "Torquay                          4.851975e+05  \n",
       "Warwick                          1.168080e+06  \n",
       "Weston-super-Mare                2.132653e+05  \n",
       "Worcester                        1.228327e+06  \n",
       "York                             3.758643e+06  \n",
       "\n",
       "[88 rows x 6 columns]"
      ]
     },
     "execution_count": 65,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sizes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "vocational-significance",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1152 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(16, 16))\n",
    "scaler = 20000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    if centre == 'Dense urban neighbourhoods':\n",
    "        mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=ax, zorder=i+10, color=symbology[centre], edgecolor=\"w\")\n",
    "        mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=ax, zorder=i, color=symbology[centre], edgecolor=\"w\")\n",
    "    else:\n",
    "        mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=ax, zorder=i+10, color=symbology[centre])\n",
    "        mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=ax, zorder=i, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "plt.savefig(\"figs/fua_hierarchy_map.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "painful-campus",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3744x1800 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(1, 6, figsize=(52, 25))\n",
    "scaler = 20000\n",
    "axs = axs.flatten()\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=axs[i], zorder=i+10, color=symbology[centre], edgecolor=\"w\")\n",
    "    mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=axs[i], zorder=i, color=symbology[centre], edgecolor=\"w\")\n",
    "\n",
    "    axs[i].set_axis_off()\n",
    "plt.savefig(\"figs/fua_hierarchy_map_layers.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "collect-perception",
   "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>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (532033.954 173151.451)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (397140.351 291249.630)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (334233.186 662489.720)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (261190.294 661875.008)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (381084.959 393574.180)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dunfermline</th>\n",
       "      <td>5</td>\n",
       "      <td>15</td>\n",
       "      <td>2.106713e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (312500.311 692959.958)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Peterborough</th>\n",
       "      <td>5</td>\n",
       "      <td>16</td>\n",
       "      <td>1.699622e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (521163.596 300651.717)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fazeley</th>\n",
       "      <td>5</td>\n",
       "      <td>17</td>\n",
       "      <td>1.041251e+04</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (423761.509 305464.823)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Larbert</th>\n",
       "      <td>5</td>\n",
       "      <td>18</td>\n",
       "      <td>4.158000e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (287277.743 684585.274)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ashford</th>\n",
       "      <td>5</td>\n",
       "      <td>19</td>\n",
       "      <td>1.521635e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (599356.322 137526.674)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>82 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             level order          area                     urbanity  \\\n",
       "London           0     0  1.306116e+06  Hyper concentrated urbanity   \n",
       "Birmingham       2     0  1.075148e+06        Metropolitan urbanity   \n",
       "Edinburgh        2     1  6.384964e+05        Metropolitan urbanity   \n",
       "Glasgow          2     2  6.059172e+05        Metropolitan urbanity   \n",
       "Manchester       2     3  5.153730e+05        Metropolitan urbanity   \n",
       "...            ...   ...           ...                          ...   \n",
       "Dunfermline      5    15  2.106713e+04   Dense urban neighbourhoods   \n",
       "Peterborough     5    16  1.699622e+04   Dense urban neighbourhoods   \n",
       "Fazeley          5    17  1.041251e+04   Dense urban neighbourhoods   \n",
       "Larbert          5    18  4.158000e+03   Dense urban neighbourhoods   \n",
       "Ashford          5    19  1.521635e+03   Dense urban neighbourhoods   \n",
       "\n",
       "                                   geometry  \n",
       "London        POINT (532033.954 173151.451)  \n",
       "Birmingham    POINT (397140.351 291249.630)  \n",
       "Edinburgh     POINT (334233.186 662489.720)  \n",
       "Glasgow       POINT (261190.294 661875.008)  \n",
       "Manchester    POINT (381084.959 393574.180)  \n",
       "...                                     ...  \n",
       "Dunfermline   POINT (312500.311 692959.958)  \n",
       "Peterborough  POINT (521163.596 300651.717)  \n",
       "Fazeley       POINT (423761.509 305464.823)  \n",
       "Larbert       POINT (287277.743 684585.274)  \n",
       "Ashford       POINT (599356.322 137526.674)  \n",
       "\n",
       "[82 rows x 5 columns]"
      ]
     },
     "execution_count": 68,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "guilty-contribution",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata[[\"level\", \"order\"]] = plot_data[[\"level\", \"order\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "id": "retired-october",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "34"
      ]
     },
     "execution_count": 70,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mapdata.order.max()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "id": "professional-member",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[mapdata.level == 1, \"order\"] = mapdata.loc[mapdata.level == 1, \"order\"] * 5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "id": "satisfied-registration",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[mapdata.level == 2, \"order\"] = mapdata.loc[mapdata.level == 2, \"order\"] * 2.5\n",
    "mapdata.loc[mapdata.level == 4, \"order\"] = mapdata.loc[mapdata.level == 4, \"order\"] * 1.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "baking-trinidad",
   "metadata": {},
   "outputs": [],
   "source": [
    "for l in mapdata.level.dropna().unique():\n",
    "    mapdata.loc[mapdata.level == l, \"x\"] = (mapdata.loc[mapdata.level == l, \"order\"] - mapdata.loc[mapdata.level == l, \"order\"].mean()) / mapdata.loc[mapdata.level == l, \"order\"].std()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "angry-wallpaper",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[\"London\", 'x'] = 0 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "rotary-programming",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 10))\n",
    "scaler = 30000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    ax.scatter(mapdata.x * 10, 1 - mapdata.level * 10, s=sizes[centre] / scaler, zorder=i+10, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "# ax.axis('equal')\n",
    "ax.set_ylim(-50, 7)\n",
    "plt.savefig(\"figs/fua_hierarchy_diagram.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "93ad31fd-5596-4e60-b8ed-ed6ff2d470c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 10))\n",
    "scaler = 30000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    ax.scatter(mapdata.loc[[\"London\"]].x * 10, 1 - mapdata.loc[[\"London\"]].level * 10, s=sizes.loc[[\"London\"]][centre] / scaler, zorder=i+10, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "# ax.axis('equal')\n",
    "# ax.set_ylim(-42, 7)\n",
    "plt.savefig(\"figs/fua_hierarchy_london.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "79b959ea-3642-47ff-88fc-72bd646aac77",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/fua_interpolated.pq\").set_index(\"eFUA_name\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "bd08f474-ce7c-4fa4-9ccc-7b93b7bd943d",
   "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>Countryside agriculture</th>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <th>Open sprawl</th>\n",
       "      <th>Wild countryside</th>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <th>Urban buffer</th>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>eFUA_name</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Aberdeen</th>\n",
       "      <td>0.468477</td>\n",
       "      <td>0.005220</td>\n",
       "      <td>0.027675</td>\n",
       "      <td>0.257100</td>\n",
       "      <td>0.022771</td>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.175328</td>\n",
       "      <td>0.000592</td>\n",
       "      <td>0.013168</td>\n",
       "      <td>0.006675</td>\n",
       "      <td>0.004019</td>\n",
       "      <td>0.002651</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.899303e-04</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((396554.928 831071.162, 397438.641 83...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ashford</th>\n",
       "      <td>0.792438</td>\n",
       "      <td>0.002350</td>\n",
       "      <td>0.020485</td>\n",
       "      <td>0.010379</td>\n",
       "      <td>0.006240</td>\n",
       "      <td>0.000156</td>\n",
       "      <td>0.161470</td>\n",
       "      <td>0.005389</td>\n",
       "      <td>0.001027</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((602189.278 150124.384, 603122.280 15...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Aylesbury</th>\n",
       "      <td>0.594360</td>\n",
       "      <td>0.002455</td>\n",
       "      <td>0.021155</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.006748</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.357481</td>\n",
       "      <td>0.013276</td>\n",
       "      <td>0.001616</td>\n",
       "      <td>0.002087</td>\n",
       "      <td>0.000700</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((482806.424 224230.769, 488374.430 22...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ayr</th>\n",
       "      <td>0.501468</td>\n",
       "      <td>0.022157</td>\n",
       "      <td>0.016522</td>\n",
       "      <td>0.176886</td>\n",
       "      <td>0.024273</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>0.186826</td>\n",
       "      <td>0.000690</td>\n",
       "      <td>0.004353</td>\n",
       "      <td>0.005485</td>\n",
       "      <td>0.000936</td>\n",
       "      <td>0.000540</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((231195.220 644361.282, 232093.134 64...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Basingstoke</th>\n",
       "      <td>0.761136</td>\n",
       "      <td>0.001093</td>\n",
       "      <td>0.016944</td>\n",
       "      <td>0.020100</td>\n",
       "      <td>0.014514</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.177885</td>\n",
       "      <td>0.006340</td>\n",
       "      <td>0.001947</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.000027</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((453434.478 164656.715, 456230.544 16...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Torquay</th>\n",
       "      <td>0.459776</td>\n",
       "      <td>0.021057</td>\n",
       "      <td>0.057665</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.001896</td>\n",
       "      <td>0.017460</td>\n",
       "      <td>0.352002</td>\n",
       "      <td>0.012217</td>\n",
       "      <td>0.002042</td>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000754</td>\n",
       "      <td>0.000429</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((283655.593 77926.976, 285531.153 778...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warwick</th>\n",
       "      <td>0.758988</td>\n",
       "      <td>0.001588</td>\n",
       "      <td>0.020888</td>\n",
       "      <td>0.001150</td>\n",
       "      <td>0.007358</td>\n",
       "      <td>0.000081</td>\n",
       "      <td>0.197949</td>\n",
       "      <td>0.003104</td>\n",
       "      <td>0.006854</td>\n",
       "      <td>0.000392</td>\n",
       "      <td>0.001649</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((436352.125 272287.416, 437276.849 27...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <td>0.601651</td>\n",
       "      <td>0.016805</td>\n",
       "      <td>0.047726</td>\n",
       "      <td>0.001526</td>\n",
       "      <td>0.001523</td>\n",
       "      <td>0.000270</td>\n",
       "      <td>0.273466</td>\n",
       "      <td>0.007674</td>\n",
       "      <td>0.005740</td>\n",
       "      <td>0.000041</td>\n",
       "      <td>0.000464</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((341492.027 172229.335, 342423.543 17...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Worcester</th>\n",
       "      <td>0.682591</td>\n",
       "      <td>0.014683</td>\n",
       "      <td>0.032913</td>\n",
       "      <td>0.008708</td>\n",
       "      <td>0.002392</td>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.248869</td>\n",
       "      <td>0.003711</td>\n",
       "      <td>0.004114</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.001473</td>\n",
       "      <td>0.000454</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.662308e-07</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((393165.300 255935.724, 394091.146 25...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>York</th>\n",
       "      <td>0.778846</td>\n",
       "      <td>0.006016</td>\n",
       "      <td>0.019338</td>\n",
       "      <td>0.005078</td>\n",
       "      <td>0.002115</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.177203</td>\n",
       "      <td>0.004220</td>\n",
       "      <td>0.002867</td>\n",
       "      <td>0.000859</td>\n",
       "      <td>0.002051</td>\n",
       "      <td>0.001406</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((477925.637 467990.574, 478836.596 46...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>88 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                   Countryside agriculture  Accessible suburbia  Open sprawl  \\\n",
       "eFUA_name                                                                      \n",
       "Aberdeen                          0.468477             0.005220     0.027675   \n",
       "Ashford                           0.792438             0.002350     0.020485   \n",
       "Aylesbury                         0.594360             0.002455     0.021155   \n",
       "Ayr                               0.501468             0.022157     0.016522   \n",
       "Basingstoke                       0.761136             0.001093     0.016944   \n",
       "...                                    ...                  ...          ...   \n",
       "Torquay                           0.459776             0.021057     0.057665   \n",
       "Warwick                           0.758988             0.001588     0.020888   \n",
       "Weston-super-Mare                 0.601651             0.016805     0.047726   \n",
       "Worcester                         0.682591             0.014683     0.032913   \n",
       "York                              0.778846             0.006016     0.019338   \n",
       "\n",
       "                   Wild countryside  Warehouse/Park land  \\\n",
       "eFUA_name                                                  \n",
       "Aberdeen                   0.257100             0.022771   \n",
       "Ashford                    0.010379             0.006240   \n",
       "Aylesbury                  0.000123             0.006748   \n",
       "Ayr                        0.176886             0.024273   \n",
       "Basingstoke                0.020100             0.014514   \n",
       "...                             ...                  ...   \n",
       "Torquay                    0.000000             0.001896   \n",
       "Warwick                    0.001150             0.007358   \n",
       "Weston-super-Mare          0.001526             0.001523   \n",
       "Worcester                  0.008708             0.002392   \n",
       "York                       0.005078             0.002115   \n",
       "\n",
       "                   Gridded residential quarters  Urban buffer  \\\n",
       "eFUA_name                                                       \n",
       "Aberdeen                               0.001013      0.175328   \n",
       "Ashford                                0.000156      0.161470   \n",
       "Aylesbury                              0.000000      0.357481   \n",
       "Ayr                                    0.000057      0.186826   \n",
       "Basingstoke                            0.000000      0.177885   \n",
       "...                                         ...           ...   \n",
       "Torquay                                0.017460      0.352002   \n",
       "Warwick                                0.000081      0.197949   \n",
       "Weston-super-Mare                      0.000270      0.273466   \n",
       "Worcester                              0.000009      0.248869   \n",
       "York                                   0.000000      0.177203   \n",
       "\n",
       "                   Disconnected suburbia  Dense residential neighbourhoods  \\\n",
       "eFUA_name                                                                    \n",
       "Aberdeen                        0.000592                          0.013168   \n",
       "Ashford                         0.005389                          0.001027   \n",
       "Aylesbury                       0.013276                          0.001616   \n",
       "Ayr                             0.000690                          0.004353   \n",
       "Basingstoke                     0.006340                          0.001947   \n",
       "...                                  ...                               ...   \n",
       "Torquay                         0.012217                          0.002042   \n",
       "Warwick                         0.003104                          0.006854   \n",
       "Weston-super-Mare               0.007674                          0.005740   \n",
       "Worcester                       0.003711                          0.004114   \n",
       "York                            0.004220                          0.002867   \n",
       "\n",
       "                   Connected residential neighbourhoods  \\\n",
       "eFUA_name                                                 \n",
       "Aberdeen                                       0.006675   \n",
       "Ashford                                        0.000063   \n",
       "Aylesbury                                      0.002087   \n",
       "Ayr                                            0.005485   \n",
       "Basingstoke                                    0.000014   \n",
       "...                                                 ...   \n",
       "Torquay                                        0.000016   \n",
       "Warwick                                        0.000392   \n",
       "Weston-super-Mare                              0.000041   \n",
       "Worcester                                      0.000085   \n",
       "York                                           0.000859   \n",
       "\n",
       "                   Dense urban neighbourhoods  Local urbanity  \\\n",
       "eFUA_name                                                       \n",
       "Aberdeen                             0.004019        0.002651   \n",
       "Ashford                              0.000003        0.000000   \n",
       "Aylesbury                            0.000700        0.000000   \n",
       "Ayr                                  0.000936        0.000540   \n",
       "Basingstoke                          0.000027        0.000000   \n",
       "...                                       ...             ...   \n",
       "Torquay                              0.000754        0.000429   \n",
       "Warwick                              0.001649        0.000000   \n",
       "Weston-super-Mare                    0.000464        0.000000   \n",
       "Worcester                            0.001473        0.000454   \n",
       "York                                 0.002051        0.001406   \n",
       "\n",
       "                   Concentrated urbanity  Regional urbanity  \\\n",
       "eFUA_name                                                     \n",
       "Aberdeen                             0.0       7.899303e-04   \n",
       "Ashford                              0.0       0.000000e+00   \n",
       "Aylesbury                            0.0       0.000000e+00   \n",
       "Ayr                                  0.0       0.000000e+00   \n",
       "Basingstoke                          0.0       0.000000e+00   \n",
       "...                                  ...                ...   \n",
       "Torquay                              0.0       0.000000e+00   \n",
       "Warwick                              0.0       0.000000e+00   \n",
       "Weston-super-Mare                    0.0       0.000000e+00   \n",
       "Worcester                            0.0       4.662308e-07   \n",
       "York                                 0.0       0.000000e+00   \n",
       "\n",
       "                   Metropolitan urbanity  Hyper concentrated urbanity  \\\n",
       "eFUA_name                                                               \n",
       "Aberdeen                             0.0                          0.0   \n",
       "Ashford                              0.0                          0.0   \n",
       "Aylesbury                            0.0                          0.0   \n",
       "Ayr                                  0.0                          0.0   \n",
       "Basingstoke                          0.0                          0.0   \n",
       "...                                  ...                          ...   \n",
       "Torquay                              0.0                          0.0   \n",
       "Warwick                              0.0                          0.0   \n",
       "Weston-super-Mare                    0.0                          0.0   \n",
       "Worcester                            0.0                          0.0   \n",
       "York                                 0.0                          0.0   \n",
       "\n",
       "                                                            geometry  \n",
       "eFUA_name                                                             \n",
       "Aberdeen           POLYGON ((396554.928 831071.162, 397438.641 83...  \n",
       "Ashford            POLYGON ((602189.278 150124.384, 603122.280 15...  \n",
       "Aylesbury          POLYGON ((482806.424 224230.769, 488374.430 22...  \n",
       "Ayr                POLYGON ((231195.220 644361.282, 232093.134 64...  \n",
       "Basingstoke        POLYGON ((453434.478 164656.715, 456230.544 16...  \n",
       "...                                                              ...  \n",
       "Torquay            POLYGON ((283655.593 77926.976, 285531.153 778...  \n",
       "Warwick            POLYGON ((436352.125 272287.416, 437276.849 27...  \n",
       "Weston-super-Mare  POLYGON ((341492.027 172229.335, 342423.543 17...  \n",
       "Worcester          POLYGON ((393165.300 255935.724, 394091.146 25...  \n",
       "York               POLYGON ((477925.637 467990.574, 478836.596 46...  \n",
       "\n",
       "[88 rows x 17 columns]"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "interpolated"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "09ae4ad3-cb98-45b1-bdc2-5c4695c8e7a8",
   "metadata": {},
   "outputs": [],
   "source": [
    "for_heatmap = interpolated.drop(columns=[\"geometry\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "id": "36189537-35e5-4615-8a25-64bcfaee16e7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>eFUA_name</th>\n",
       "      <th>Aberdeen</th>\n",
       "      <th>Ashford</th>\n",
       "      <th>Aylesbury</th>\n",
       "      <th>Ayr</th>\n",
       "      <th>Basingstoke</th>\n",
       "      <th>Bedford</th>\n",
       "      <th>Birmingham</th>\n",
       "      <th>Blackburn</th>\n",
       "      <th>Blackpool</th>\n",
       "      <th>Blackwater</th>\n",
       "      <th>...</th>\n",
       "      <th>Stoke-on-Trent</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Swindon</th>\n",
       "      <th>Taunton</th>\n",
       "      <th>Telford</th>\n",
       "      <th>Torquay</th>\n",
       "      <th>Warwick</th>\n",
       "      <th>Weston-super-Mare</th>\n",
       "      <th>Worcester</th>\n",
       "      <th>York</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.468477</td>\n",
       "      <td>0.792438</td>\n",
       "      <td>0.594360</td>\n",
       "      <td>0.501468</td>\n",
       "      <td>0.761136</td>\n",
       "      <td>0.420932</td>\n",
       "      <td>0.321044</td>\n",
       "      <td>0.368766</td>\n",
       "      <td>0.281667</td>\n",
       "      <td>0.416880</td>\n",
       "      <td>...</td>\n",
       "      <td>0.525861</td>\n",
       "      <td>0.277877</td>\n",
       "      <td>0.833133</td>\n",
       "      <td>0.801086</td>\n",
       "      <td>0.711197</td>\n",
       "      <td>0.459776</td>\n",
       "      <td>0.758988</td>\n",
       "      <td>0.601651</td>\n",
       "      <td>6.825910e-01</td>\n",
       "      <td>0.778846</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.005220</td>\n",
       "      <td>0.002350</td>\n",
       "      <td>0.002455</td>\n",
       "      <td>0.022157</td>\n",
       "      <td>0.001093</td>\n",
       "      <td>0.010153</td>\n",
       "      <td>0.036182</td>\n",
       "      <td>0.007712</td>\n",
       "      <td>0.140768</td>\n",
       "      <td>0.017973</td>\n",
       "      <td>...</td>\n",
       "      <td>0.041220</td>\n",
       "      <td>0.017430</td>\n",
       "      <td>0.001827</td>\n",
       "      <td>0.001379</td>\n",
       "      <td>0.003193</td>\n",
       "      <td>0.021057</td>\n",
       "      <td>0.001588</td>\n",
       "      <td>0.016805</td>\n",
       "      <td>1.468346e-02</td>\n",
       "      <td>0.006016</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.027675</td>\n",
       "      <td>0.020485</td>\n",
       "      <td>0.021155</td>\n",
       "      <td>0.016522</td>\n",
       "      <td>0.016944</td>\n",
       "      <td>0.031639</td>\n",
       "      <td>0.098189</td>\n",
       "      <td>0.083923</td>\n",
       "      <td>0.079557</td>\n",
       "      <td>0.123921</td>\n",
       "      <td>...</td>\n",
       "      <td>0.059460</td>\n",
       "      <td>0.041449</td>\n",
       "      <td>0.023318</td>\n",
       "      <td>0.033191</td>\n",
       "      <td>0.072830</td>\n",
       "      <td>0.057665</td>\n",
       "      <td>0.020888</td>\n",
       "      <td>0.047726</td>\n",
       "      <td>3.291301e-02</td>\n",
       "      <td>0.019338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.257100</td>\n",
       "      <td>0.010379</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.176886</td>\n",
       "      <td>0.020100</td>\n",
       "      <td>0.000271</td>\n",
       "      <td>0.001096</td>\n",
       "      <td>0.085286</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.024821</td>\n",
       "      <td>0.020823</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.005899</td>\n",
       "      <td>0.009630</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.001150</td>\n",
       "      <td>0.001526</td>\n",
       "      <td>8.708496e-03</td>\n",
       "      <td>0.005078</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.022771</td>\n",
       "      <td>0.006240</td>\n",
       "      <td>0.006748</td>\n",
       "      <td>0.024273</td>\n",
       "      <td>0.014514</td>\n",
       "      <td>0.004346</td>\n",
       "      <td>0.192086</td>\n",
       "      <td>0.026957</td>\n",
       "      <td>0.008568</td>\n",
       "      <td>0.027476</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008652</td>\n",
       "      <td>0.015282</td>\n",
       "      <td>0.006343</td>\n",
       "      <td>0.000582</td>\n",
       "      <td>0.013964</td>\n",
       "      <td>0.001896</td>\n",
       "      <td>0.007358</td>\n",
       "      <td>0.001523</td>\n",
       "      <td>2.391937e-03</td>\n",
       "      <td>0.002115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.000156</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000029</td>\n",
       "      <td>0.000096</td>\n",
       "      <td>0.017656</td>\n",
       "      <td>0.106125</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018814</td>\n",
       "      <td>0.009396</td>\n",
       "      <td>0.000418</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.017460</td>\n",
       "      <td>0.000081</td>\n",
       "      <td>0.000270</td>\n",
       "      <td>9.261159e-06</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.175328</td>\n",
       "      <td>0.161470</td>\n",
       "      <td>0.357481</td>\n",
       "      <td>0.186826</td>\n",
       "      <td>0.177885</td>\n",
       "      <td>0.518984</td>\n",
       "      <td>0.243663</td>\n",
       "      <td>0.351137</td>\n",
       "      <td>0.268043</td>\n",
       "      <td>0.387318</td>\n",
       "      <td>...</td>\n",
       "      <td>0.303327</td>\n",
       "      <td>0.565439</td>\n",
       "      <td>0.121925</td>\n",
       "      <td>0.146105</td>\n",
       "      <td>0.184388</td>\n",
       "      <td>0.352002</td>\n",
       "      <td>0.197949</td>\n",
       "      <td>0.273466</td>\n",
       "      <td>2.488687e-01</td>\n",
       "      <td>0.177203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.000592</td>\n",
       "      <td>0.005389</td>\n",
       "      <td>0.013276</td>\n",
       "      <td>0.000690</td>\n",
       "      <td>0.006340</td>\n",
       "      <td>0.005282</td>\n",
       "      <td>0.036050</td>\n",
       "      <td>0.001384</td>\n",
       "      <td>0.000172</td>\n",
       "      <td>0.023926</td>\n",
       "      <td>...</td>\n",
       "      <td>0.002936</td>\n",
       "      <td>0.001013</td>\n",
       "      <td>0.006562</td>\n",
       "      <td>0.004286</td>\n",
       "      <td>0.004788</td>\n",
       "      <td>0.012217</td>\n",
       "      <td>0.003104</td>\n",
       "      <td>0.007674</td>\n",
       "      <td>3.710574e-03</td>\n",
       "      <td>0.004220</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.013168</td>\n",
       "      <td>0.001027</td>\n",
       "      <td>0.001616</td>\n",
       "      <td>0.004353</td>\n",
       "      <td>0.001947</td>\n",
       "      <td>0.004564</td>\n",
       "      <td>0.027543</td>\n",
       "      <td>0.024933</td>\n",
       "      <td>0.004334</td>\n",
       "      <td>0.002409</td>\n",
       "      <td>...</td>\n",
       "      <td>0.010294</td>\n",
       "      <td>0.002800</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.003498</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.002042</td>\n",
       "      <td>0.006854</td>\n",
       "      <td>0.005740</td>\n",
       "      <td>4.114386e-03</td>\n",
       "      <td>0.002867</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.006675</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>0.002087</td>\n",
       "      <td>0.005485</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.001761</td>\n",
       "      <td>0.023219</td>\n",
       "      <td>0.022438</td>\n",
       "      <td>0.000877</td>\n",
       "      <td>0.000042</td>\n",
       "      <td>...</td>\n",
       "      <td>0.001383</td>\n",
       "      <td>0.001339</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000058</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000392</td>\n",
       "      <td>0.000041</td>\n",
       "      <td>8.471374e-05</td>\n",
       "      <td>0.000859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.004019</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000700</td>\n",
       "      <td>0.000936</td>\n",
       "      <td>0.000027</td>\n",
       "      <td>0.001921</td>\n",
       "      <td>0.015444</td>\n",
       "      <td>0.009011</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000057</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003226</td>\n",
       "      <td>0.001152</td>\n",
       "      <td>0.001028</td>\n",
       "      <td>0.001144</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000754</td>\n",
       "      <td>0.001649</td>\n",
       "      <td>0.000464</td>\n",
       "      <td>1.473075e-03</td>\n",
       "      <td>0.002051</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.002651</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000540</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000118</td>\n",
       "      <td>0.003214</td>\n",
       "      <td>0.000740</td>\n",
       "      <td>0.000733</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000007</td>\n",
       "      <td>0.000912</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000429</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>4.535272e-04</td>\n",
       "      <td>0.001406</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.000790</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000106</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>4.662308e-07</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000602</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 88 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "eFUA_name                             Aberdeen   Ashford  Aylesbury       Ayr  \\\n",
       "Countryside agriculture               0.468477  0.792438   0.594360  0.501468   \n",
       "Accessible suburbia                   0.005220  0.002350   0.002455  0.022157   \n",
       "Open sprawl                           0.027675  0.020485   0.021155  0.016522   \n",
       "Wild countryside                      0.257100  0.010379   0.000123  0.176886   \n",
       "Warehouse/Park land                   0.022771  0.006240   0.006748  0.024273   \n",
       "Gridded residential quarters          0.001013  0.000156   0.000000  0.000057   \n",
       "Urban buffer                          0.175328  0.161470   0.357481  0.186826   \n",
       "Disconnected suburbia                 0.000592  0.005389   0.013276  0.000690   \n",
       "Dense residential neighbourhoods      0.013168  0.001027   0.001616  0.004353   \n",
       "Connected residential neighbourhoods  0.006675  0.000063   0.002087  0.005485   \n",
       "Dense urban neighbourhoods            0.004019  0.000003   0.000700  0.000936   \n",
       "Local urbanity                        0.002651  0.000000   0.000000  0.000540   \n",
       "Concentrated urbanity                 0.000000  0.000000   0.000000  0.000000   \n",
       "Regional urbanity                     0.000790  0.000000   0.000000  0.000000   \n",
       "Metropolitan urbanity                 0.000000  0.000000   0.000000  0.000000   \n",
       "Hyper concentrated urbanity           0.000000  0.000000   0.000000  0.000000   \n",
       "\n",
       "eFUA_name                             Basingstoke   Bedford  Birmingham  \\\n",
       "Countryside agriculture                  0.761136  0.420932    0.321044   \n",
       "Accessible suburbia                      0.001093  0.010153    0.036182   \n",
       "Open sprawl                              0.016944  0.031639    0.098189   \n",
       "Wild countryside                         0.020100  0.000271    0.001096   \n",
       "Warehouse/Park land                      0.014514  0.004346    0.192086   \n",
       "Gridded residential quarters             0.000000  0.000029    0.000096   \n",
       "Urban buffer                             0.177885  0.518984    0.243663   \n",
       "Disconnected suburbia                    0.006340  0.005282    0.036050   \n",
       "Dense residential neighbourhoods         0.001947  0.004564    0.027543   \n",
       "Connected residential neighbourhoods     0.000014  0.001761    0.023219   \n",
       "Dense urban neighbourhoods               0.000027  0.001921    0.015444   \n",
       "Local urbanity                           0.000000  0.000118    0.003214   \n",
       "Concentrated urbanity                    0.000000  0.000000    0.000000   \n",
       "Regional urbanity                        0.000000  0.000000    0.001571   \n",
       "Metropolitan urbanity                    0.000000  0.000000    0.000602   \n",
       "Hyper concentrated urbanity              0.000000  0.000000    0.000000   \n",
       "\n",
       "eFUA_name                             Blackburn  Blackpool  Blackwater  ...  \\\n",
       "Countryside agriculture                0.368766   0.281667    0.416880  ...   \n",
       "Accessible suburbia                    0.007712   0.140768    0.017973  ...   \n",
       "Open sprawl                            0.083923   0.079557    0.123921  ...   \n",
       "Wild countryside                       0.085286   0.000000    0.000000  ...   \n",
       "Warehouse/Park land                    0.026957   0.008568    0.027476  ...   \n",
       "Gridded residential quarters           0.017656   0.106125    0.000000  ...   \n",
       "Urban buffer                           0.351137   0.268043    0.387318  ...   \n",
       "Disconnected suburbia                  0.001384   0.000172    0.023926  ...   \n",
       "Dense residential neighbourhoods       0.024933   0.004334    0.002409  ...   \n",
       "Connected residential neighbourhoods   0.022438   0.000877    0.000042  ...   \n",
       "Dense urban neighbourhoods             0.009011   0.000000    0.000057  ...   \n",
       "Local urbanity                         0.000740   0.000733    0.000000  ...   \n",
       "Concentrated urbanity                  0.000000   0.000000    0.000000  ...   \n",
       "Regional urbanity                      0.000000   0.000000    0.000000  ...   \n",
       "Metropolitan urbanity                  0.000000   0.000000    0.000000  ...   \n",
       "Hyper concentrated urbanity            0.000000   0.000000    0.000000  ...   \n",
       "\n",
       "eFUA_name                             Stoke-on-Trent   Swansea   Swindon  \\\n",
       "Countryside agriculture                     0.525861  0.277877  0.833133   \n",
       "Accessible suburbia                         0.041220  0.017430  0.001827   \n",
       "Open sprawl                                 0.059460  0.041449  0.023318   \n",
       "Wild countryside                            0.024821  0.020823  0.001921   \n",
       "Warehouse/Park land                         0.008652  0.015282  0.006343   \n",
       "Gridded residential quarters                0.018814  0.009396  0.000418   \n",
       "Urban buffer                                0.303327  0.565439  0.121925   \n",
       "Disconnected suburbia                       0.002936  0.001013  0.006562   \n",
       "Dense residential neighbourhoods            0.010294  0.002800  0.003296   \n",
       "Connected residential neighbourhoods        0.001383  0.001339  0.000086   \n",
       "Dense urban neighbourhoods                  0.003226  0.001152  0.001028   \n",
       "Local urbanity                              0.000007  0.000912  0.000003   \n",
       "Concentrated urbanity                       0.000000  0.000000  0.000000   \n",
       "Regional urbanity                           0.000000  0.000106  0.000000   \n",
       "Metropolitan urbanity                       0.000000  0.000000  0.000000   \n",
       "Hyper concentrated urbanity                 0.000000  0.000000  0.000000   \n",
       "\n",
       "eFUA_name                              Taunton   Telford   Torquay   Warwick  \\\n",
       "Countryside agriculture               0.801086  0.711197  0.459776  0.758988   \n",
       "Accessible suburbia                   0.001379  0.003193  0.021057  0.001588   \n",
       "Open sprawl                           0.033191  0.072830  0.057665  0.020888   \n",
       "Wild countryside                      0.005899  0.009630  0.000000  0.001150   \n",
       "Warehouse/Park land                   0.000582  0.013964  0.001896  0.007358   \n",
       "Gridded residential quarters          0.000000  0.000000  0.017460  0.000081   \n",
       "Urban buffer                          0.146105  0.184388  0.352002  0.197949   \n",
       "Disconnected suburbia                 0.004286  0.004788  0.012217  0.003104   \n",
       "Dense residential neighbourhoods      0.003498  0.000000  0.002042  0.006854   \n",
       "Connected residential neighbourhoods  0.000058  0.000000  0.000016  0.000392   \n",
       "Dense urban neighbourhoods            0.001144  0.000000  0.000754  0.001649   \n",
       "Local urbanity                        0.000005  0.000000  0.000429  0.000000   \n",
       "Concentrated urbanity                 0.000000  0.000000  0.000000  0.000000   \n",
       "Regional urbanity                     0.000000  0.000000  0.000000  0.000000   \n",
       "Metropolitan urbanity                 0.000000  0.000000  0.000000  0.000000   \n",
       "Hyper concentrated urbanity           0.000000  0.000000  0.000000  0.000000   \n",
       "\n",
       "eFUA_name                             Weston-super-Mare     Worcester  \\\n",
       "Countryside agriculture                        0.601651  6.825910e-01   \n",
       "Accessible suburbia                            0.016805  1.468346e-02   \n",
       "Open sprawl                                    0.047726  3.291301e-02   \n",
       "Wild countryside                               0.001526  8.708496e-03   \n",
       "Warehouse/Park land                            0.001523  2.391937e-03   \n",
       "Gridded residential quarters                   0.000270  9.261159e-06   \n",
       "Urban buffer                                   0.273466  2.488687e-01   \n",
       "Disconnected suburbia                          0.007674  3.710574e-03   \n",
       "Dense residential neighbourhoods               0.005740  4.114386e-03   \n",
       "Connected residential neighbourhoods           0.000041  8.471374e-05   \n",
       "Dense urban neighbourhoods                     0.000464  1.473075e-03   \n",
       "Local urbanity                                 0.000000  4.535272e-04   \n",
       "Concentrated urbanity                          0.000000  0.000000e+00   \n",
       "Regional urbanity                              0.000000  4.662308e-07   \n",
       "Metropolitan urbanity                          0.000000  0.000000e+00   \n",
       "Hyper concentrated urbanity                    0.000000  0.000000e+00   \n",
       "\n",
       "eFUA_name                                 York  \n",
       "Countryside agriculture               0.778846  \n",
       "Accessible suburbia                   0.006016  \n",
       "Open sprawl                           0.019338  \n",
       "Wild countryside                      0.005078  \n",
       "Warehouse/Park land                   0.002115  \n",
       "Gridded residential quarters          0.000000  \n",
       "Urban buffer                          0.177203  \n",
       "Disconnected suburbia                 0.004220  \n",
       "Dense residential neighbourhoods      0.002867  \n",
       "Connected residential neighbourhoods  0.000859  \n",
       "Dense urban neighbourhoods            0.002051  \n",
       "Local urbanity                        0.001406  \n",
       "Concentrated urbanity                 0.000000  \n",
       "Regional urbanity                     0.000000  \n",
       "Metropolitan urbanity                 0.000000  \n",
       "Hyper concentrated urbanity           0.000000  \n",
       "\n",
       "[16 rows x 88 columns]"
      ]
     },
     "execution_count": 80,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "for_heatmap.T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "id": "846e1c07-45e6-4cc0-9f13-6e7f5fbc819b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.colors import LogNorm\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "da931925-18ce-4725-a296-464c1e1a2493",
   "metadata": {},
   "outputs": [],
   "source": [
    "order = ['Wild countryside', 'Countryside agriculture', 'Urban buffer',\n",
    "       'Warehouse/Park land', 'Open sprawl', 'Disconnected suburbia',\n",
    "       'Accessible suburbia', 'Connected residential neighbourhoods',\n",
    "       'Dense residential neighbourhoods', 'Gridded residential quarters',\n",
    "       'Dense urban neighbourhoods', 'Local urbanity', 'Regional urbanity',\n",
    "       'Metropolitan urbanity', 'Concentrated urbanity',\n",
    "       'Hyper concentrated urbanity'\n",
    "    ]\n",
    "order.reverse()\n",
    "for_heatmap = for_heatmap[\n",
    "    order\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "be3a3780-44a2-42db-a500-34ec7e2ca7f9",
   "metadata": {},
   "outputs": [],
   "source": [
    "plot_data2 = geopandas.GeoDataFrame(columns=[\"level\", \"order\", \"area\", \"urbanity\", \"geometry\"], crs=interpolated.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "015b4e9c-d34f-4ab9-b200-82ca561f877e",
   "metadata": {},
   "outputs": [],
   "source": [
    "sizes = pandas.DataFrame()\n",
    "for centre in order:\n",
    "    sizes[centre] = interpolated[centre] * interpolated.area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "143063e3-a586-43e9-bd4c-d64059316693",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    },
    "scrolled": true,
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n"
     ]
    }
   ],
   "source": [
    "centroids = interpolated.centroid\n",
    "for level, c in enumerate(order):\n",
    "    sub = interpolated[interpolated[c] > 0]\n",
    "    area = sub.area\n",
    "    sub[\"sorter\"] = sub[c] * area\n",
    "    sub = sub.sort_values(\"sorter\", ascending=False)\n",
    "    for i, ix in enumerate(sub.index):\n",
    "        plot_data2.loc[ix] = [level, i, sub[\"sorter\"].loc[ix], c, centroids.loc[ix]]\n",
    "    interpolated = interpolated.drop(sub.index)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "bcd56f34-04d9-4e8f-a1d6-f5d24ab80284",
   "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>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (532033.954 173151.451)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (397140.351 291249.630)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (334233.186 662489.720)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (261190.294 661875.008)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (381084.959 393574.180)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Southport</th>\n",
       "      <td>6</td>\n",
       "      <td>1</td>\n",
       "      <td>1.509241e+06</td>\n",
       "      <td>Gridded residential quarters</td>\n",
       "      <td>POINT (333927.344 415055.653)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Milton Keynes</th>\n",
       "      <td>6</td>\n",
       "      <td>2</td>\n",
       "      <td>1.498690e+06</td>\n",
       "      <td>Gridded residential quarters</td>\n",
       "      <td>POINT (480860.358 238237.828)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Livingston</th>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>3.344023e+05</td>\n",
       "      <td>Dense residential neighbourhoods</td>\n",
       "      <td>POINT (300947.283 668289.615)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Redditch</th>\n",
       "      <td>7</td>\n",
       "      <td>1</td>\n",
       "      <td>3.083904e+05</td>\n",
       "      <td>Dense residential neighbourhoods</td>\n",
       "      <td>POINT (407756.075 259980.966)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Telford</th>\n",
       "      <td>9</td>\n",
       "      <td>0</td>\n",
       "      <td>1.706188e+06</td>\n",
       "      <td>Accessible suburbia</td>\n",
       "      <td>POINT (368072.809 310363.598)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>88 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "              level order          area                          urbanity  \\\n",
       "London            0     0  1.306116e+06       Hyper concentrated urbanity   \n",
       "Birmingham        2     0  1.075148e+06             Metropolitan urbanity   \n",
       "Edinburgh         2     1  6.384964e+05             Metropolitan urbanity   \n",
       "Glasgow           2     2  6.059172e+05             Metropolitan urbanity   \n",
       "Manchester        2     3  5.153730e+05             Metropolitan urbanity   \n",
       "...             ...   ...           ...                               ...   \n",
       "Southport         6     1  1.509241e+06      Gridded residential quarters   \n",
       "Milton Keynes     6     2  1.498690e+06      Gridded residential quarters   \n",
       "Livingston        7     0  3.344023e+05  Dense residential neighbourhoods   \n",
       "Redditch          7     1  3.083904e+05  Dense residential neighbourhoods   \n",
       "Telford           9     0  1.706188e+06               Accessible suburbia   \n",
       "\n",
       "                                    geometry  \n",
       "London         POINT (532033.954 173151.451)  \n",
       "Birmingham     POINT (397140.351 291249.630)  \n",
       "Edinburgh      POINT (334233.186 662489.720)  \n",
       "Glasgow        POINT (261190.294 661875.008)  \n",
       "Manchester     POINT (381084.959 393574.180)  \n",
       "...                                      ...  \n",
       "Southport      POINT (333927.344 415055.653)  \n",
       "Milton Keynes  POINT (480860.358 238237.828)  \n",
       "Livingston     POINT (300947.283 668289.615)  \n",
       "Redditch       POINT (407756.075 259980.966)  \n",
       "Telford        POINT (368072.809 310363.598)  \n",
       "\n",
       "[88 rows x 5 columns]"
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e7585ab-a319-466d-af5f-ea2ea2e7df17",
   "metadata": {},
   "source": [
    "Per proportion within TTWA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "2c125926-ad19-47b8-b4ef-57c3fe9ba141",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 87,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=for_heatmap.loc[plot_data2.index].T, norm=LogNorm())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c0fd9931-aed4-44f8-9e33-1639eeb5d417",
   "metadata": {},
   "source": [
    "Per proportion of type within ttwa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "db1f0265-a75c-411d-8959-c18ede91d736",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=(for_heatmap / for_heatmap.sum(axis=0)).loc[plot_data2.index].T, norm=LogNorm())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "863b90a4-e682-475d-8e47-02c21133ddac",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=(for_heatmap / for_heatmap.sum(axis=0)).loc[plot_data2.index].T, norm=LogNorm(), cmap=\"magma_r\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "595e626d-ec9c-4c59-92f1-0160a9551113",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.11.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}