{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Nettverksanalyse i sgis\n",
    "https://github.com/statisticsnorway/ssb-sgis\n",
    "\n",
    "Notebook-en kan kjøres i dapla hvis man har tilgang til bøtta 'kart'.\n",
    "\n",
    "Eller åpnes her: https://nbviewer.org/github/statisticsnorway/intro_til_geopandas/blob/main/3_nettverksanalyse_lang.ipynb\n",
    "\n",
    "Innhold:\n",
    "- Klargjøre vegdata for nettverksanalyse\n",
    "- get_route_frequency: Tell opp antall ganger hver veg blir brukt\n",
    "- service_area: Finn området som kan nås innen gitte reisetider\n",
    "- od_cost_matrix: Rask beregning av reisetid fra start- til sluttpunkter\n",
    "- get_route: Finn raskeste rute(r) fra A til B"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# for å installere, kjør i terminalen:\n",
    "# poetry add ssb-sgis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import sgis as sg"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Hente vegdata"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Henter vegdata i Oslo for 2022.\n",
    "\n",
    "Dataene kan leses direkte herfra:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "      <th>toangle</th>\n",
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       "      <th>drivetimetourist_bw</th>\n",
       "      <th>drivetimebus_fw</th>\n",
       "      <th>drivetimebus_bw</th>\n",
       "      <th>estimateddrivetimebus_fw</th>\n",
       "      <th>estimateddrivetimebus_bw</th>\n",
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       "      <td>privat veg</td>\n",
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       "          linkid fromnode   tonode         streetname fromangle toangle  \\\n",
       "119702    121690   135529   135537       skogsbilsveg       203     187   \n",
       "199710    203624   223290   223291              Rv163       107     107   \n",
       "199725    203640   223291   223306              Rv163       107     107   \n",
       "199726    203641   223291   223307              Rv163        85      85   \n",
       "199733    203648   223313   223291              Rv163       135     135   \n",
       "...          ...      ...      ...                ...       ...     ...   \n",
       "1944129  2137454  1836098  1836031              Rv191        74      74   \n",
       "1944392  2137723   575129  1836232     Bygdøynesveien       333     333   \n",
       "1944398  2137729  1836234  1836235  Fredriksborgveien       183     183   \n",
       "1944409  2137741  1836240  1481147  Fredriksborgveien       178     178   \n",
       "1944415  2137747  1493921  1836244         privat veg       234     329   \n",
       "\n",
       "        formofway funcroadclass  routeid  from_measure  ...  \\\n",
       "119702          1             7  1058193      0.972103  ...   \n",
       "199710          2             2  1209419      0.000000  ...   \n",
       "199725          2             2  1209420      0.000000  ...   \n",
       "199726          2             2  1209421      0.000000  ...   \n",
       "199733          2             2  1209423      0.000000  ...   \n",
       "...           ...           ...      ...           ...  ...   \n",
       "1944129         5             2  1830201      0.919438  ...   \n",
       "1944392         1             7  3165154      0.000000  ...   \n",
       "1944398         1             7  3165155      0.000000  ...   \n",
       "1944409         1             7  3165155      0.750896  ...   \n",
       "1944415         1             7  3165156      0.000000  ...   \n",
       "\n",
       "         estimateddrivetimetruck_bw drivetimetourist_fw drivetimetourist_bw  \\\n",
       "119702                     0.188357            0.216611            0.216611   \n",
       "199710                    -1.000000            0.099323           -1.000000   \n",
       "199725                    -1.000000            0.173963           -1.000000   \n",
       "199726                    -1.000000            0.011827           -1.000000   \n",
       "199733                    -1.000000            0.009097           -1.000000   \n",
       "...                             ...                 ...                 ...   \n",
       "1944129                   -1.000000            0.010482           -1.000000   \n",
       "1944392                    0.117879            0.135561            0.135561   \n",
       "1944398                    0.059338            0.068239            0.068239   \n",
       "1944409                    0.020547            0.023629            0.023629   \n",
       "1944415                    0.717860            0.175876            0.175876   \n",
       "\n",
       "        drivetimebus_fw drivetimebus_bw estimateddrivetimebus_fw  \\\n",
       "119702         0.216611        0.216611                 0.188357   \n",
       "199710         0.099323       -1.000000                 0.086368   \n",
       "199725         0.173963       -1.000000                 0.151272   \n",
       "199726         0.011827       -1.000000                 0.010284   \n",
       "199733         0.009097       -1.000000                 0.007910   \n",
       "...                 ...             ...                      ...   \n",
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       "1944398        0.068239        0.068239                 0.059338   \n",
       "1944409        0.023629        0.023629                 0.020547   \n",
       "1944415        0.175876        0.175876                 0.717860   \n",
       "\n",
       "        estimateddrivetimebus_bw  lengde SHAPE_Length  \\\n",
       "119702                  0.188357     NaN    36.838554   \n",
       "199710                 -1.000000     NaN   110.359439   \n",
       "199725                 -1.000000     NaN   193.291970   \n",
       "199726                 -1.000000     NaN    13.141298   \n",
       "199733                 -1.000000     NaN    10.107394   \n",
       "...                          ...     ...          ...   \n",
       "1944129                -1.000000     NaN     8.735034   \n",
       "1944392                 0.117879     NaN    46.109289   \n",
       "1944398                 0.059338     NaN    23.210556   \n",
       "1944409                 0.020547     NaN     8.036981   \n",
       "1944415                 0.717860     NaN    59.821648   \n",
       "\n",
       "                                                  geometry  \n",
       "119702   MULTILINESTRING Z ((258028.440 6674249.890 413...  \n",
       "199710   MULTILINESTRING Z ((271778.700 6653238.900 138...  \n",
       "199725   MULTILINESTRING Z ((271884.510 6653207.540 142...  \n",
       "199726   MULTILINESTRING Z ((271884.510 6653207.540 142...  \n",
       "199733   MULTILINESTRING Z ((271877.373 6653214.697 141...  \n",
       "...                                                    ...  \n",
       "1944129  MULTILINESTRING Z ((268649.503 6651869.320 111...  \n",
       "1944392  MULTILINESTRING Z ((259501.570 6648459.580 3.2...  \n",
       "1944398  MULTILINESTRING Z ((258292.600 6648313.440 18....  \n",
       "1944409  MULTILINESTRING Z ((258291.452 6648289.258 19....  \n",
       "1944415  MULTILINESTRING Z ((260762.830 6650240.620 43....  \n",
       "\n",
       "[93395 rows x 46 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = \"https://media.githubusercontent.com/media/statisticsnorway/ssb-sgis/main/tests/testdata/roads_oslo_2022.parquet\"\n",
    "veger = sg.read_parquet_url(url)\n",
    "veger"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Eller herfra, hvis man har tilgang til kart-bøtta:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
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       "      <td>0.062602</td>\n",
       "      <td>0.062602</td>\n",
       "      <td>MULTILINESTRING Z ((265347.560 6654750.570 230...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>B</td>\n",
       "      <td>0.053945</td>\n",
       "      <td>0.053945</td>\n",
       "      <td>MULTILINESTRING Z ((268027.000 6646538.600 160...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>B</td>\n",
       "      <td>0.135625</td>\n",
       "      <td>0.135625</td>\n",
       "      <td>MULTILINESTRING Z ((262066.673 6655401.898 212...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>B</td>\n",
       "      <td>0.111156</td>\n",
       "      <td>0.111156</td>\n",
       "      <td>MULTILINESTRING Z ((268124.331 6646443.504 160...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119295</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.101898</td>\n",
       "      <td>MULTILINESTRING Z ((263061.100 6651519.800 55....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119296</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.019263</td>\n",
       "      <td>MULTILINESTRING Z ((247488.922 6649695.927 26....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119297</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.005270</td>\n",
       "      <td>MULTILINESTRING Z ((247490.918 6649692.213 26....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119298</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.028626</td>\n",
       "      <td>MULTILINESTRING Z ((248167.570 6649285.687 31....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119299</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.092640</td>\n",
       "      <td>MULTILINESTRING Z ((265986.345 6627160.435 125...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>119300 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       oneway  drivetime_fw  drivetime_bw  \\\n",
       "0           B      0.216611      0.216611   \n",
       "1           B      0.062602      0.062602   \n",
       "2           B      0.053945      0.053945   \n",
       "3           B      0.135625      0.135625   \n",
       "4           B      0.111156      0.111156   \n",
       "...       ...           ...           ...   \n",
       "119295     TF     -1.000000      0.101898   \n",
       "119296     TF     -1.000000      0.019263   \n",
       "119297     TF     -1.000000      0.005270   \n",
       "119298     TF     -1.000000      0.028626   \n",
       "119299     TF     -1.000000      0.092640   \n",
       "\n",
       "                                                 geometry  \n",
       "0       MULTILINESTRING Z ((258028.440 6674249.890 413...  \n",
       "1       MULTILINESTRING Z ((265347.560 6654750.570 230...  \n",
       "2       MULTILINESTRING Z ((268027.000 6646538.600 160...  \n",
       "3       MULTILINESTRING Z ((262066.673 6655401.898 212...  \n",
       "4       MULTILINESTRING Z ((268124.331 6646443.504 160...  \n",
       "...                                                   ...  \n",
       "119295  MULTILINESTRING Z ((263061.100 6651519.800 55....  \n",
       "119296  MULTILINESTRING Z ((247488.922 6649695.927 26....  \n",
       "119297  MULTILINESTRING Z ((247490.918 6649692.213 26....  \n",
       "119298  MULTILINESTRING Z ((248167.570 6649285.687 31....  \n",
       "119299  MULTILINESTRING Z ((265986.345 6627160.435 125...  \n",
       "\n",
       "[119300 rows x 4 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "kartdata = \"ssb-prod-kart-data-delt/kartdata_analyse/klargjorte-data\"\n",
    "\n",
    "veger = (\n",
    "    sg.read_geopandas(\n",
    "        f\"{kartdata}/2022/NVDB_ruteplan_nettverk_p20220703_v1.parquet\",\n",
    "        filters=[(\"KOMMUNENR\", \"in\",  (\"0301\", \"3024\", \"3020\"))],\n",
    "        columns=[\"oneway\", \"drivetime_fw\", \"drivetime_bw\", \"geometry\"]\n",
    "    )\n",
    "    .sort_values(\"oneway\")\n",
    "    .reset_index(drop=True)\n",
    ")\n",
    "\n",
    "veger"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Velger kun relevante kolonner for dette formålet: retning og kjøretid."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Gjør klar til nettverksanalyse\n",
    "\n",
    "Starter med å definere noen regler for analysene.\n",
    "\n",
    "Her vil jeg beregne kjøretid med bil. Setter derfor vekt-kolonnen til \"minutes\" og directed til True (som betyr at man bare kan bevege seg i én retning langs vegene)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "NetworkAnalysisRules(directed=True, weight='minutes', search_tolerance=500, search_factor=0, split_lines=True, nodedist_multiplier=None, nodedist_kmh=None)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regler = sg.NetworkAnalysisRules(\n",
    "    weight=\"minutes\",\n",
    "    directed=True,\n",
    "    search_tolerance=500, # meter\n",
    ")\n",
    "regler"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For å få et vegnett der alle veger går i riktig retning, må man snu vegene som går i motsatt/begge retning(er)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "        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>count</th>\n",
       "      <th>hva_må_gjøres</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>oneway</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>B</th>\n",
       "      <td>102631</td>\n",
       "      <td>Duplisere og snu duplikatene</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>FT</th>\n",
       "      <td>10924</td>\n",
       "      <td>Ingenting</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TF</th>\n",
       "      <td>5745</td>\n",
       "      <td>Snu</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         count                 hva_må_gjøres\n",
       "oneway                                      \n",
       "B       102631  Duplisere og snu duplikatene\n",
       "FT       10924                     Ingenting\n",
       "TF        5745                           Snu"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "antall_per_retning = veger.oneway.value_counts().to_frame()\n",
    "\n",
    "antall_per_retning[\"hva_må_gjøres\"] = {\"B\": \"Duplisere og snu duplikatene\", \"TF\": \"Snu\", \"FT\": \"Ingenting\"}\n",
    "\n",
    "antall_per_retning"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Og man må lage en felles minutt-kolonne av kjøretid-kolonnene."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "\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>oneway</th>\n",
       "      <th>drivetime_fw</th>\n",
       "      <th>drivetime_bw</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>B</td>\n",
       "      <td>0.216611</td>\n",
       "      <td>0.216611</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>B</td>\n",
       "      <td>0.062602</td>\n",
       "      <td>0.062602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>B</td>\n",
       "      <td>0.053945</td>\n",
       "      <td>0.053945</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>B</td>\n",
       "      <td>0.135625</td>\n",
       "      <td>0.135625</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>B</td>\n",
       "      <td>0.111156</td>\n",
       "      <td>0.111156</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119295</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.101898</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119296</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.019263</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119297</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.005270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119298</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.028626</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119299</th>\n",
       "      <td>TF</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>0.092640</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>119300 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       oneway  drivetime_fw  drivetime_bw\n",
       "0           B      0.216611      0.216611\n",
       "1           B      0.062602      0.062602\n",
       "2           B      0.053945      0.053945\n",
       "3           B      0.135625      0.135625\n",
       "4           B      0.111156      0.111156\n",
       "...       ...           ...           ...\n",
       "119295     TF     -1.000000      0.101898\n",
       "119296     TF     -1.000000      0.019263\n",
       "119297     TF     -1.000000      0.005270\n",
       "119298     TF     -1.000000      0.028626\n",
       "119299     TF     -1.000000      0.092640\n",
       "\n",
       "[119300 rows x 3 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "veger[[\"oneway\", \"drivetime_fw\", \"drivetime_bw\"]]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Dette kan gjøres sånn her:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\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>oneway</th>\n",
       "      <th>minutes</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>B</td>\n",
       "      <td>0.216611</td>\n",
       "      <td>MULTILINESTRING Z ((258028.440 6674249.890 413...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>B</td>\n",
       "      <td>0.062602</td>\n",
       "      <td>MULTILINESTRING Z ((265347.560 6654750.570 230...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>B</td>\n",
       "      <td>0.053945</td>\n",
       "      <td>MULTILINESTRING Z ((268027.000 6646538.600 160...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>B</td>\n",
       "      <td>0.135625</td>\n",
       "      <td>MULTILINESTRING Z ((262066.673 6655401.898 212...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>B</td>\n",
       "      <td>0.111156</td>\n",
       "      <td>MULTILINESTRING Z ((268124.331 6646443.504 160...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221822</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.101898</td>\n",
       "      <td>MULTILINESTRING Z ((263009.600 6651564.100 54....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221823</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.019263</td>\n",
       "      <td>MULTILINESTRING Z ((247482.167 6649709.778 26....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221824</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.005270</td>\n",
       "      <td>MULTILINESTRING Z ((247488.922 6649695.927 26....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221825</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.028626</td>\n",
       "      <td>MULTILINESTRING Z ((248151.801 6649269.396 31....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221826</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.092640</td>\n",
       "      <td>MULTILINESTRING Z ((265966.376 6627206.697 126...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>221827 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       oneway   minutes                                           geometry\n",
       "0           B  0.216611  MULTILINESTRING Z ((258028.440 6674249.890 413...\n",
       "1           B  0.062602  MULTILINESTRING Z ((265347.560 6654750.570 230...\n",
       "2           B  0.053945  MULTILINESTRING Z ((268027.000 6646538.600 160...\n",
       "3           B  0.135625  MULTILINESTRING Z ((262066.673 6655401.898 212...\n",
       "4           B  0.111156  MULTILINESTRING Z ((268124.331 6646443.504 160...\n",
       "...       ...       ...                                                ...\n",
       "221822     TF  0.101898  MULTILINESTRING Z ((263009.600 6651564.100 54....\n",
       "221823     TF  0.019263  MULTILINESTRING Z ((247482.167 6649709.778 26....\n",
       "221824     TF  0.005270  MULTILINESTRING Z ((247488.922 6649695.927 26....\n",
       "221825     TF  0.028626  MULTILINESTRING Z ((248151.801 6649269.396 31....\n",
       "221826     TF  0.092640  MULTILINESTRING Z ((265966.376 6627206.697 126...\n",
       "\n",
       "[221827 rows x 3 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "veger_med_retning = sg.make_directed_network_norway(veger, dropnegative=True)\n",
    "veger_med_retning"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Kilometer før: 5663.95873677671\n",
      "Kilometer nå: 10705.69080730138\n"
     ]
    }
   ],
   "source": [
    "print(\"Kilometer før:\", veger.length.sum() / 1000)\n",
    "print(\"Kilometer nå:\", veger_med_retning.length.sum() / 1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0         0.216611\n",
       "1         0.062602\n",
       "2         0.053945\n",
       "3         0.135625\n",
       "4         0.111156\n",
       "            ...   \n",
       "221822    0.101898\n",
       "221823    0.019263\n",
       "221824    0.005270\n",
       "221825    0.028626\n",
       "221826    0.092640\n",
       "Name: minutes, Length: 221827, dtype: float64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "veger_med_retning.minutes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Man bør også fjerne isolerte nettverksøyer. Dette er gjerne veger bak bommer (innkjørsler, inni borettslag).\n",
    "\n",
    "Sånn her kan man finne og fjerne nettverksøyene:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>oneway</th>\n",
       "      <th>minutes</th>\n",
       "      <th>geometry</th>\n",
       "      <th>connected</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>B</td>\n",
       "      <td>0.062602</td>\n",
       "      <td>LINESTRING Z (265347.560 6654750.570 230.981, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>B</td>\n",
       "      <td>0.053945</td>\n",
       "      <td>LINESTRING Z (268027.000 6646538.600 160.863, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>B</td>\n",
       "      <td>0.135625</td>\n",
       "      <td>LINESTRING Z (262066.673 6655401.898 212.598, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>B</td>\n",
       "      <td>0.111156</td>\n",
       "      <td>LINESTRING Z (268124.331 6646443.504 160.221, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>B</td>\n",
       "      <td>0.042334</td>\n",
       "      <td>LINESTRING Z (267727.700 6646980.000 181.563, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221822</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.101898</td>\n",
       "      <td>LINESTRING Z (263009.600 6651564.100 54.560, 2...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221823</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.019263</td>\n",
       "      <td>LINESTRING Z (247482.167 6649709.778 26.419, 2...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221824</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.005270</td>\n",
       "      <td>LINESTRING Z (247488.922 6649695.927 26.548, 2...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221825</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.028626</td>\n",
       "      <td>LINESTRING Z (248151.801 6649269.396 31.281, 2...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>221826</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.092640</td>\n",
       "      <td>LINESTRING Z (265966.376 6627206.697 126.538, ...</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>204464 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       oneway   minutes                                           geometry  \\\n",
       "1           B  0.062602  LINESTRING Z (265347.560 6654750.570 230.981, ...   \n",
       "2           B  0.053945  LINESTRING Z (268027.000 6646538.600 160.863, ...   \n",
       "3           B  0.135625  LINESTRING Z (262066.673 6655401.898 212.598, ...   \n",
       "4           B  0.111156  LINESTRING Z (268124.331 6646443.504 160.221, ...   \n",
       "5           B  0.042334  LINESTRING Z (267727.700 6646980.000 181.563, ...   \n",
       "...       ...       ...                                                ...   \n",
       "221822     TF  0.101898  LINESTRING Z (263009.600 6651564.100 54.560, 2...   \n",
       "221823     TF  0.019263  LINESTRING Z (247482.167 6649709.778 26.419, 2...   \n",
       "221824     TF  0.005270  LINESTRING Z (247488.922 6649695.927 26.548, 2...   \n",
       "221825     TF  0.028626  LINESTRING Z (248151.801 6649269.396 31.281, 2...   \n",
       "221826     TF  0.092640  LINESTRING Z (265966.376 6627206.697 126.538, ...   \n",
       "\n",
       "        connected  \n",
       "1             1.0  \n",
       "2             1.0  \n",
       "3             1.0  \n",
       "4             1.0  \n",
       "5             1.0  \n",
       "...           ...  \n",
       "221822        1.0  \n",
       "221823        1.0  \n",
       "221824        1.0  \n",
       "221825        1.0  \n",
       "221826        1.0  \n",
       "\n",
       "[204464 rows x 4 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "veger_ned_tilknytning = sg.get_connected_components(veger_med_retning).query(\"connected == 1\")\n",
    "veger_ned_tilknytning"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Kilometer før: 10705.69080730138\n",
      "Kilometer nå: 9522.320634061576\n"
     ]
    }
   ],
   "source": [
    "print(\"Kilometer før:\", veger_med_retning.length.sum() / 1000)\n",
    "print(\"Kilometer nå:\", veger_ned_tilknytning.length.sum() / 1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "center=(258390.86261584033, 6648229.964901017), size=1000\n"
     ]
    },
    {
     "data": {
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       "    \n",
       "    &lt;script src=&quot;https://code.jquery.com/ui/1.12.1/jquery-ui.js&quot;&gt;&lt;/script&gt;\n",
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       "        border-radius: 5px;\n",
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       "    \n",
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       "    \n",
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       "        &lt;div class=&#x27;legend-title&#x27;&gt;label&lt;/div&gt;\n",
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       "            &lt;ul class=&#x27;legend-labels&#x27;&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#4576ff&#x27;&gt;&lt;/span&gt;veger_med_retning&lt;/li&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#ff455e&#x27;&gt;&lt;/span&gt;veger_ned_tilknytning&lt;/li&gt;\n",
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       "                {\n",
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       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_9c1dfecb35216710199ea822fe1421ed.addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "        \n",
       "    \n",
       "    L.Control.Measure.include({ _setCaptureMarkerIcon: function () { this._captureMarker.options.autoPanOnFocus = false; this._captureMarker.setIcon( L.divIcon({ iconSize: this._map.getSize().multiplyBy(2), }), ); }, });\n",
       "    var measure_control_93b0b4607f32bfe67d095a7fdc7d5df5 = new L.Control.Measure(\n",
       "        {&quot;activeColor&quot;: &quot;red&quot;, &quot;captureZIndex&quot;: false, &quot;completedColor&quot;: &quot;red&quot;, &quot;position&quot;: &quot;bottomleft&quot;, &quot;primaryAreaUnit&quot;: &quot;sqmeters&quot;, &quot;primaryLengthUnit&quot;: &quot;m&quot;, &quot;secondaryAreaUnit&quot;: &quot;sqkilometers&quot;, &quot;secondaryLengthUnit&quot;: &quot;kilometers&quot;, &quot;thousandsSep&quot;: &quot;&quot;, &quot;units&quot;: {&quot;m&quot;: {&quot;decimals&quot;: 6, &quot;display&quot;: &quot;m&quot;, &quot;factor&quot;: 1}}});\n",
       "    map_02d95ccc4ed619d1dc3262fc6c48090e.addControl(measure_control_93b0b4607f32bfe67d095a7fdc7d5df5);\n",
       "\n",
       "    \n",
       "            L.control.fullscreen(\n",
       "                {&quot;forceSeparateButton&quot;: true, &quot;position&quot;: &quot;topleft&quot;, &quot;title&quot;: &quot;Expand me&quot;, &quot;titleCancel&quot;: &quot;Exit me&quot;}\n",
       "            ).addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "        \n",
       "    \n",
       "            var mouse_position_e5af5e728115b329835e491bf48fcec3 = new L.Control.MousePosition(\n",
       "                {&quot;emptyString&quot;: &quot;NaN&quot;, &quot;lngFirst&quot;: true, &quot;numDigits&quot;: 8, &quot;position&quot;: &quot;bottomleft&quot;, &quot;prefix&quot;: &quot;&quot;, &quot;separator&quot;: &quot;, &quot;}\n",
       "            );\n",
       "            mouse_position_e5af5e728115b329835e491bf48fcec3.options[&quot;latFormatter&quot;] =\n",
       "                undefined;\n",
       "            mouse_position_e5af5e728115b329835e491bf48fcec3.options[&quot;lngFormatter&quot;] =\n",
       "                undefined;\n",
       "            map_02d95ccc4ed619d1dc3262fc6c48090e.addControl(mouse_position_e5af5e728115b329835e491bf48fcec3);\n",
       "        \n",
       "    \n",
       "\n",
       "            var geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4 = {&quot;collapsed&quot;: false, &quot;defaultMarkGeocode&quot;: true, &quot;position&quot;: &quot;topright&quot;, &quot;provider&quot;: &quot;nominatim&quot;, &quot;providerOptions&quot;: {}, &quot;zoom&quot;: 11};\n",
       "\n",
       "            // note: geocoder name should start with lowercase\n",
       "            var geocoderName_geocoder_b637edc39d8d4f664e7e375541c9ffa4 = geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4[&quot;provider&quot;];\n",
       "\n",
       "            var customGeocoder_geocoder_b637edc39d8d4f664e7e375541c9ffa4 = L.Control.Geocoder[ geocoderName_geocoder_b637edc39d8d4f664e7e375541c9ffa4 ](\n",
       "                geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4[&#x27;providerOptions&#x27;]\n",
       "            );\n",
       "            geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4[&quot;geocoder&quot;] = customGeocoder_geocoder_b637edc39d8d4f664e7e375541c9ffa4;\n",
       "\n",
       "            L.Control.geocoder(\n",
       "                geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4\n",
       "            ).on(&#x27;markgeocode&#x27;, function(e) {\n",
       "                var zoom = geocoderOpts_geocoder_b637edc39d8d4f664e7e375541c9ffa4[&#x27;zoom&#x27;] || map_02d95ccc4ed619d1dc3262fc6c48090e.getZoom();\n",
       "                map_02d95ccc4ed619d1dc3262fc6c48090e.setView(e.geocode.center, zoom);\n",
       "            }).addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "\n",
       "        \n",
       "    \n",
       "            map_02d95ccc4ed619d1dc3262fc6c48090e.fitBounds(\n",
       "                [[59.89603841053452, 10.66445061397861], [59.90954472856244, 10.69688336761325]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_031de6d421839ff357ddedc46ba0b3ca_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#4576ff&quot;, &quot;fillColor&quot;: &quot;#4576ff&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_031de6d421839ff357ddedc46ba0b3ca_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_031de6d421839ff357ddedc46ba0b3ca_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_031de6d421839ff357ddedc46ba0b3ca_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_031de6d421839ff357ddedc46ba0b3ca_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_031de6d421839ff357ddedc46ba0b3ca.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_031de6d421839ff357ddedc46ba0b3ca_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_031de6d421839ff357ddedc46ba0b3ca = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_031de6d421839ff357ddedc46ba0b3ca_onEachFeature,\n",
       "            \n",
       "                style: geo_json_031de6d421839ff357ddedc46ba0b3ca_styler,\n",
       "                pointToLayer: geo_json_031de6d421839ff357ddedc46ba0b3ca_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_031de6d421839ff357ddedc46ba0b3ca_add (data) {\n",
       "            geo_json_031de6d421839ff357ddedc46ba0b3ca\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_031de6d421839ff357ddedc46ba0b3ca_add({&quot;bbox&quot;: [10.66445061397861, 59.89603841053452, 10.69688336761325, 59.90954472856244], &quot;features&quot;: [{&quot;bbox&quot;: [10.69639979173773, 59.902315485250114, 10.696747456075583, 59.90240362955044], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.696747456075583, 59.90240362955044, 7.135852987734732], [10.69639979173773, 59.902315485250114, 7.870999999999185]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;156758&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 156758, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.18612769440835006, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69639979173773, 59.902315485250114, 10.696747456075583, 59.90240362955044], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.69639979173773, 59.902315485250114, 7.870999999999185], [10.696747456075583, 59.90240362955044, 7.135852987734732]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;54179&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 54179, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.18612769440835006, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.696237732434458, 59.90240583314334, 10.696685356586634, 59.90254836794454], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.696685356586634, 59.90254836794454, 5.667086560117834], [10.696237732434458, 59.90240583314334, 6.679000000003725]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;147647&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 147647, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.10450725271049102, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.696237732434458, 59.90240583314334, 10.696685356586634, 59.90254836794454], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.696237732434458, 59.90240583314334, 6.679000000003725], [10.696685356586634, 59.90254836794454, 5.667086560117834]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;45068&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 45068, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.10450725271049102, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695370315654229, 59.90240583314334, 10.696237732434458, 59.90297454000884], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695370315654229, 59.90297454000884, 6.9539999999979045], [10.695675556582081, 59.90277411141902, 8.254000000000815], [10.696237732434458, 59.90240583314334, 6.679000000003725]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;206066&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 206066, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.23314244276733923, &quot;oneway&quot;: &quot;FT&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694730707998078, 59.90280859174111, 10.695296738393287, 59.90301861288944], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.694730707998078, 59.90280859174111, 7.364000000001397], [10.695296738393287, 59.90301861288944, 6.857000000003609]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;156910&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 156910, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.11581839186769571, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694730707998078, 59.90280859174111, 10.695296738393287, 59.90301861288944], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695296738393287, 59.90301861288944, 6.857000000003609], [10.694730707998078, 59.90280859174111, 7.364000000001397]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;54331&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 54331, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.11581839186769571, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695641610055851, 59.90292489554752, 10.695890710971211, 59.9030725614189], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695641610055851, 59.9030725614189, 7.687000000005355], [10.695890710971211, 59.90292489554752, 9.436000000001513]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;54465&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 54465, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.06341678135699554, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695641610055851, 59.90292489554752, 10.695890710971211, 59.9030725614189], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695890710971211, 59.90292489554752, 9.436000000001513], [10.695641610055851, 59.9030725614189, 7.687000000005355]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;157044&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 157044, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.06341678135699554, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69533079271867, 59.90297454000884, 10.695370315654229, 59.9029973007856], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.69533079271867, 59.9029973007856, 6.903000000005704], [10.695370315654229, 59.90297454000884, 6.9539999999979045]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;35029&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 35029, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.009828510930211237, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69533079271867, 59.90297454000884, 10.695370315654229, 59.9029973007856], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695370315654229, 59.90297454000884, 6.9539999999979045], [10.69533079271867, 59.9029973007856, 6.903000000005704]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;137608&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 137608, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.009828510930211237, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695296738393287, 59.9029973007856, 10.69533079271867, 59.90301861288944], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695296738393287, 59.90301861288944, 6.857000000003609], [10.69533079271867, 59.9029973007856, 6.903000000005704]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;35031&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 35031, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.008893085193202236, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695296738393287, 59.9029973007856, 10.69533079271867, 59.90301861288944], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.69533079271867, 59.9029973007856, 6.903000000005704], [10.695296738393287, 59.90301861288944, 6.857000000003609]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;137610&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 137610, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.008893085193202236, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695370315654229, 59.90297454000884, 10.695641610055851, 59.9030725614189], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695370315654229, 59.90297454000884, 6.9539999999979045], [10.695641610055851, 59.9030725614189, 7.687000000005355]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;22628&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 22628, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.055001233746629144, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695370315654229, 59.90297454000884, 10.695641610055851, 59.9030725614189], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695641610055851, 59.9030725614189, 7.687000000005355], [10.695370315654229, 59.90297454000884, 6.9539999999979045]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;125207&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 125207, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.055001233746629144, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69533079271867, 59.9029973007856, 10.695980859959707, 59.90324542452069], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.69533079271867, 59.9029973007856, 6.903000000005704], [10.695980859959707, 59.90324542452069, 7.474000000001979]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;156906&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 156906, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.13437282019122546, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69533079271867, 59.9029973007856, 10.695980859959707, 59.90324542452069], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695980859959707, 59.90324542452069, 7.474000000001979], [10.69533079271867, 59.9029973007856, 6.903000000005704]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;54327&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 54327, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.13437282019122546, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694813706860156, 59.90301861288944, 10.695296738393287, 59.903340596242394], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.694813706860156, 59.903340596242394, 8.040999999997439], [10.695296738393287, 59.90301861288944, 6.857000000003609]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;35033&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 35033, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.1311987235751842, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694813706860156, 59.90301861288944, 10.695296738393287, 59.903340596242394], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695296738393287, 59.90301861288944, 6.857000000003609], [10.694813706860156, 59.903340596242394, 8.040999999997439]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;137612&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 137612, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.1311987235751842, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695641610055851, 59.9030725614189, 10.696282647400906, 59.90330501133288], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.695641610055851, 59.9030725614189, 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{&quot;coordinates&quot;: [[10.665105206473545, 59.90320662562603, 11.302999999999884], [10.66473813370899, 59.9037241737039, 13.052999999999884], [10.664568021256745, 59.904080955208634, 13.552999999999884], [10.664533328373766, 59.90425066419031, 13.353000000002794], [10.664599785729173, 59.90489606653298, 12.403000000005704]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;5160&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 5160, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.5678701226840277, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.66445061397861, 59.90489606653298, 10.664599785729173, 59.9056100538203], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.66445061397861, 59.9056100538203, 14.845530770621057], [10.664511179979181, 59.90532917957857, 14.472999999998137], [10.664580071334484, 59.90515259422745, 13.963000000003376], [10.664599785729173, 59.90489606653298, 12.403000000005704]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;107738&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 107738, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.3955350908147257, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.66445061397861, 59.90489606653298, 10.664599785729173, 59.9056100538203], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.664599785729173, 59.90489606653298, 12.403000000005704], [10.664580071334484, 59.90515259422745, 13.963000000003376], [10.664511179979181, 59.90532917957857, 14.472999999998137], [10.66445061397861, 59.9056100538203, 14.845530770621057]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;5159&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 5159, &quot;label&quot;: &quot;veger_med_retning&quot;, &quot;minutes&quot;: 0.3955350908147257, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_031de6d421839ff357ddedc46ba0b3ca.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_031de6d421839ff357ddedc46ba0b3ca.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_031de6d421839ff357ddedc46ba0b3ca.addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "        \n",
       "    \n",
       "        function geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#ff455e&quot;, &quot;fillColor&quot;: &quot;#ff455e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_d4dd9faf35a5d14dadc3b7d70fe40043.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_d4dd9faf35a5d14dadc3b7d70fe40043 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_onEachFeature,\n",
       "            \n",
       "                style: geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_styler,\n",
       "                pointToLayer: geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_add (data) {\n",
       "            geo_json_d4dd9faf35a5d14dadc3b7d70fe40043\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_d4dd9faf35a5d14dadc3b7d70fe40043_add({&quot;bbox&quot;: [10.670814382062728, 59.89617540660946, 10.69688336761325, 59.90954472856244], &quot;features&quot;: [{&quot;bbox&quot;: [10.680465380886652, 59.89617540660946, 10.680810369615413, 59.896577544991764], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680465380886652, 59.89617540660946, 4.649000000004889], [10.680790229924614, 59.89624705578956, 4.048999999999069], [10.680809320683426, 59.89626224074434, 3.9290000000037253], [10.680810369615413, 59.89632367336792, 3.80899999999383], [10.680664560465763, 59.896577544991764, 2.1459999999933643]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;50749&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 50749, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.17099070945178585, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680465380886652, 59.89617540660946, 10.680810369615413, 59.896577544991764], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680664560465763, 59.896577544991764, 2.1459999999933643], [10.680810369615413, 59.89632367336792, 3.80899999999383], [10.680809320683426, 59.89626224074434, 3.9290000000037253], [10.680790229924614, 59.89624705578956, 4.048999999999069], [10.680465380886652, 59.89617540660946, 4.649000000004889]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;144693&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 144693, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.17099070945178585, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.68113568170256, 59.896474795363694, 10.681212669273242, 59.896655685943706], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.681212669273242, 59.896655685943706, 2.2660000000032596], [10.68113568170256, 59.896547024869406, 2.385999999998603], [10.68116512018002, 59.896474795363694, 2.2660000000032596]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;51234&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 51234, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.061948261170837474, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.68113568170256, 59.896474795363694, 10.681212669273242, 59.896655685943706], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.68116512018002, 59.896474795363694, 2.2660000000032596], [10.68113568170256, 59.896547024869406, 2.385999999998603], [10.681212669273242, 59.896655685943706, 2.2660000000032596]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145178&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 145178, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.061948261170837474, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680309498118199, 59.896561203291746, 10.680641562896215, 59.896622398036], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680641562896215, 59.896622398036, 2.105999999999767], [10.680309498118199, 59.896561203291746, 2.5829999999987194]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;51379&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 51379, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.0582242971809138, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680309498118199, 59.896561203291746, 10.680641562896215, 59.896622398036], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680309498118199, 59.896561203291746, 2.5829999999987194], [10.680641562896215, 59.896622398036, 2.105999999999767]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145323&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 145323, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.0582242971809138, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680641562896215, 59.896577544991764, 10.680664560465763, 59.896622398036], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680641562896215, 59.896622398036, 2.105999999999767], [10.680664560465763, 59.896577544991764, 2.1459999999933643]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145325&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 145325, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.0151758872915971, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680641562896215, 59.896577544991764, 10.680664560465763, 59.896622398036], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.680664560465763, 59.896577544991764, 2.1459999999933643], [10.680641562896215, 59.896622398036, 2.105999999999767]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;51381&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 51381, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.0151758872915971, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.680664560465763, 59.896577544991764, 10.681212669273242, 59.896655685943706], &quot;geometry&quot;: {&quot;coordinates&quot;: [[10.681212669273242, 59.896655685943706, 2.2660000000032596], [10.680784774969187, 59.896583092048985, 2.5059999999939464], [10.680664560465763, 59.896577544991764, 2.1459999999933643]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145338&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;connected&quot;: 1.0, &quot;index&quot;: 145338, &quot;label&quot;: &quot;veger_ned_tilknytning&quot;, &quot;minutes&quot;: 0.09421799434911626, &quot;oneway&quot;: &quot;B&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: 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&quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_d4dd9faf35a5d14dadc3b7d70fe40043.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;connected&quot;, &quot;label&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;connected&quot;, &quot;label&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_d4dd9faf35a5d14dadc3b7d70fe40043.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;connected&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;oneway&quot;, &quot;minutes&quot;, &quot;connected&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_d4dd9faf35a5d14dadc3b7d70fe40043.addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "        \n",
       "    \n",
       "            var layer_control_e0387cab17174b3a32b6a95dd0750b3b_layers = {\n",
       "                base_layers : {\n",
       "                    &quot;openstreetmap&quot; : tile_layer_9c1dfecb35216710199ea822fe1421ed,\n",
       "                },\n",
       "                overlays :  {\n",
       "                    &quot;veger_med_retning&quot; : geo_json_031de6d421839ff357ddedc46ba0b3ca,\n",
       "                    &quot;veger_ned_tilknytning&quot; : geo_json_d4dd9faf35a5d14dadc3b7d70fe40043,\n",
       "                },\n",
       "            };\n",
       "            let layer_control_e0387cab17174b3a32b6a95dd0750b3b = L.control.layers(\n",
       "                layer_control_e0387cab17174b3a32b6a95dd0750b3b_layers.base_layers,\n",
       "                layer_control_e0387cab17174b3a32b6a95dd0750b3b_layers.overlays,\n",
       "                {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n",
       "            ).addTo(map_02d95ccc4ed619d1dc3262fc6c48090e);\n",
       "\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7c6608c0f160>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sg.samplemap(veger_med_retning, veger_ned_tilknytning)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nå er vegene klare for nettverksanalyse:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "NetworkAnalysis(\n",
       "    network=Network(9522 km, percent_bidirectional=85),\n",
       "    rules=NetworkAnalysisRules(weight=minutes, directed=True, search_tolerance=500, search_factor=0, split_lines=True, ...),\n",
       "    log=True, detailed_log=False,\n",
       ")"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nwa = sg.NetworkAnalysis(network=veger_ned_tilknytning, rules=regler)\n",
    "nwa"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Først en liten test av retning\n",
    "La oss teste at retningen lages riktig.\n",
    "\n",
    "Sjekker at tur-retur Vippetangen-Ryen går i riktige tunnelløp."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "vippetangen = sg.to_gdf([10.741527, 59.9040595], crs=4326).to_crs(veger.crs)\n",
    "ryen = sg.to_gdf([10.8047522, 59.8949826], crs=4326).to_crs(veger.crs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "OBS: Å beregne én rute av gangen går mye treigere enn å beregne mange samtidig."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "                            margin: auto;\n",
       "                        }\n",
       "                       .foliumpopup table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumpopup tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumpopup th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "    &lt;script src=&quot;https://code.jquery.com/ui/1.12.1/jquery-ui.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script&gt;$( function() {\n",
       "        $( &quot;.maplegend&quot; ).draggable({\n",
       "            start: function (event, ui) {\n",
       "                $(this).css({\n",
       "                    right: &quot;auto&quot;,\n",
       "                    top: &quot;auto&quot;,\n",
       "                    bottom: &quot;auto&quot;\n",
       "                });\n",
       "            }\n",
       "        });\n",
       "    });\n",
       "    &lt;/script&gt;\n",
       "    &lt;style type=&#x27;text/css&#x27;&gt;\n",
       "      .maplegend {\n",
       "        position: absolute;\n",
       "        z-index:9999;\n",
       "        background-color: rgba(255, 255, 255, .8);\n",
       "        border-radius: 5px;\n",
       "        box-shadow: 0 0 15px rgba(0,0,0,0.2);\n",
       "        padding: 10px;\n",
       "        font: 12px/14px Arial, Helvetica, sans-serif;\n",
       "        right: 10px;\n",
       "        bottom: 20px;\n",
       "      }\n",
       "      .maplegend .legend-title {\n",
       "        text-align: left;\n",
       "        margin-bottom: 5px;\n",
       "        font-weight: bold;\n",
       "        }\n",
       "      .maplegend .legend-scale ul {\n",
       "        margin: 0;\n",
       "        margin-bottom: 0px;\n",
       "        padding: 0;\n",
       "        float: left;\n",
       "        list-style: none;\n",
       "        }\n",
       "      .maplegend .legend-scale ul li {\n",
       "        list-style: none;\n",
       "        margin-left: 0;\n",
       "        line-height: 16px;\n",
       "        margin-bottom: 2px;\n",
       "        }\n",
       "      .maplegend ul.legend-labels li span {\n",
       "        display: block;\n",
       "        float: left;\n",
       "        height: 14px;\n",
       "        width: 14px;\n",
       "        margin-right: 5px;\n",
       "        margin-left: 0;\n",
       "        border: 0px solid #ccc;\n",
       "        }\n",
       "      .maplegend .legend-source {\n",
       "        color: #777;\n",
       "        clear: both;\n",
       "        }\n",
       "      .maplegend a {\n",
       "        color: #777;\n",
       "        }\n",
       "    &lt;/style&gt;\n",
       "    \n",
       "&lt;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "    &lt;div id=&#x27;maplegend label&#x27; class=&#x27;maplegend&#x27;&gt;\n",
       "        &lt;div class=&#x27;legend-title&#x27;&gt;label&lt;/div&gt;\n",
       "        &lt;div class=&#x27;legend-scale&#x27;&gt;\n",
       "            &lt;ul class=&#x27;legend-labels&#x27;&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#4576ff&#x27;&gt;&lt;/span&gt;ryen_til_vippa&lt;/li&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#ff455e&#x27;&gt;&lt;/span&gt;vippa_til_ryen&lt;/li&gt;\n",
       "            &lt;/ul&gt;\n",
       "        &lt;/div&gt;\n",
       "    &lt;/div&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_78bbb5320e52d09cfa34f83a3594fcf8&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_78bbb5320e52d09cfa34f83a3594fcf8 = L.map(\n",
       "                &quot;map_78bbb5320e52d09cfa34f83a3594fcf8&quot;,\n",
       "                {\n",
       "                    center: [59.901651203109154, 10.77320289808894],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: true,\n",
       "                }\n",
       "            );\n",
       "            L.control.scale().addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_9e52bee5a7b21f46d2dcb0f0e5bc8a78 = L.tileLayer(\n",
       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_9e52bee5a7b21f46d2dcb0f0e5bc8a78.addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "        \n",
       "    \n",
       "    L.Control.Measure.include({ _setCaptureMarkerIcon: function () { this._captureMarker.options.autoPanOnFocus = false; this._captureMarker.setIcon( L.divIcon({ iconSize: this._map.getSize().multiplyBy(2), }), ); }, });\n",
       "    var measure_control_23e9701646e6a6624aeabe9bbf26e740 = new L.Control.Measure(\n",
       "        {&quot;activeColor&quot;: &quot;red&quot;, &quot;captureZIndex&quot;: false, &quot;completedColor&quot;: &quot;red&quot;, &quot;position&quot;: &quot;bottomleft&quot;, &quot;primaryAreaUnit&quot;: &quot;sqmeters&quot;, &quot;primaryLengthUnit&quot;: &quot;m&quot;, &quot;secondaryAreaUnit&quot;: &quot;sqkilometers&quot;, &quot;secondaryLengthUnit&quot;: &quot;kilometers&quot;, &quot;thousandsSep&quot;: &quot;&quot;, &quot;units&quot;: {&quot;m&quot;: {&quot;decimals&quot;: 6, &quot;display&quot;: &quot;m&quot;, &quot;factor&quot;: 1}}});\n",
       "    map_78bbb5320e52d09cfa34f83a3594fcf8.addControl(measure_control_23e9701646e6a6624aeabe9bbf26e740);\n",
       "\n",
       "    \n",
       "            L.control.fullscreen(\n",
       "                {&quot;forceSeparateButton&quot;: true, &quot;position&quot;: &quot;topleft&quot;, &quot;title&quot;: &quot;Expand me&quot;, &quot;titleCancel&quot;: &quot;Exit me&quot;}\n",
       "            ).addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "        \n",
       "    \n",
       "            var mouse_position_5bb2efee0a0bfed01e8e12576f82a346 = new L.Control.MousePosition(\n",
       "                {&quot;emptyString&quot;: &quot;NaN&quot;, &quot;lngFirst&quot;: true, &quot;numDigits&quot;: 8, &quot;position&quot;: &quot;bottomleft&quot;, &quot;prefix&quot;: &quot;&quot;, &quot;separator&quot;: &quot;, &quot;}\n",
       "            );\n",
       "            mouse_position_5bb2efee0a0bfed01e8e12576f82a346.options[&quot;latFormatter&quot;] =\n",
       "                undefined;\n",
       "            mouse_position_5bb2efee0a0bfed01e8e12576f82a346.options[&quot;lngFormatter&quot;] =\n",
       "                undefined;\n",
       "            map_78bbb5320e52d09cfa34f83a3594fcf8.addControl(mouse_position_5bb2efee0a0bfed01e8e12576f82a346);\n",
       "        \n",
       "    \n",
       "\n",
       "            var geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3 = {&quot;collapsed&quot;: false, &quot;defaultMarkGeocode&quot;: true, &quot;position&quot;: &quot;topright&quot;, &quot;provider&quot;: &quot;nominatim&quot;, &quot;providerOptions&quot;: {}, &quot;zoom&quot;: 11};\n",
       "\n",
       "            // note: geocoder name should start with lowercase\n",
       "            var geocoderName_geocoder_4b735441adf626cefe44176f1c29c6e3 = geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3[&quot;provider&quot;];\n",
       "\n",
       "            var customGeocoder_geocoder_4b735441adf626cefe44176f1c29c6e3 = L.Control.Geocoder[ geocoderName_geocoder_4b735441adf626cefe44176f1c29c6e3 ](\n",
       "                geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3[&#x27;providerOptions&#x27;]\n",
       "            );\n",
       "            geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3[&quot;geocoder&quot;] = customGeocoder_geocoder_4b735441adf626cefe44176f1c29c6e3;\n",
       "\n",
       "            L.Control.geocoder(\n",
       "                geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3\n",
       "            ).on(&#x27;markgeocode&#x27;, function(e) {\n",
       "                var zoom = geocoderOpts_geocoder_4b735441adf626cefe44176f1c29c6e3[&#x27;zoom&#x27;] || map_78bbb5320e52d09cfa34f83a3594fcf8.getZoom();\n",
       "                map_78bbb5320e52d09cfa34f83a3594fcf8.setView(e.geocode.center, zoom);\n",
       "            }).addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "\n",
       "        \n",
       "    \n",
       "            map_78bbb5320e52d09cfa34f83a3594fcf8.fitBounds(\n",
       "                [[59.89481898877857, 10.741464017702539], [59.90848341743975, 10.804941778475342]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_ca1b207f7ae8238b9d9fa086e5f04561_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#4576ff&quot;, &quot;fillColor&quot;: &quot;#4576ff&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_ca1b207f7ae8238b9d9fa086e5f04561_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_ca1b207f7ae8238b9d9fa086e5f04561_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_ca1b207f7ae8238b9d9fa086e5f04561_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_ca1b207f7ae8238b9d9fa086e5f04561_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_ca1b207f7ae8238b9d9fa086e5f04561.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_ca1b207f7ae8238b9d9fa086e5f04561_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_ca1b207f7ae8238b9d9fa086e5f04561 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_ca1b207f7ae8238b9d9fa086e5f04561_onEachFeature,\n",
       "            \n",
       "                style: geo_json_ca1b207f7ae8238b9d9fa086e5f04561_styler,\n",
       "                pointToLayer: geo_json_ca1b207f7ae8238b9d9fa086e5f04561_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_ca1b207f7ae8238b9d9fa086e5f04561_add (data) {\n",
       "            geo_json_ca1b207f7ae8238b9d9fa086e5f04561\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_ca1b207f7ae8238b9d9fa086e5f04561_add({&quot;bbox&quot;: [10.741464017702539, 59.8949672961583, 10.804941778475342, 59.90848341743975], &quot;features&quot;: [{&quot;bbox&quot;: [10.741464017702539, 59.8949672961583, 10.804941778475342, 59.90848341743975], &quot;geometry&quot;: {&quot;coordinates&quot;: [[[10.804933407774076, 59.8949672961583], [10.804941778475342, 59.89499231675898]], [[10.741609143943931, 59.904205936135334], [10.741493736704241, 59.90410412850948], [10.741464017702539, 59.90408688082699]], [[10.747092956008553, 59.90839587395351], [10.747645220106277, 59.9082592142092]], [[10.746766853522617, 59.90848341743975], [10.747092956008553, 59.90839587395351]], [[10.748578074291887, 59.90803736795422], [10.748373577805264, 59.90794221144385]], [[10.748373577805264, 59.90794221144385], [10.74818529084077, 59.907842255167715]], [[10.74818529084077, 59.907842255167715], [10.74643146607347, 59.90700081511428], [10.7461517215954, 59.90688182877437]], [[10.748469227750547, 59.90806123156656], [10.748578074291887, 59.90803736795422]], [[10.7461517215954, 59.90688182877437], [10.74610269546401, 59.906859401280606]], [[10.744400700299956, 59.905994373621944], [10.743907522023713, 59.90549198067454], [10.74376383199014, 59.905219604378836]], [[10.745890610014657, 59.90675958934495], [10.745318745474643, 59.90647378745294]], [[10.74610269546401, 59.906859401280606], [10.745922635841916, 59.90677466144187]], [[10.745922635841916, 59.90677466144187], [10.745890610014657, 59.90675958934495]], [[10.74245119332306, 59.90499098824181], [10.742353632703145, 59.90494441793257], [10.742204031283109, 59.90481518768791]], [[10.747645220106277, 59.9082592142092], [10.748188495744216, 59.90812476155517]], [[10.748188495744216, 59.90812476155517], [10.748469227750547, 59.90806123156656]], [[10.744796334724839, 59.90636636842989], [10.744682761638714, 59.90632223336151], [10.744642841766384, 59.90624302017139]], [[10.743055556151393, 59.90514916504973], [10.743035607216049, 59.90512003389248]], [[10.742204031283109, 59.90481518768791], [10.741609143943931, 59.904205936135334]], [[10.74376383199014, 59.905219604378836], [10.74355263260873, 59.90515853539753]], [[10.745318745474643, 59.90647378745294], [10.745239488194168, 59.90646847542511], [10.745041820841658, 59.90640024674406]], [[10.745499447323825, 59.906950346522976], [10.745389019472036, 59.907105858360914], [10.745404634346565, 59.9072620100692], [10.74548542730071, 59.90735660735616], [10.745818561501599, 59.90763074410476]], [[10.748750106249588, 59.90647755758079], [10.74843710721601, 59.906585426671214]], [[10.772754739166382, 59.89993977246386], [10.769413994537505, 59.89934236867063]], [[10.74843710721601, 59.906585426671214], [10.747353136453242, 59.906692149548576], [10.746184001875925, 59.90674041619015], [10.745973521954758, 59.90676094764109], [10.745922635841916, 59.90677466144187]], [[10.745922635841916, 59.90677466144187], [10.745694079164352, 59.90683625705059], [10.745499447323825, 59.906950346522976]], [[10.769413994537505, 59.89934236867063], [10.768407067829813, 59.89916792460657], [10.767736488725243, 59.89907892138613], [10.767134314827034, 59.89902898073798], [10.766360590004687, 59.89900498864274], [10.765634977114171, 59.8990248008008], [10.764833336485058, 59.8990934142878], [10.764327177625326, 59.89916074461251], [10.763600629577528, 59.89930010425396], [10.762954651568915, 59.899467230917764], [10.762336071299965, 59.899672102585626], [10.761823861111438, 59.899884893301376], [10.761244728409382, 59.900187241258145], [10.760745365110324, 59.90052362748917], [10.760367025939939, 59.90085132295164], [10.760095386295921, 59.90115637959189], [10.759891969405126, 59.90148138354364]], [[10.743316208557022, 59.90520010919877], [10.743171989333485, 59.90519712574952], [10.743055556151393, 59.90514916504973]], [[10.745818561501599, 59.90763074410476], [10.746715191354625, 59.908366832721136], [10.746754158434168, 59.908437455094884]], [[10.746754158434168, 59.908437455094884], [10.746766853522617, 59.90848341743975]], [[10.759891969405126, 59.90148138354364], [10.759864756877157, 59.90156076620986]], [[10.758018742800584, 59.903875700202846], [10.757457870118088, 59.90423185287735], [10.756916285378601, 59.90451678186422], [10.756328207163682, 59.90477746064584], [10.755604497759611, 59.90504320397334], [10.754931469035375, 59.905245658439604], [10.754328866572523, 59.90539571226053], [10.75192174177245, 59.90587697504221]], [[10.75190229316614, 59.90588080713449], [10.749695275776032, 59.906314989133776], [10.748750106249588, 59.90647755758079]], [[10.75192174177245, 59.90587697504221], [10.75190229316614, 59.90588080713449]], [[10.759864756877157, 59.90156076620986], [10.759490677879331, 59.90227964390001], [10.759101240213809, 59.90283833406332], [10.758638444916105, 59.903346194016926], [10.758018742800584, 59.903875700202846]], [[10.803885999098704, 59.89833048188728], [10.803878389309759, 59.898338583247174]], [[10.803878389309759, 59.898338583247174], [10.803452396476379, 59.89874990527121], [10.803095672444487, 59.89901749586594], [10.802713439132415, 59.89925193886308], [10.802131468793002, 59.89953429943291], [10.801643037230752, 59.899725663680144], [10.801053301862668, 59.89990933407798], [10.800479667678964, 59.90004842383191], [10.79966584290408, 59.90019110205454], [10.79915190196162, 59.90024915463995], [10.797862998759426, 59.90032113318468], [10.791350580992408, 59.90041438919998], [10.790071743959157, 59.90046532197245], [10.788804350789995, 59.90056217746243], [10.787863556462256, 59.90066461985479], [10.786630128835274, 59.90084195478147], [10.785917887535769, 59.90097586129721]], [[10.785917887535769, 59.90097586129721], [10.784550786495315, 59.901251536360675], [10.78330536836212, 59.901494830415594]], [[10.804649468558182, 59.89666226650604], [10.804565684441071, 59.8970731455386], [10.80443455683015, 59.89750122614724], [10.804239987647778, 59.89787391089174], [10.803885999098704, 59.89833048188728]], [[10.804659903723241, 59.895554121693294], [10.804690579946543, 59.89581480730284]], [[10.804713418973927, 59.89515677171887], [10.804673453670189, 59.89520866361422]], [[10.804673453670189, 59.89520866361422], [10.804640343693208, 59.89533157234807], [10.804659903723241, 59.895554121693294]], [[10.804690579946543, 59.89581480730284], [10.804701494987883, 59.89616007162231], [10.804649468558182, 59.89666226650604]], [[10.804941778475342, 59.89499231675898], [10.804899403377693, 59.89507278746592], [10.804825225824281, 59.895121673465596]], [[10.772830199000165, 59.90000783505945], [10.772754739166382, 59.89993977246386]], [[10.781968988359651, 59.90175733643602], [10.78145314113775, 59.90183019482909], [10.78108746228666, 59.90186253035371], [10.780506531842876, 59.90188436663649], [10.780052855452807, 59.901862625989125], [10.779533904351519, 59.90179113517618], [10.779041508582425, 59.90166564563123], [10.778838704141766, 59.90158540982639], [10.778623233066787, 59.90149217919919], [10.77777684232711, 59.90103972521913], [10.777566953420292, 59.90094487351346], [10.777344320267561, 59.90086579729498], [10.77697945907333, 59.900765072488795], [10.772830199000165, 59.90000783505945]], [[10.78330536836212, 59.901494830415594], [10.781968988359651, 59.90175733643602]], [[10.804825225824281, 59.895121673465596], [10.804713418973927, 59.89515677171887]], [[10.74355263260873, 59.90515853539753], [10.743466320953837, 59.905135970889]], [[10.745041820841658, 59.90640024674406], [10.744944571620984, 59.90636982157105]], [[10.744642841766384, 59.90624302017139], [10.74457128871129, 59.90618377981393]], [[10.74457128871129, 59.90618377981393], [10.74443840704114, 59.90606643254801], [10.744400700299956, 59.905994373621944]], [[10.743035607216049, 59.90512003389248], [10.742933285962396, 59.90512194821389]], [[10.744944571620984, 59.90636982157105], [10.744796334724839, 59.90636636842989]], [[10.742933285962396, 59.90512194821389], [10.742584246986569, 59.90506016822733], [10.742463639552678, 59.90501292614906], [10.74245119332306, 59.90499098824181]], [[10.743466320953837, 59.905135970889], [10.743414375343596, 59.905173072137], [10.743316208557022, 59.90520010919877]]], &quot;type&quot;: &quot;MultiLineString&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;destination&quot;: 0, &quot;index&quot;: 0, &quot;label&quot;: &quot;ryen_til_vippa&quot;, &quot;minutes&quot;: 5.748209922206391, &quot;origin&quot;: 0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_ca1b207f7ae8238b9d9fa086e5f04561.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_ca1b207f7ae8238b9d9fa086e5f04561.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_ca1b207f7ae8238b9d9fa086e5f04561.addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "        \n",
       "    \n",
       "        function geo_json_4701a922ee2a7be158b90969ef39c657_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#ff455e&quot;, &quot;fillColor&quot;: &quot;#ff455e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_4701a922ee2a7be158b90969ef39c657_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_4701a922ee2a7be158b90969ef39c657_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_4701a922ee2a7be158b90969ef39c657_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_4701a922ee2a7be158b90969ef39c657_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_4701a922ee2a7be158b90969ef39c657.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_4701a922ee2a7be158b90969ef39c657_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_4701a922ee2a7be158b90969ef39c657 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_4701a922ee2a7be158b90969ef39c657_onEachFeature,\n",
       "            \n",
       "                style: geo_json_4701a922ee2a7be158b90969ef39c657_styler,\n",
       "                pointToLayer: geo_json_4701a922ee2a7be158b90969ef39c657_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_4701a922ee2a7be158b90969ef39c657_add (data) {\n",
       "            geo_json_4701a922ee2a7be158b90969ef39c657\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_4701a922ee2a7be158b90969ef39c657_add({&quot;bbox&quot;: [10.741464017702539, 59.89481898877857, 10.804933407774076, 59.90651557101563], &quot;features&quot;: [{&quot;bbox&quot;: [10.741464017702539, 59.89481898877857, 10.804933407774076, 59.90651557101563], &quot;geometry&quot;: {&quot;coordinates&quot;: [[[10.741464017702539, 59.90408688082699], [10.741493736704241, 59.90410412850948], [10.741609143943931, 59.904205936135334]], [[10.80492748801957, 59.89494960158409], [10.804933407774076, 59.8949672961583]], [[10.741609143943931, 59.904205936135334], [10.742204031283109, 59.90481518768791]], [[10.74245119332306, 59.90499098824181], [10.742679014748616, 59.905016361832665], [10.74294037917128, 59.905012595220654]], [[10.742204031283109, 59.90481518768791], [10.742353632703145, 59.90494441793257], [10.74245119332306, 59.90499098824181]], [[10.743316208557022, 59.90520010919877], [10.74334931511012, 59.905240833641585]], [[10.74334931511012, 59.905240833641585], [10.743551392744871, 59.905373613814014]], [[10.759643992667135, 59.901467332781436], [10.75986380848522, 59.90113363213087], [10.7600370800952, 59.900926112983896], [10.760457980930811, 59.90053145308682], [10.760971929023025, 59.90016496611659], [10.761574443288485, 59.89983370000348], [10.762254028041932, 59.89954357748236], [10.763001428563749, 59.899296996847454], [10.76378968032572, 59.899094887168495], [10.764545430126851, 59.8989510715521]], [[10.764545430126851, 59.8989510715521], [10.764884398094965, 59.89890353608616], [10.765437080839092, 59.898850289178]], [[10.743551392744871, 59.905373613814014], [10.743753769407174, 59.90551278744931], [10.744236286218163, 59.90601646914796], [10.74440140611089, 59.90616666020026]], [[10.74440140611089, 59.90616666020026], [10.744569715309842, 59.90626840414316], [10.744736302372837, 59.90633610249619], [10.74492409142367, 59.90638785322018], [10.745127164775095, 59.90642229328172], [10.745911726093844, 59.90647337275835], [10.74694863369046, 59.90650149140525]], [[10.74694863369046, 59.90650149140525], [10.74726189539195, 59.90651557101563]], [[10.759142914006217, 59.9024271038945], [10.759643992667135, 59.901467332781436]], [[10.804786418745477, 59.89484799682614], [10.804883236506553, 59.89490323375876]], [[10.778754324344192, 59.90080337009719], [10.77901366971503, 59.90078627900965]], [[10.765437080839092, 59.898850289178], [10.766070046028394, 59.89881311060401], [10.766656984662765, 59.89881401138333], [10.767630372700614, 59.89887229794722], [10.768593580051244, 59.89898240115723], [10.769335378540699, 59.89910246290501], [10.777719644264478, 59.90060269897135], [10.778754324344192, 59.90080337009719]], [[10.804435699921292, 59.896656844387685], [10.80448903048263, 59.89615161874083]], [[10.80448903048263, 59.89615161874083], [10.804484990600422, 59.895807721772385]], [[10.804484990600422, 59.895807721772385], [10.804459108077781, 59.895522273761145]], [[10.804459108077781, 59.895522273761145], [10.804411380898213, 59.8951932851754]], [[10.804411380898213, 59.8951932851754], [10.804389476712617, 59.89514284631426]], [[10.80369349605758, 59.89827494447051], [10.803994245027328, 59.89792171203197], [10.804217511883683, 59.897506650850175], [10.804368402321183, 59.897029577006556], [10.804435699921292, 59.896656844387685]], [[10.783223221574016, 59.90128189556499], [10.783358348227198, 59.90126423218359]], [[10.783358348227198, 59.90126423218359], [10.784108650312488, 59.90112956242451], [10.78559857991711, 59.90082570985989], [10.786502090819926, 59.90065819606609], [10.786978151228569, 59.9005835231905], [10.787076513400677, 59.9005690669058], [10.788007135101616, 59.90044592983125], [10.789270401906611, 59.900320482997614], [10.790224805842387, 59.90025669798462], [10.79118440250922, 59.90021870689184], [10.797827677238649, 59.90012415384778], [10.798789237882804, 59.900074463389736], [10.799422172693065, 59.90001295462218], [10.799732443400883, 59.89996849620684], [10.800340557689788, 59.899859930003366], [10.800923647797315, 59.89972134045721], [10.801473963372253, 59.899553712472596], [10.801990976767646, 59.89936135451607], [10.802462910357818, 59.899141436652556], [10.802892040489356, 59.89890115317015], [10.803267391974652, 59.89863912044802], [10.80369349605758, 59.89827494447051]], [[10.804340657668483, 59.894863455383344], [10.804525229188204, 59.89481898877857], [10.804731305608342, 59.89483095425232]], [[10.780595854501085, 59.90122365550732], [10.781063444030105, 59.90133305836224], [10.781300463504227, 59.901369429885015], [10.781798777325898, 59.90140608447508], [10.782193126346659, 59.901401640585476], [10.782502285283657, 59.90137738139507], [10.782880245712743, 59.90133284752732], [10.783223221574016, 59.90128189556499]], [[10.77901366971503, 59.90078627900965], [10.779251782636765, 59.90082808435632], [10.77950832872035, 59.90089385845455], [10.780595854501085, 59.90122365550732]], [[10.804883236506553, 59.89490323375876], [10.80492748801957, 59.89494960158409]], [[10.804731305608342, 59.89483095425232], [10.804786418745477, 59.89484799682614]], [[10.804234824980313, 59.89497876718813], [10.804263679347214, 59.894920344028264], [10.804340657668483, 59.894863455383344]], [[10.804249285740667, 59.89504846209029], [10.804234824980313, 59.89497876718813]], [[10.804320244824085, 59.89511006800118], [10.804249285740667, 59.89504846209029]], [[10.804389476712617, 59.89514284631426], [10.804320244824085, 59.89511006800118]], [[10.743466320953837, 59.905135970889], [10.743414375343596, 59.905173072137], [10.743316208557022, 59.90520010919877]], [[10.743098443000173, 59.905003024708215], [10.743215285233367, 59.90497357966494], [10.743287964349925, 59.90497359269122], [10.74339458431768, 59.90499511476105], [10.743451882269193, 59.90502852907538]], [[10.743451882269193, 59.90502852907538], [10.743487849570243, 59.90509176243578]], [[10.743487849570243, 59.90509176243578], [10.743466320953837, 59.905135970889]], [[10.758481224693448, 59.90325972526035], [10.758890901548115, 59.902778525308804], [10.759142914006217, 59.9024271038945]], [[10.751495122984526, 59.905833845487095], [10.754080244711577, 59.905321242621554], [10.754975291992148, 59.90509754039682], [10.755816717502904, 59.90482543623928], [10.756590247917641, 59.90450743824042], [10.757290257983477, 59.90414822176698], [10.757904666857192, 59.90375135490029], [10.758177828421701, 59.90354121304044], [10.758481224693448, 59.90325972526035]], [[10.751473818686748, 59.90583804921156], [10.751495122984526, 59.905833845487095]], [[10.74726189539195, 59.90651557101563], [10.748150076909987, 59.906435559217314], [10.748634279062323, 59.90637171502531], [10.749899326909588, 59.90614884920286], [10.751473818686748, 59.90583804921156]], [[10.74294037917128, 59.905012595220654], [10.743098443000173, 59.905003024708215]]], &quot;type&quot;: &quot;MultiLineString&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;destination&quot;: 0, &quot;index&quot;: 0, &quot;label&quot;: &quot;vippa_til_ryen&quot;, &quot;minutes&quot;: 4.818508027591278, &quot;origin&quot;: 0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_4701a922ee2a7be158b90969ef39c657.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_4701a922ee2a7be158b90969ef39c657.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;origin&quot;, &quot;destination&quot;, &quot;minutes&quot;, &quot;label&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_4701a922ee2a7be158b90969ef39c657.addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "        \n",
       "    \n",
       "            var layer_control_ab07224bda2afec73109b1704a7cddfa_layers = {\n",
       "                base_layers : {\n",
       "                    &quot;openstreetmap&quot; : tile_layer_9e52bee5a7b21f46d2dcb0f0e5bc8a78,\n",
       "                },\n",
       "                overlays :  {\n",
       "                    &quot;ryen_til_vippa&quot; : geo_json_ca1b207f7ae8238b9d9fa086e5f04561,\n",
       "                    &quot;vippa_til_ryen&quot; : geo_json_4701a922ee2a7be158b90969ef39c657,\n",
       "                },\n",
       "            };\n",
       "            let layer_control_ab07224bda2afec73109b1704a7cddfa = L.control.layers(\n",
       "                layer_control_ab07224bda2afec73109b1704a7cddfa_layers.base_layers,\n",
       "                layer_control_ab07224bda2afec73109b1704a7cddfa_layers.overlays,\n",
       "                {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n",
       "            ).addTo(map_78bbb5320e52d09cfa34f83a3594fcf8);\n",
       "\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7c6608f07ca0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ryen_til_vippa = nwa.get_route(ryen, vippetangen)\n",
    "vippa_til_ryen = nwa.get_route(vippetangen, ryen)\n",
    "sg.explore(ryen_til_vippa, vippa_til_ryen)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nå litt skikkelig analyse. Henter 1000 tilfeldige adresser i Oslo."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "      <td>POINT (272456.100 6653369.500)</td>\n",
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       "      <td>POINT (270082.300 6653032.700)</td>\n",
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       "      <td>POINT (259804.800 6650339.700)</td>\n",
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       "      <th>...</th>\n",
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       "      <th>995</th>\n",
       "      <td>POINT (266801.700 6647844.500)</td>\n",
       "    </tr>\n",
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       "      <th>996</th>\n",
       "      <td>POINT (261274.000 6653593.400)</td>\n",
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       "    <tr>\n",
       "      <th>997</th>\n",
       "      <td>POINT (263542.900 6645427.000)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>998</th>\n",
       "      <td>POINT (269226.700 6650628.000)</td>\n",
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       "    <tr>\n",
       "      <th>999</th>\n",
       "      <td>POINT (264570.300 6644239.500)</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>1000 rows × 1 columns</p>\n",
       "</div>"
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       "                           geometry\n",
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       "4    POINT (272876.200 6652889.100)\n",
       "..                              ...\n",
       "995  POINT (266801.700 6647844.500)\n",
       "996  POINT (261274.000 6653593.400)\n",
       "997  POINT (263542.900 6645427.000)\n",
       "998  POINT (269226.700 6650628.000)\n",
       "999  POINT (264570.300 6644239.500)\n",
       "\n",
       "[1000 rows x 1 columns]"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = \"https://media.githubusercontent.com/media/statisticsnorway/ssb-sgis/main/tests/testdata/points_oslo.parquet\"\n",
    "punkter = sg.read_parquet_url(url)[[\"geometry\"]]\n",
    "punkter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "999  POINT (258035.000 6657027.000)\n",
       "\n",
       "[1000 rows x 1 columns]"
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     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "aar = 2024\n",
    "\n",
    "bygningspunktsti = f\"ssb-prod-areal-data-produkt/arealstat/inndata/{aar}/SMAT_bygg_punkt_p{aar}_v1.parquet\"\n",
    "\n",
    "bygg = sg.read_geopandas(\n",
    "    bygningspunktsti,\n",
    "    filters=[(\"KOMMUNENR\", \"in\",  (\"0301\", \"3024\", \"3020\"))],\n",
    "    columns=[\"geometry\"]\n",
    ")\n",
    "\n",
    "punkter = bygg.sample(1000).reset_index(drop=True)\n",
    "punkter"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Finn rutefrekvens\n",
    "Finner antall ganger hver veg blir brukt fra 100 til 100 punkter, altså 10 000 reiser til sammen."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "\n",
       "    .dataframe thead th {\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>oneway</th>\n",
       "      <th>minutes</th>\n",
       "      <th>connected</th>\n",
       "      <th>idx_orig</th>\n",
       "      <th>source_wkt</th>\n",
       "      <th>target_wkt</th>\n",
       "      <th>source</th>\n",
       "      <th>target</th>\n",
       "      <th>n_source</th>\n",
       "      <th>n_target</th>\n",
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       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>203595</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.009911</td>\n",
       "      <td>1.0</td>\n",
       "      <td>221335</td>\n",
       "      <td>POINT (265567.1579999998 6650542.835999999)</td>\n",
       "      <td>POINT (265573.4060000004 6650535.5)</td>\n",
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       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>9.636099</td>\n",
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       "      <td>203970</td>\n",
       "      <td>1431.0</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>199788</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.053144</td>\n",
       "      <td>1.0</td>\n",
       "      <td>217496</td>\n",
       "      <td>POINT (265530.46999999974 6650587.640000001)</td>\n",
       "      <td>POINT (265563.1500000004 6650547.619999999)</td>\n",
       "      <td>99530</td>\n",
       "      <td>101405</td>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "      <td>51.668006</td>\n",
       "      <td>NaN</td>\n",
       "      <td>200161</td>\n",
       "      <td>1431.0</td>\n",
       "      <td>LINESTRING Z (265530.470 6650587.640 88.527, 2...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>203594</th>\n",
       "      <td>TF</td>\n",
       "      <td>0.006419</td>\n",
       "      <td>1.0</td>\n",
       "      <td>221334</td>\n",
       "      <td>POINT (265563.1500000004 6650547.619999999)</td>\n",
       "      <td>POINT (265567.1579999998 6650542.835999999)</td>\n",
       "      <td>101405</td>\n",
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       "      <td>2</td>\n",
       "      <td>6.241051</td>\n",
       "      <td>NaN</td>\n",
       "      <td>203969</td>\n",
       "      <td>1431.0</td>\n",
       "      <td>LINESTRING Z (265563.150 6650547.620 89.382, 2...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       oneway   minutes  connected  idx_orig  \\\n",
       "203595     TF  0.009911        1.0    221335   \n",
       "199788     TF  0.053144        1.0    217496   \n",
       "203594     TF  0.006419        1.0    221334   \n",
       "\n",
       "                                          source_wkt  \\\n",
       "203595   POINT (265567.1579999998 6650542.835999999)   \n",
       "199788  POINT (265530.46999999974 6650587.640000001)   \n",
       "203594   POINT (265563.1500000004 6650547.619999999)   \n",
       "\n",
       "                                         target_wkt  source  target  n_source  \\\n",
       "203595          POINT (265573.4060000004 6650535.5)  101406   98326         2   \n",
       "199788  POINT (265563.1500000004 6650547.619999999)   99530  101405         3   \n",
       "203594  POINT (265567.1579999998 6650542.835999999)  101405  101406         2   \n",
       "\n",
       "        n_target     meters  splitted  temp_idx__  frequency  \\\n",
       "203595         3   9.636099       NaN      203970     1431.0   \n",
       "199788         2  51.668006       NaN      200161     1431.0   \n",
       "203594         2   6.241051       NaN      203969     1431.0   \n",
       "\n",
       "                                                 geometry  \n",
       "203595  LINESTRING Z (265567.158 6650542.836 89.522, 2...  \n",
       "199788  LINESTRING Z (265530.470 6650587.640 88.527, 2...  \n",
       "203594  LINESTRING Z (265563.150 6650547.620 89.382, 2...  "
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "frequencies = nwa.get_route_frequencies(\n",
    "    origins=punkter.sample(100),\n",
    "    destinations=punkter.sample(100),\n",
    ")\n",
    "\n",
    "frequencies.nlargest(3, \"frequency\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Kartlegg resultatene."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "m = sg.ThematicMap(sg.buff(frequencies, 18), column=\"frequency\", size=15)\n",
    "m.black = True\n",
    "m.cmap = \"plasma\" # fargepaletten\n",
    "m.title = \"Antall ganger hver vei ble brukt\"\n",
    "m.legend.title = \"Antall\"\n",
    "m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Service area"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finner veiene som kan nås innen 1 til 10 minutter fra et tilfeldig bygg. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "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>origin</th>\n",
       "      <th>minutes</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>255</td>\n",
       "      <td>1</td>\n",
       "      <td>MULTILINESTRING Z ((267644.500 6645074.900 174...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>255</td>\n",
       "      <td>2</td>\n",
       "      <td>MULTILINESTRING Z ((267835.600 6645576.200 170...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>255</td>\n",
       "      <td>3</td>\n",
       "      <td>MULTILINESTRING Z ((267523.941 6645586.762 159...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>255</td>\n",
       "      <td>4</td>\n",
       "      <td>MULTILINESTRING Z ((267744.000 6646183.300 159...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>255</td>\n",
       "      <td>5</td>\n",
       "      <td>MULTILINESTRING Z ((268027.000 6646538.600 160...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>255</td>\n",
       "      <td>6</td>\n",
       "      <td>MULTILINESTRING Z ((267727.700 6646980.000 181...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>255</td>\n",
       "      <td>7</td>\n",
       "      <td>MULTILINESTRING Z ((267730.734 6646997.114 181...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>255</td>\n",
       "      <td>8</td>\n",
       "      <td>MULTILINESTRING Z ((265248.600 6647373.200 131...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>255</td>\n",
       "      <td>9</td>\n",
       "      <td>MULTILINESTRING Z ((264861.984 6644572.167 126...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>255</td>\n",
       "      <td>10</td>\n",
       "      <td>MULTILINESTRING Z ((264743.106 6644482.590 124...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   origin  minutes                                           geometry\n",
       "0     255        1  MULTILINESTRING Z ((267644.500 6645074.900 174...\n",
       "1     255        2  MULTILINESTRING Z ((267835.600 6645576.200 170...\n",
       "2     255        3  MULTILINESTRING Z ((267523.941 6645586.762 159...\n",
       "3     255        4  MULTILINESTRING Z ((267744.000 6646183.300 159...\n",
       "4     255        5  MULTILINESTRING Z ((268027.000 6646538.600 160...\n",
       "5     255        6  MULTILINESTRING Z ((267727.700 6646980.000 181...\n",
       "6     255        7  MULTILINESTRING Z ((267730.734 6646997.114 181...\n",
       "7     255        8  MULTILINESTRING Z ((265248.600 6647373.200 131...\n",
       "8     255        9  MULTILINESTRING Z ((264861.984 6644572.167 126...\n",
       "9     255       10  MULTILINESTRING Z ((264743.106 6644482.590 124..."
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "service_areas = nwa.service_area(\n",
    "    punkter.sample(1),\n",
    "    breaks=np.arange(1, 11),\n",
    ")\n",
    "\n",
    "service_areas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "m = sg.ThematicMap(service_areas, column=\"minutes\", size=15)\n",
    "m.black = True\n",
    "m.k = 10\n",
    "m.title = \"Veier som kan nås fra 1 adresse innen ett til ti minutter\"\n",
    "m.legend = False\n",
    "m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Sjekke loggen:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "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>endtime</th>\n",
       "      <th>minutes_elapsed</th>\n",
       "      <th>method</th>\n",
       "      <th>origins_count</th>\n",
       "      <th>destinations_count</th>\n",
       "      <th>percent_missing</th>\n",
       "      <th>cost_mean</th>\n",
       "      <th>percent_bidirectional</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2024-03-11 14:57:20</td>\n",
       "      <td>0.5</td>\n",
       "      <td>get_route</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>5.748210</td>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2024-03-11 14:57:57</td>\n",
       "      <td>0.6</td>\n",
       "      <td>get_route</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.818508</td>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2024-03-11 15:01:26</td>\n",
       "      <td>1.7</td>\n",
       "      <td>get_route_frequencies</td>\n",
       "      <td>100</td>\n",
       "      <td>100</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.073650</td>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2024-03-11 15:02:12</td>\n",
       "      <td>0.6</td>\n",
       "      <td>service_area</td>\n",
       "      <td>1</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>0.0</td>\n",
       "      <td>5.500000</td>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              endtime  minutes_elapsed                 method  origins_count  \\\n",
       "0 2024-03-11 14:57:20              0.5              get_route              1   \n",
       "1 2024-03-11 14:57:57              0.6              get_route              1   \n",
       "2 2024-03-11 15:01:26              1.7  get_route_frequencies            100   \n",
       "3 2024-03-11 15:02:12              0.6           service_area              1   \n",
       "\n",
       "  destinations_count  percent_missing  cost_mean  percent_bidirectional  \n",
       "0                  1              0.0   5.748210                     85  \n",
       "1                  1              0.0   4.818508                     85  \n",
       "2                100              0.0   0.073650                     85  \n",
       "3               <NA>              0.0   5.500000                     85  "
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nwa.log"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Reisetider: OD Cost Matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>origin</th>\n",
       "      <th>destination</th>\n",
       "      <th>minutes</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>14.321483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>12.366217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>11.744793</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>4</td>\n",
       "      <td>14.095498</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999995</th>\n",
       "      <td>999</td>\n",
       "      <td>995</td>\n",
       "      <td>18.308947</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999996</th>\n",
       "      <td>999</td>\n",
       "      <td>996</td>\n",
       "      <td>26.868765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999997</th>\n",
       "      <td>999</td>\n",
       "      <td>997</td>\n",
       "      <td>27.924596</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999998</th>\n",
       "      <td>999</td>\n",
       "      <td>998</td>\n",
       "      <td>30.491705</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999999</th>\n",
       "      <td>999</td>\n",
       "      <td>999</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1000000 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        origin  destination    minutes\n",
       "0            0            0   0.000000\n",
       "1            0            1  14.321483\n",
       "2            0            2  12.366217\n",
       "3            0            3  11.744793\n",
       "4            0            4  14.095498\n",
       "...        ...          ...        ...\n",
       "999995     999          995  18.308947\n",
       "999996     999          996  26.868765\n",
       "999997     999          997  27.924596\n",
       "999998     999          998  30.491705\n",
       "999999     999          999   0.000000\n",
       "\n",
       "[1000000 rows x 3 columns]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "od = nwa.od_cost_matrix(punkter, punkter)\n",
    "od"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Sjekk hvor mange prosent som mangler:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.8773"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "od.minutes.isna().mean() * 100"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Kolonnene 'origin' og 'destination' bruker index-en til inputene.\n",
    "\n",
    "Man kan derfor enkelt koble resultatene med start- og sluttpunktene, som her er samme datasett."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<p>1000000 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                           geometry  destination    minutes\n",
       "0    POINT (256886.000 6654285.000)            0   0.000000\n",
       "0    POINT (256886.000 6654285.000)            1  14.321483\n",
       "0    POINT (256886.000 6654285.000)            2  12.366217\n",
       "0    POINT (256886.000 6654285.000)            3  11.744793\n",
       "0    POINT (256886.000 6654285.000)            4  14.095498\n",
       "..                              ...          ...        ...\n",
       "999  POINT (258035.000 6657027.000)          995  18.308947\n",
       "999  POINT (258035.000 6657027.000)          996  26.868765\n",
       "999  POINT (258035.000 6657027.000)          997  27.924596\n",
       "999  POINT (258035.000 6657027.000)          998  30.491705\n",
       "999  POINT (258035.000 6657027.000)          999   0.000000\n",
       "\n",
       "[1000000 rows x 3 columns]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "joinet = punkter.join(od.set_index(\"origin\"))\n",
    "joinet"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Eller koble på aggregert data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>minutes_mean</th>\n",
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       "      <th>0</th>\n",
       "      <td>POINT (256886.000 6654285.000)</td>\n",
       "      <td>18.437277</td>\n",
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       "      <th>1</th>\n",
       "      <td>POINT (263736.000 6652841.000)</td>\n",
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       "      <td>POINT (259664.000 6654888.000)</td>\n",
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       "      <td>POINT (258035.000 6657027.000)</td>\n",
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       "  </tbody>\n",
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       "<p>1000 rows × 3 columns</p>\n",
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      ],
      "text/plain": [
       "                           geometry  minutes_mean  n_missing\n",
       "0    POINT (256886.000 6654285.000)     18.437277         15\n",
       "1    POINT (263736.000 6652841.000)     12.224106         15\n",
       "2    POINT (261839.000 6654820.000)     15.764892         15\n",
       "3    POINT (259664.000 6654888.000)     17.545427         15\n",
       "4    POINT (263315.000 6651596.000)     11.627161         15\n",
       "..                              ...           ...        ...\n",
       "995  POINT (264576.000 6652762.000)     11.546839         15\n",
       "996  POINT (263364.000 6645643.000)     15.867035         15\n",
       "997  POINT (264890.000 6647070.000)     14.233972         15\n",
       "998  POINT (264578.000 6644013.000)     14.837709         15\n",
       "999  POINT (258035.000 6657027.000)     23.932186         15\n",
       "\n",
       "[1000 rows x 3 columns]"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "punkter[\"minutes_mean\"] = od.groupby(\"origin\").minutes.mean()\n",
    "punkter[\"n_missing\"] = len(punkter) - od.groupby(\"origin\", dropna=False).minutes.count()\n",
    "punkter"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "La oss undersøke hvilke punkter som har mye manglende data. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "        color: #777;\n",
       "        }\n",
       "    &lt;/style&gt;\n",
       "    \n",
       "&lt;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "    &lt;div id=&#x27;maplegend n_missing_cat&#x27; class=&#x27;maplegend&#x27;&gt;\n",
       "        &lt;div class=&#x27;legend-title&#x27;&gt;n_missing_cat&lt;/div&gt;\n",
       "        &lt;div class=&#x27;legend-scale&#x27;&gt;\n",
       "            &lt;ul class=&#x27;legend-labels&#x27;&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#4576ff&#x27;&gt;&lt;/span&gt;14&lt;/li&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#ff455e&#x27;&gt;&lt;/span&gt;15&lt;/li&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#ffa617&#x27;&gt;&lt;/span&gt;999&lt;/li&gt;\n",
       "            &lt;/ul&gt;\n",
       "        &lt;/div&gt;\n",
       "    &lt;/div&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_e3db77bb973a16e3788b97fc206f47a6&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_e3db77bb973a16e3788b97fc206f47a6 = L.map(\n",
       "                &quot;map_e3db77bb973a16e3788b97fc206f47a6&quot;,\n",
       "                {\n",
       "                    center: [59.96916562943616, 10.771124238343788],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: true,\n",
       "                }\n",
       "            );\n",
       "            L.control.scale().addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_26bcb416daadcbfea257d949924b657e = L.tileLayer(\n",
       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_26bcb416daadcbfea257d949924b657e.addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "        \n",
       "    \n",
       "    L.Control.Measure.include({ _setCaptureMarkerIcon: function () { this._captureMarker.options.autoPanOnFocus = false; this._captureMarker.setIcon( L.divIcon({ iconSize: this._map.getSize().multiplyBy(2), }), ); }, });\n",
       "    var measure_control_96f4c00c4caae6769f2031c64e5b6d3a = new L.Control.Measure(\n",
       "        {&quot;activeColor&quot;: &quot;red&quot;, &quot;captureZIndex&quot;: false, &quot;completedColor&quot;: &quot;red&quot;, &quot;position&quot;: &quot;bottomleft&quot;, &quot;primaryAreaUnit&quot;: &quot;sqmeters&quot;, &quot;primaryLengthUnit&quot;: &quot;m&quot;, &quot;secondaryAreaUnit&quot;: &quot;sqkilometers&quot;, &quot;secondaryLengthUnit&quot;: &quot;kilometers&quot;, &quot;thousandsSep&quot;: &quot;&quot;, &quot;units&quot;: {&quot;m&quot;: {&quot;decimals&quot;: 6, &quot;display&quot;: &quot;m&quot;, &quot;factor&quot;: 1}}});\n",
       "    map_e3db77bb973a16e3788b97fc206f47a6.addControl(measure_control_96f4c00c4caae6769f2031c64e5b6d3a);\n",
       "\n",
       "    \n",
       "            L.control.fullscreen(\n",
       "                {&quot;forceSeparateButton&quot;: true, &quot;position&quot;: &quot;topleft&quot;, &quot;title&quot;: &quot;Expand me&quot;, &quot;titleCancel&quot;: &quot;Exit me&quot;}\n",
       "            ).addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "        \n",
       "    \n",
       "            var mouse_position_1de7641ba95432f0d1f05ba966282804 = new L.Control.MousePosition(\n",
       "                {&quot;emptyString&quot;: &quot;NaN&quot;, &quot;lngFirst&quot;: true, &quot;numDigits&quot;: 8, &quot;position&quot;: &quot;bottomleft&quot;, &quot;prefix&quot;: &quot;&quot;, &quot;separator&quot;: &quot;, &quot;}\n",
       "            );\n",
       "            mouse_position_1de7641ba95432f0d1f05ba966282804.options[&quot;latFormatter&quot;] =\n",
       "                undefined;\n",
       "            mouse_position_1de7641ba95432f0d1f05ba966282804.options[&quot;lngFormatter&quot;] =\n",
       "                undefined;\n",
       "            map_e3db77bb973a16e3788b97fc206f47a6.addControl(mouse_position_1de7641ba95432f0d1f05ba966282804);\n",
       "        \n",
       "    \n",
       "\n",
       "            var geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601 = {&quot;collapsed&quot;: false, &quot;defaultMarkGeocode&quot;: true, &quot;position&quot;: &quot;topright&quot;, &quot;provider&quot;: &quot;nominatim&quot;, &quot;providerOptions&quot;: {}, &quot;zoom&quot;: 11};\n",
       "\n",
       "            // note: geocoder name should start with lowercase\n",
       "            var geocoderName_geocoder_36db8bfc00e0da655e43e84ba1e3f601 = geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601[&quot;provider&quot;];\n",
       "\n",
       "            var customGeocoder_geocoder_36db8bfc00e0da655e43e84ba1e3f601 = L.Control.Geocoder[ geocoderName_geocoder_36db8bfc00e0da655e43e84ba1e3f601 ](\n",
       "                geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601[&#x27;providerOptions&#x27;]\n",
       "            );\n",
       "            geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601[&quot;geocoder&quot;] = customGeocoder_geocoder_36db8bfc00e0da655e43e84ba1e3f601;\n",
       "\n",
       "            L.Control.geocoder(\n",
       "                geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601\n",
       "            ).on(&#x27;markgeocode&#x27;, function(e) {\n",
       "                var zoom = geocoderOpts_geocoder_36db8bfc00e0da655e43e84ba1e3f601[&#x27;zoom&#x27;] || map_e3db77bb973a16e3788b97fc206f47a6.getZoom();\n",
       "                map_e3db77bb973a16e3788b97fc206f47a6.setView(e.geocode.center, zoom);\n",
       "            }).addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "\n",
       "        \n",
       "    \n",
       "            map_e3db77bb973a16e3788b97fc206f47a6.fitBounds(\n",
       "                [[59.817081562232815, 10.598155478340788], [60.1212496966395, 10.94409299834679]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_e9008f26d8bb1f3dbb67c814293bd841_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#4576ff&quot;, &quot;fillColor&quot;: &quot;#4576ff&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_e9008f26d8bb1f3dbb67c814293bd841_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_e9008f26d8bb1f3dbb67c814293bd841_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_e9008f26d8bb1f3dbb67c814293bd841_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_e9008f26d8bb1f3dbb67c814293bd841_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_e9008f26d8bb1f3dbb67c814293bd841.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_e9008f26d8bb1f3dbb67c814293bd841_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_e9008f26d8bb1f3dbb67c814293bd841 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_e9008f26d8bb1f3dbb67c814293bd841_onEachFeature,\n",
       "            \n",
       "                style: geo_json_e9008f26d8bb1f3dbb67c814293bd841_styler,\n",
       "                pointToLayer: geo_json_e9008f26d8bb1f3dbb67c814293bd841_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_e9008f26d8bb1f3dbb67c814293bd841_add (data) {\n",
       "            geo_json_e9008f26d8bb1f3dbb67c814293bd841\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_e9008f26d8bb1f3dbb67c814293bd841_add({&quot;bbox&quot;: [10.658141233115513, 59.894000990231504, 10.889309513654835, 60.025413201913885], &quot;features&quot;: [{&quot;bbox&quot;: [10.889309513654835, 59.95873366147227, 10.889309513654835, 59.95873366147227], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.889309513654835, 59.95873366147227], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;155&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 155, &quot;minutes_mean&quot;: 16.27532596659547, &quot;n_missing&quot;: 14, &quot;n_missing_cat&quot;: &quot;14&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.757367011918992, 59.894000990231504, 10.757367011918992, 59.894000990231504], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.757367011918992, 59.894000990231504], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;820&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 820, &quot;minutes_mean&quot;: 12.283520361024168, &quot;n_missing&quot;: 14, &quot;n_missing_cat&quot;: &quot;14&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.658141233115513, 60.025413201913885, 10.658141233115513, 60.025413201913885], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.658141233115513, 60.025413201913885], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;967&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 967, &quot;minutes_mean&quot;: 52.76970767050037, &quot;n_missing&quot;: 14, &quot;n_missing_cat&quot;: &quot;14&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_e9008f26d8bb1f3dbb67c814293bd841.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_e9008f26d8bb1f3dbb67c814293bd841.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_e9008f26d8bb1f3dbb67c814293bd841.addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "        \n",
       "    \n",
       "        function geo_json_86fc31b7d288e049ff474950e0733085_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#ff455e&quot;, &quot;fillColor&quot;: &quot;#ff455e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_86fc31b7d288e049ff474950e0733085_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_86fc31b7d288e049ff474950e0733085_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_86fc31b7d288e049ff474950e0733085_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_86fc31b7d288e049ff474950e0733085_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_86fc31b7d288e049ff474950e0733085.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_86fc31b7d288e049ff474950e0733085_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_86fc31b7d288e049ff474950e0733085 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_86fc31b7d288e049ff474950e0733085_onEachFeature,\n",
       "            \n",
       "                style: geo_json_86fc31b7d288e049ff474950e0733085_styler,\n",
       "                pointToLayer: geo_json_86fc31b7d288e049ff474950e0733085_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_86fc31b7d288e049ff474950e0733085_add (data) {\n",
       "            geo_json_86fc31b7d288e049ff474950e0733085\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_86fc31b7d288e049ff474950e0733085_add({&quot;bbox&quot;: [10.608029797088939, 59.817081562232815, 10.94409299834679, 60.036340000661106], &quot;features&quot;: [{&quot;bbox&quot;: [10.6453317715911, 59.953942986754484, 10.6453317715911, 59.953942986754484], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.6453317715911, 59.953942986754484], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 0, &quot;minutes_mean&quot;: 18.43727749449261, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.769284453186643, 59.9449983732977, 10.769284453186643, 59.9449983732977], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.769284453186643, 59.9449983732977], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1&quot;, 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&quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 995, &quot;minutes_mean&quot;: 11.54683932062195, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.770865105721754, 59.88032772847041, 10.770865105721754, 59.88032772847041], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.770865105721754, 59.88032772847041], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;996&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 996, &quot;minutes_mean&quot;: 15.867035432320282, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.796435481811326, 59.893978149230904, 10.796435481811326, 59.893978149230904], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.796435481811326, 59.893978149230904], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;997&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 997, &quot;minutes_mean&quot;: 14.233971754647039, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.794340272130842, 59.86642427990479, 10.794340272130842, 59.86642427990479], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.794340272130842, 59.86642427990479], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;998&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 998, &quot;minutes_mean&quot;: 14.837708504449967, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.662629588821638, 59.979170285778686, 10.662629588821638, 59.979170285778686], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.662629588821638, 59.979170285778686], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;999&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 999, &quot;minutes_mean&quot;: 23.93218640158362, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_86fc31b7d288e049ff474950e0733085.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_86fc31b7d288e049ff474950e0733085.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_86fc31b7d288e049ff474950e0733085.addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "        \n",
       "    \n",
       "        function geo_json_dad0411897504c4b832b7df41b4c07dc_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#ffa617&quot;, &quot;fillColor&quot;: &quot;#ffa617&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_dad0411897504c4b832b7df41b4c07dc_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_dad0411897504c4b832b7df41b4c07dc_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_dad0411897504c4b832b7df41b4c07dc_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_dad0411897504c4b832b7df41b4c07dc_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_dad0411897504c4b832b7df41b4c07dc.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_dad0411897504c4b832b7df41b4c07dc_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_dad0411897504c4b832b7df41b4c07dc = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_dad0411897504c4b832b7df41b4c07dc_onEachFeature,\n",
       "            \n",
       "                style: geo_json_dad0411897504c4b832b7df41b4c07dc_styler,\n",
       "                pointToLayer: geo_json_dad0411897504c4b832b7df41b4c07dc_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_dad0411897504c4b832b7df41b4c07dc_add (data) {\n",
       "            geo_json_dad0411897504c4b832b7df41b4c07dc\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_dad0411897504c4b832b7df41b4c07dc_add({&quot;bbox&quot;: [10.598155478340788, 59.887353080085646, 10.774839612879955, 60.1212496966395], &quot;features&quot;: [{&quot;bbox&quot;: [10.774839612879955, 59.95161463613772, 10.774839612879955, 59.95161463613772], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.774839612879955, 59.95161463613772], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;23&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 23, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.738867363443397, 59.8883857370547, 10.738867363443397, 59.8883857370547], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.738867363443397, 59.8883857370547], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;80&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 80, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.619932259167259, 60.1212496966395, 10.619932259167259, 60.1212496966395], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.619932259167259, 60.1212496966395], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;102&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 102, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.712931124072668, 59.892479653982555, 10.712931124072668, 59.892479653982555], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.712931124072668, 59.892479653982555], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;211&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 211, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.705143716366544, 59.88835012260698, 10.705143716366544, 59.88835012260698], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.705143716366544, 59.88835012260698], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;362&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 362, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.739360547035021, 59.8884466693686, 10.739360547035021, 59.8884466693686], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.739360547035021, 59.8884466693686], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;404&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 404, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.621087309958074, 60.12055959122253, 10.621087309958074, 60.12055959122253], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.621087309958074, 60.12055959122253], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;472&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 472, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.7068292605645, 59.887353080085646, 10.7068292605645, 59.887353080085646], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.7068292605645, 59.887353080085646], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;480&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 480, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694124175293018, 59.8899861306236, 10.694124175293018, 59.8899861306236], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.694124175293018, 59.8899861306236], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;573&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 573, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.717766799813864, 59.889256181021906, 10.717766799813864, 59.889256181021906], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.717766799813864, 59.889256181021906], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;575&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 575, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.60964788615483, 60.1190470287938, 10.60964788615483, 60.1190470287938], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.60964788615483, 60.1190470287938], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;596&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 596, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.69709208371834, 59.889867429674666, 10.69709208371834, 59.889867429674666], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.69709208371834, 59.889867429674666], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;731&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 731, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.598155478340788, 60.036662048787356, 10.598155478340788, 60.036662048787356], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.598155478340788, 60.036662048787356], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;818&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 818, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.695702400716666, 59.91854250103818, 10.695702400716666, 59.91854250103818], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.695702400716666, 59.91854250103818], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;904&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ffa617&quot;, &quot;color&quot;: &quot;#ffa617&quot;, &quot;index&quot;: 904, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_dad0411897504c4b832b7df41b4c07dc.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_dad0411897504c4b832b7df41b4c07dc.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_dad0411897504c4b832b7df41b4c07dc.addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "        \n",
       "    \n",
       "            var layer_control_6aec8238f219903757a30ce78cd752e8_layers = {\n",
       "                base_layers : {\n",
       "                    &quot;openstreetmap&quot; : tile_layer_26bcb416daadcbfea257d949924b657e,\n",
       "                },\n",
       "                overlays :  {\n",
       "                    &quot;14&quot; : geo_json_e9008f26d8bb1f3dbb67c814293bd841,\n",
       "                    &quot;15&quot; : geo_json_86fc31b7d288e049ff474950e0733085,\n",
       "                    &quot;999&quot; : geo_json_dad0411897504c4b832b7df41b4c07dc,\n",
       "                },\n",
       "            };\n",
       "            let layer_control_6aec8238f219903757a30ce78cd752e8 = L.control.layers(\n",
       "                layer_control_6aec8238f219903757a30ce78cd752e8_layers.base_layers,\n",
       "                layer_control_6aec8238f219903757a30ce78cd752e8_layers.overlays,\n",
       "                {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n",
       "            ).addTo(map_e3db77bb973a16e3788b97fc206f47a6);\n",
       "\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7c66091ac9a0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# gjør kolonnen til tekst for å kunne huke av/på verdiene i explore\n",
    "punkter[\"n_missing_cat\"] = punkter.n_missing.astype(str)\n",
    "sg.explore(punkter, column=\"n_missing_cat\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe srcdoc=\"&lt;!DOCTYPE html&gt;\n",
       "&lt;html&gt;\n",
       "&lt;head&gt;\n",
       "    \n",
       "    &lt;meta http-equiv=&quot;content-type&quot; content=&quot;text/html; charset=UTF-8&quot; /&gt;\n",
       "    \n",
       "        &lt;script&gt;\n",
       "            L_NO_TOUCH = false;\n",
       "            L_DISABLE_3D = false;\n",
       "        &lt;/script&gt;\n",
       "    \n",
       "    &lt;style&gt;html, body {width: 100%;height: 100%;margin: 0;padding: 0;}&lt;/style&gt;\n",
       "    &lt;style&gt;#map {position:absolute;top:0;bottom:0;right:0;left:0;}&lt;/style&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://code.jquery.com/jquery-3.7.1.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css&quot;/&gt;\n",
       "    \n",
       "            &lt;meta name=&quot;viewport&quot; content=&quot;width=device-width,\n",
       "                initial-scale=1.0, maximum-scale=1.0, user-scalable=no&quot; /&gt;\n",
       "            &lt;style&gt;\n",
       "                #map_7a593ad23ced76cf372f22cc656cb611 {\n",
       "                    position: relative;\n",
       "                    width: 100.0%;\n",
       "                    height: 100.0%;\n",
       "                    left: 0.0%;\n",
       "                    top: 0.0%;\n",
       "                }\n",
       "                .leaflet-container { font-size: 1rem; }\n",
       "            &lt;/style&gt;\n",
       "        \n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/gh/ljagis/leaflet-measure@2.1.7/dist/leaflet-measure.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/ljagis/leaflet-measure@2.1.7/dist/leaflet-measure.min.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/gh/ardhi/Leaflet.MousePosition/src/L.Control.MousePosition.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/ardhi/Leaflet.MousePosition/src/L.Control.MousePosition.min.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://unpkg.com/leaflet-control-geocoder/dist/Control.Geocoder.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://unpkg.com/leaflet-control-geocoder/dist/Control.Geocoder.css&quot;/&gt;\n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumtooltip {\n",
       "                            \n",
       "                        }\n",
       "                       .foliumtooltip table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumtooltip tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumtooltip th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumpopup {\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                       .foliumpopup table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumpopup tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumpopup th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/d3/3.5.5/d3.min.js&quot;&gt;&lt;/script&gt;\n",
       "&lt;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_7a593ad23ced76cf372f22cc656cb611&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_7a593ad23ced76cf372f22cc656cb611 = L.map(\n",
       "                &quot;map_7a593ad23ced76cf372f22cc656cb611&quot;,\n",
       "                {\n",
       "                    center: [59.96916562943616, 10.771124238343788],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: true,\n",
       "                }\n",
       "            );\n",
       "            L.control.scale().addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_bc0244ae8614ed0f632ee17d996a6d48 = L.tileLayer(\n",
       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_bc0244ae8614ed0f632ee17d996a6d48.addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "        \n",
       "    \n",
       "    L.Control.Measure.include({ _setCaptureMarkerIcon: function () { this._captureMarker.options.autoPanOnFocus = false; this._captureMarker.setIcon( L.divIcon({ iconSize: this._map.getSize().multiplyBy(2), }), ); }, });\n",
       "    var measure_control_6a5b6b3661959655cb65b3fda77caa2f = new L.Control.Measure(\n",
       "        {&quot;activeColor&quot;: &quot;red&quot;, &quot;captureZIndex&quot;: false, &quot;completedColor&quot;: &quot;red&quot;, &quot;position&quot;: &quot;bottomleft&quot;, &quot;primaryAreaUnit&quot;: &quot;sqmeters&quot;, &quot;primaryLengthUnit&quot;: &quot;m&quot;, &quot;secondaryAreaUnit&quot;: &quot;sqkilometers&quot;, &quot;secondaryLengthUnit&quot;: &quot;kilometers&quot;, &quot;thousandsSep&quot;: &quot;&quot;, &quot;units&quot;: {&quot;m&quot;: {&quot;decimals&quot;: 6, &quot;display&quot;: &quot;m&quot;, &quot;factor&quot;: 1}}});\n",
       "    map_7a593ad23ced76cf372f22cc656cb611.addControl(measure_control_6a5b6b3661959655cb65b3fda77caa2f);\n",
       "\n",
       "    \n",
       "            L.control.fullscreen(\n",
       "                {&quot;forceSeparateButton&quot;: true, &quot;position&quot;: &quot;topleft&quot;, &quot;title&quot;: &quot;Expand me&quot;, &quot;titleCancel&quot;: &quot;Exit me&quot;}\n",
       "            ).addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "        \n",
       "    \n",
       "            var mouse_position_b85589c33d5fd6f9b3ff672c7996313c = new L.Control.MousePosition(\n",
       "                {&quot;emptyString&quot;: &quot;NaN&quot;, &quot;lngFirst&quot;: true, &quot;numDigits&quot;: 8, &quot;position&quot;: &quot;bottomleft&quot;, &quot;prefix&quot;: &quot;&quot;, &quot;separator&quot;: &quot;, &quot;}\n",
       "            );\n",
       "            mouse_position_b85589c33d5fd6f9b3ff672c7996313c.options[&quot;latFormatter&quot;] =\n",
       "                undefined;\n",
       "            mouse_position_b85589c33d5fd6f9b3ff672c7996313c.options[&quot;lngFormatter&quot;] =\n",
       "                undefined;\n",
       "            map_7a593ad23ced76cf372f22cc656cb611.addControl(mouse_position_b85589c33d5fd6f9b3ff672c7996313c);\n",
       "        \n",
       "    \n",
       "\n",
       "            var geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474 = {&quot;collapsed&quot;: false, &quot;defaultMarkGeocode&quot;: true, &quot;position&quot;: &quot;topright&quot;, &quot;provider&quot;: &quot;nominatim&quot;, &quot;providerOptions&quot;: {}, &quot;zoom&quot;: 11};\n",
       "\n",
       "            // note: geocoder name should start with lowercase\n",
       "            var geocoderName_geocoder_65cfeb369a519b3cfa34f65878353474 = geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474[&quot;provider&quot;];\n",
       "\n",
       "            var customGeocoder_geocoder_65cfeb369a519b3cfa34f65878353474 = L.Control.Geocoder[ geocoderName_geocoder_65cfeb369a519b3cfa34f65878353474 ](\n",
       "                geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474[&#x27;providerOptions&#x27;]\n",
       "            );\n",
       "            geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474[&quot;geocoder&quot;] = customGeocoder_geocoder_65cfeb369a519b3cfa34f65878353474;\n",
       "\n",
       "            L.Control.geocoder(\n",
       "                geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474\n",
       "            ).on(&#x27;markgeocode&#x27;, function(e) {\n",
       "                var zoom = geocoderOpts_geocoder_65cfeb369a519b3cfa34f65878353474[&#x27;zoom&#x27;] || map_7a593ad23ced76cf372f22cc656cb611.getZoom();\n",
       "                map_7a593ad23ced76cf372f22cc656cb611.setView(e.geocode.center, zoom);\n",
       "            }).addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "\n",
       "        \n",
       "    \n",
       "            map_7a593ad23ced76cf372f22cc656cb611.fitBounds(\n",
       "                [[59.817081562232815, 10.598155478340788], [60.1212496966395, 10.94409299834679]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            var feature_group_b05d8af0a032e3ff470cc48da68b2c49 = L.featureGroup(\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_1892a7546a195a22a632d8830806ca3b_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                case &quot;0&quot;: case &quot;11&quot;: case &quot;16&quot;: case &quot;25&quot;: case &quot;28&quot;: case &quot;35&quot;: case &quot;36&quot;: case &quot;38&quot;: case &quot;39&quot;: case &quot;41&quot;: case &quot;47&quot;: case &quot;56&quot;: case &quot;59&quot;: case &quot;65&quot;: case &quot;66&quot;: case &quot;77&quot;: case &quot;78&quot;: case &quot;79&quot;: case &quot;88&quot;: case &quot;91&quot;: case &quot;99&quot;: case &quot;109&quot;: case &quot;115&quot;: case &quot;116&quot;: case &quot;121&quot;: case &quot;132&quot;: case &quot;133&quot;: case &quot;134&quot;: case &quot;136&quot;: case &quot;138&quot;: case &quot;141&quot;: case &quot;144&quot;: case &quot;146&quot;: case &quot;152&quot;: case &quot;153&quot;: case &quot;160&quot;: case &quot;171&quot;: case &quot;177&quot;: case &quot;179&quot;: case &quot;194&quot;: case &quot;203&quot;: case &quot;204&quot;: case &quot;217&quot;: case &quot;222&quot;: case &quot;226&quot;: case &quot;230&quot;: case &quot;241&quot;: case &quot;243&quot;: case &quot;244&quot;: case &quot;246&quot;: case &quot;250&quot;: case &quot;254&quot;: case &quot;263&quot;: case &quot;269&quot;: case &quot;272&quot;: case &quot;275&quot;: case &quot;283&quot;: case &quot;290&quot;: case &quot;297&quot;: case &quot;304&quot;: case &quot;307&quot;: case &quot;310&quot;: case &quot;315&quot;: case &quot;320&quot;: case &quot;330&quot;: case &quot;334&quot;: case &quot;341&quot;: case &quot;348&quot;: case &quot;355&quot;: case &quot;365&quot;: case &quot;385&quot;: case &quot;389&quot;: case &quot;397&quot;: case &quot;399&quot;: case &quot;403&quot;: case &quot;412&quot;: case &quot;424&quot;: case &quot;427&quot;: case &quot;430&quot;: case &quot;437&quot;: case &quot;439&quot;: case &quot;446&quot;: case &quot;454&quot;: case &quot;469&quot;: case &quot;478&quot;: case &quot;483&quot;: case &quot;488&quot;: case &quot;489&quot;: case &quot;490&quot;: case &quot;494&quot;: case &quot;497&quot;: case &quot;499&quot;: case &quot;501&quot;: case &quot;504&quot;: case &quot;505&quot;: case &quot;506&quot;: case &quot;524&quot;: case &quot;531&quot;: case &quot;533&quot;: case &quot;545&quot;: case &quot;547&quot;: case &quot;549&quot;: case &quot;552&quot;: case &quot;559&quot;: case &quot;564&quot;: case &quot;565&quot;: case &quot;581&quot;: case &quot;588&quot;: case &quot;589&quot;: case &quot;599&quot;: case &quot;603&quot;: case &quot;605&quot;: case &quot;608&quot;: case &quot;621&quot;: case &quot;622&quot;: case &quot;625&quot;: case &quot;630&quot;: case &quot;632&quot;: case &quot;634&quot;: case &quot;636&quot;: case &quot;637&quot;: case &quot;640&quot;: case &quot;641&quot;: case &quot;646&quot;: case &quot;647&quot;: case &quot;659&quot;: case &quot;666&quot;: case &quot;671&quot;: case &quot;675&quot;: case &quot;679&quot;: case &quot;681&quot;: case &quot;682&quot;: case &quot;685&quot;: case &quot;697&quot;: case &quot;705&quot;: case &quot;706&quot;: case &quot;709&quot;: case &quot;715&quot;: case &quot;722&quot;: case &quot;724&quot;: case &quot;728&quot;: case &quot;756&quot;: case &quot;761&quot;: case &quot;773&quot;: case &quot;777&quot;: case &quot;786&quot;: case &quot;787&quot;: case &quot;791&quot;: case &quot;792&quot;: case &quot;793&quot;: case &quot;799&quot;: case &quot;805&quot;: case &quot;823&quot;: case &quot;830&quot;: case &quot;831&quot;: case &quot;838&quot;: case &quot;841&quot;: case &quot;844&quot;: case &quot;849&quot;: case &quot;857&quot;: case &quot;861&quot;: case &quot;862&quot;: case &quot;865&quot;: case &quot;874&quot;: case &quot;879&quot;: case &quot;881&quot;: case &quot;882&quot;: case &quot;883&quot;: case &quot;885&quot;: case &quot;891&quot;: case &quot;892&quot;: case &quot;896&quot;: case &quot;897&quot;: case &quot;899&quot;: case &quot;900&quot;: case &quot;902&quot;: case &quot;915&quot;: case &quot;922&quot;: case &quot;923&quot;: case &quot;926&quot;: case &quot;936&quot;: case &quot;940&quot;: case &quot;941&quot;: case &quot;943&quot;: case &quot;950&quot;: case &quot;951&quot;: case &quot;957&quot;: case &quot;958&quot;: case &quot;959&quot;: case &quot;961&quot;: case &quot;962&quot;: case &quot;964&quot;: case &quot;967&quot;: case &quot;969&quot;: case &quot;974&quot;: case &quot;985&quot;: case &quot;987&quot;: case &quot;991&quot;: case &quot;992&quot;: case &quot;999&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#fde725&quot;, &quot;fillColor&quot;: &quot;#fde725&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "                case &quot;1&quot;: case &quot;4&quot;: case &quot;5&quot;: case &quot;7&quot;: case &quot;19&quot;: case &quot;23&quot;: case &quot;31&quot;: case &quot;32&quot;: case &quot;42&quot;: case &quot;48&quot;: case &quot;63&quot;: case &quot;68&quot;: case &quot;72&quot;: case &quot;76&quot;: case &quot;80&quot;: case &quot;82&quot;: case &quot;83&quot;: case &quot;84&quot;: case &quot;85&quot;: case &quot;86&quot;: case &quot;87&quot;: case &quot;95&quot;: case &quot;102&quot;: case &quot;105&quot;: case &quot;112&quot;: case &quot;119&quot;: case &quot;142&quot;: case &quot;149&quot;: case &quot;161&quot;: case &quot;167&quot;: case &quot;168&quot;: case &quot;173&quot;: case &quot;181&quot;: case &quot;182&quot;: case &quot;183&quot;: case &quot;184&quot;: case &quot;185&quot;: case &quot;186&quot;: case &quot;192&quot;: case &quot;196&quot;: case &quot;197&quot;: case &quot;198&quot;: case &quot;206&quot;: case &quot;209&quot;: case &quot;211&quot;: case &quot;214&quot;: case &quot;218&quot;: case &quot;220&quot;: case &quot;221&quot;: case &quot;238&quot;: case &quot;256&quot;: case &quot;268&quot;: case &quot;271&quot;: case &quot;285&quot;: case &quot;287&quot;: case &quot;298&quot;: case &quot;314&quot;: case &quot;328&quot;: case &quot;329&quot;: case &quot;331&quot;: case &quot;340&quot;: case &quot;343&quot;: case &quot;347&quot;: case &quot;362&quot;: case &quot;367&quot;: case &quot;369&quot;: case &quot;373&quot;: case &quot;380&quot;: case &quot;382&quot;: case &quot;391&quot;: case &quot;394&quot;: case &quot;404&quot;: case &quot;415&quot;: case &quot;417&quot;: case &quot;420&quot;: case &quot;434&quot;: case &quot;438&quot;: case &quot;440&quot;: case &quot;445&quot;: case &quot;448&quot;: case &quot;449&quot;: case &quot;450&quot;: case &quot;451&quot;: case &quot;455&quot;: case &quot;465&quot;: case &quot;466&quot;: case &quot;468&quot;: case &quot;470&quot;: case &quot;472&quot;: case &quot;475&quot;: case &quot;476&quot;: case &quot;479&quot;: case &quot;480&quot;: case &quot;484&quot;: case &quot;485&quot;: case &quot;492&quot;: case &quot;493&quot;: case &quot;503&quot;: case &quot;522&quot;: case &quot;523&quot;: case &quot;527&quot;: case &quot;528&quot;: case &quot;534&quot;: case &quot;536&quot;: case &quot;551&quot;: case &quot;561&quot;: case &quot;570&quot;: case &quot;573&quot;: case &quot;575&quot;: case &quot;578&quot;: case &quot;583&quot;: case &quot;587&quot;: case &quot;592&quot;: case &quot;596&quot;: case &quot;598&quot;: case &quot;600&quot;: case &quot;620&quot;: case &quot;629&quot;: case &quot;638&quot;: case &quot;639&quot;: case &quot;644&quot;: case &quot;653&quot;: case &quot;654&quot;: case &quot;656&quot;: case &quot;658&quot;: case &quot;660&quot;: case &quot;669&quot;: case &quot;673&quot;: case &quot;674&quot;: case &quot;677&quot;: case &quot;678&quot;: case &quot;683&quot;: case &quot;699&quot;: case &quot;711&quot;: case &quot;712&quot;: case &quot;717&quot;: case &quot;729&quot;: case &quot;731&quot;: case &quot;737&quot;: case &quot;739&quot;: case &quot;746&quot;: case &quot;751&quot;: case &quot;753&quot;: case &quot;754&quot;: case &quot;755&quot;: case &quot;765&quot;: case &quot;770&quot;: case &quot;775&quot;: case &quot;776&quot;: case &quot;779&quot;: case &quot;781&quot;: case &quot;783&quot;: case &quot;785&quot;: case &quot;789&quot;: case &quot;800&quot;: case &quot;803&quot;: case &quot;804&quot;: case &quot;806&quot;: case &quot;807&quot;: case &quot;811&quot;: case &quot;818&quot;: case &quot;820&quot;: case &quot;835&quot;: case &quot;839&quot;: case &quot;848&quot;: case &quot;851&quot;: case &quot;852&quot;: case &quot;854&quot;: case &quot;856&quot;: case &quot;863&quot;: case &quot;869&quot;: case &quot;872&quot;: case &quot;873&quot;: case &quot;875&quot;: case &quot;886&quot;: case &quot;889&quot;: case &quot;895&quot;: case &quot;904&quot;: case &quot;905&quot;: case &quot;907&quot;: case &quot;911&quot;: case &quot;912&quot;: case &quot;916&quot;: case &quot;925&quot;: case &quot;928&quot;: case &quot;932&quot;: case &quot;933&quot;: case &quot;937&quot;: case &quot;939&quot;: case &quot;947&quot;: case &quot;948&quot;: case &quot;955&quot;: case &quot;956&quot;: case &quot;965&quot;: case &quot;970&quot;: case &quot;971&quot;: case &quot;984&quot;: case &quot;990&quot;: case &quot;993&quot;: case &quot;995&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#440154&quot;, &quot;fillColor&quot;: &quot;#440154&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "                case &quot;2&quot;: case &quot;3&quot;: case &quot;9&quot;: case &quot;12&quot;: case &quot;20&quot;: case &quot;22&quot;: case &quot;27&quot;: case &quot;33&quot;: case &quot;43&quot;: case &quot;45&quot;: case &quot;49&quot;: case &quot;50&quot;: case &quot;55&quot;: case &quot;60&quot;: case &quot;69&quot;: case &quot;90&quot;: case &quot;92&quot;: case &quot;94&quot;: case &quot;97&quot;: case &quot;98&quot;: case &quot;111&quot;: case &quot;113&quot;: case &quot;118&quot;: case &quot;123&quot;: case &quot;124&quot;: case &quot;125&quot;: case &quot;135&quot;: case &quot;137&quot;: case &quot;151&quot;: case &quot;155&quot;: case &quot;162&quot;: case &quot;163&quot;: case &quot;165&quot;: case &quot;169&quot;: case &quot;175&quot;: case &quot;176&quot;: case &quot;188&quot;: case &quot;189&quot;: case &quot;193&quot;: case &quot;200&quot;: case &quot;202&quot;: case &quot;205&quot;: case &quot;210&quot;: case &quot;219&quot;: case &quot;227&quot;: case &quot;228&quot;: case &quot;235&quot;: case &quot;237&quot;: case &quot;239&quot;: case &quot;242&quot;: case &quot;247&quot;: case &quot;249&quot;: case &quot;251&quot;: case &quot;252&quot;: case &quot;255&quot;: case &quot;257&quot;: case &quot;258&quot;: case &quot;262&quot;: case &quot;270&quot;: case &quot;277&quot;: case &quot;278&quot;: case &quot;279&quot;: case &quot;282&quot;: case &quot;286&quot;: case &quot;292&quot;: case &quot;295&quot;: case &quot;299&quot;: case &quot;300&quot;: case &quot;302&quot;: case &quot;308&quot;: case &quot;309&quot;: case &quot;316&quot;: case &quot;323&quot;: case &quot;324&quot;: case &quot;325&quot;: case &quot;326&quot;: case &quot;332&quot;: case &quot;338&quot;: case &quot;344&quot;: case &quot;346&quot;: case &quot;350&quot;: case &quot;351&quot;: case &quot;352&quot;: case &quot;358&quot;: case &quot;360&quot;: case &quot;361&quot;: case &quot;364&quot;: case &quot;370&quot;: case &quot;374&quot;: case &quot;375&quot;: case &quot;386&quot;: case &quot;388&quot;: case &quot;390&quot;: case &quot;396&quot;: case &quot;406&quot;: case &quot;414&quot;: case &quot;419&quot;: case &quot;428&quot;: case &quot;429&quot;: case &quot;431&quot;: case &quot;432&quot;: case &quot;435&quot;: case &quot;436&quot;: case &quot;442&quot;: case &quot;444&quot;: case &quot;453&quot;: case &quot;459&quot;: case &quot;462&quot;: case &quot;473&quot;: case &quot;477&quot;: case &quot;486&quot;: case &quot;487&quot;: case &quot;500&quot;: case &quot;502&quot;: case &quot;508&quot;: case &quot;512&quot;: case &quot;514&quot;: case &quot;517&quot;: case &quot;518&quot;: case &quot;519&quot;: case &quot;521&quot;: case &quot;525&quot;: case &quot;532&quot;: case &quot;542&quot;: case &quot;544&quot;: case &quot;548&quot;: case &quot;556&quot;: case &quot;558&quot;: case &quot;566&quot;: case &quot;571&quot;: case &quot;576&quot;: case &quot;582&quot;: case &quot;585&quot;: case &quot;591&quot;: case &quot;597&quot;: case &quot;601&quot;: case &quot;604&quot;: case &quot;611&quot;: case &quot;626&quot;: case &quot;627&quot;: case &quot;628&quot;: case &quot;631&quot;: case &quot;635&quot;: case &quot;649&quot;: case &quot;655&quot;: case &quot;657&quot;: case &quot;667&quot;: case &quot;676&quot;: case &quot;680&quot;: case &quot;686&quot;: case &quot;689&quot;: case &quot;695&quot;: case &quot;698&quot;: case &quot;700&quot;: case &quot;704&quot;: case &quot;708&quot;: case &quot;716&quot;: case &quot;720&quot;: case &quot;733&quot;: case &quot;743&quot;: case &quot;745&quot;: case &quot;747&quot;: case &quot;750&quot;: case &quot;767&quot;: case &quot;768&quot;: case &quot;788&quot;: case &quot;796&quot;: case &quot;802&quot;: case &quot;812&quot;: case &quot;815&quot;: case &quot;827&quot;: case &quot;833&quot;: case &quot;834&quot;: case &quot;837&quot;: case &quot;843&quot;: case &quot;846&quot;: case &quot;864&quot;: case &quot;866&quot;: case &quot;867&quot;: case &quot;868&quot;: case &quot;876&quot;: case &quot;877&quot;: case &quot;880&quot;: case &quot;898&quot;: case &quot;903&quot;: case &quot;908&quot;: case &quot;913&quot;: case &quot;921&quot;: case &quot;929&quot;: case &quot;935&quot;: case &quot;942&quot;: case &quot;953&quot;: case &quot;968&quot;: case &quot;976&quot;: case &quot;979&quot;: case &quot;981&quot;: case &quot;982&quot;: case &quot;988&quot;: case &quot;989&quot;: case &quot;996&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#5ec962&quot;, &quot;fillColor&quot;: &quot;#5ec962&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "                case &quot;6&quot;: case &quot;10&quot;: case &quot;13&quot;: case &quot;17&quot;: case &quot;21&quot;: case &quot;24&quot;: case &quot;29&quot;: case &quot;30&quot;: case &quot;40&quot;: case &quot;44&quot;: case &quot;53&quot;: case &quot;57&quot;: case &quot;61&quot;: case &quot;64&quot;: case &quot;71&quot;: case &quot;81&quot;: case &quot;89&quot;: case &quot;100&quot;: case &quot;104&quot;: case &quot;106&quot;: case &quot;107&quot;: case &quot;108&quot;: case &quot;117&quot;: case &quot;126&quot;: case &quot;127&quot;: case &quot;128&quot;: case &quot;130&quot;: case &quot;131&quot;: case &quot;143&quot;: case &quot;145&quot;: case &quot;147&quot;: case &quot;150&quot;: case &quot;154&quot;: case &quot;158&quot;: case &quot;159&quot;: case &quot;174&quot;: case &quot;187&quot;: case &quot;190&quot;: case &quot;191&quot;: case &quot;195&quot;: case &quot;208&quot;: case &quot;212&quot;: case &quot;213&quot;: case &quot;215&quot;: case &quot;216&quot;: case &quot;224&quot;: case &quot;225&quot;: case &quot;229&quot;: case &quot;232&quot;: case &quot;234&quot;: case &quot;245&quot;: case &quot;259&quot;: case &quot;264&quot;: case &quot;265&quot;: case &quot;266&quot;: case &quot;276&quot;: case &quot;289&quot;: case &quot;291&quot;: case &quot;294&quot;: case &quot;296&quot;: case &quot;301&quot;: case &quot;313&quot;: case &quot;321&quot;: case &quot;335&quot;: case &quot;336&quot;: case &quot;337&quot;: case &quot;339&quot;: case &quot;342&quot;: case &quot;345&quot;: case &quot;349&quot;: case &quot;353&quot;: case &quot;354&quot;: case &quot;357&quot;: case &quot;363&quot;: case &quot;366&quot;: case &quot;368&quot;: case &quot;377&quot;: case &quot;378&quot;: case &quot;379&quot;: case &quot;381&quot;: case &quot;384&quot;: case &quot;395&quot;: case &quot;398&quot;: case &quot;401&quot;: case &quot;402&quot;: case &quot;408&quot;: case &quot;409&quot;: case &quot;410&quot;: case &quot;411&quot;: case &quot;413&quot;: case &quot;422&quot;: case &quot;423&quot;: case &quot;433&quot;: case &quot;441&quot;: case &quot;458&quot;: case &quot;461&quot;: case &quot;463&quot;: case &quot;464&quot;: case &quot;481&quot;: case &quot;491&quot;: case &quot;496&quot;: case &quot;509&quot;: case &quot;513&quot;: case &quot;520&quot;: case &quot;526&quot;: case &quot;529&quot;: case &quot;530&quot;: case &quot;535&quot;: case &quot;538&quot;: case &quot;539&quot;: case &quot;540&quot;: case &quot;546&quot;: case &quot;550&quot;: case &quot;553&quot;: case &quot;557&quot;: case &quot;560&quot;: case &quot;567&quot;: case &quot;574&quot;: case &quot;577&quot;: case &quot;579&quot;: case &quot;580&quot;: case &quot;590&quot;: case &quot;594&quot;: case &quot;595&quot;: case &quot;602&quot;: case &quot;609&quot;: case &quot;610&quot;: case &quot;612&quot;: case &quot;616&quot;: case &quot;617&quot;: case &quot;618&quot;: case &quot;624&quot;: case &quot;642&quot;: case &quot;648&quot;: case &quot;650&quot;: case &quot;651&quot;: case &quot;661&quot;: case &quot;662&quot;: case &quot;663&quot;: case &quot;665&quot;: case &quot;670&quot;: case &quot;688&quot;: case &quot;690&quot;: case &quot;693&quot;: case &quot;694&quot;: case &quot;696&quot;: case &quot;701&quot;: case &quot;713&quot;: case &quot;714&quot;: case &quot;725&quot;: case &quot;732&quot;: case &quot;736&quot;: case &quot;741&quot;: case &quot;748&quot;: case &quot;752&quot;: case &quot;762&quot;: case &quot;771&quot;: case &quot;778&quot;: case &quot;782&quot;: case &quot;784&quot;: case &quot;790&quot;: case &quot;809&quot;: case &quot;814&quot;: case &quot;816&quot;: case &quot;817&quot;: case &quot;819&quot;: case &quot;821&quot;: case &quot;822&quot;: case &quot;825&quot;: case &quot;826&quot;: case &quot;829&quot;: case &quot;840&quot;: case &quot;842&quot;: case &quot;847&quot;: case &quot;850&quot;: case &quot;853&quot;: case &quot;859&quot;: case &quot;860&quot;: case &quot;878&quot;: case &quot;884&quot;: case &quot;890&quot;: case &quot;894&quot;: case &quot;906&quot;: case &quot;909&quot;: case &quot;914&quot;: case &quot;917&quot;: case &quot;918&quot;: case &quot;919&quot;: case &quot;927&quot;: case &quot;931&quot;: case &quot;944&quot;: case &quot;952&quot;: case &quot;954&quot;: case &quot;966&quot;: case &quot;978&quot;: case &quot;980&quot;: case &quot;983&quot;: case &quot;986&quot;: case &quot;997&quot;: case &quot;998&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#21918c&quot;, &quot;fillColor&quot;: &quot;#21918c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#3b528b&quot;, &quot;fillColor&quot;: &quot;#3b528b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_1892a7546a195a22a632d8830806ca3b_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_1892a7546a195a22a632d8830806ca3b_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_1892a7546a195a22a632d8830806ca3b_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_1892a7546a195a22a632d8830806ca3b_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_1892a7546a195a22a632d8830806ca3b.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_1892a7546a195a22a632d8830806ca3b_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_1892a7546a195a22a632d8830806ca3b = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_1892a7546a195a22a632d8830806ca3b_onEachFeature,\n",
       "            \n",
       "                style: geo_json_1892a7546a195a22a632d8830806ca3b_styler,\n",
       "                pointToLayer: geo_json_1892a7546a195a22a632d8830806ca3b_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_1892a7546a195a22a632d8830806ca3b_add (data) {\n",
       "            geo_json_1892a7546a195a22a632d8830806ca3b\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_1892a7546a195a22a632d8830806ca3b_add({&quot;bbox&quot;: [10.598155478340788, 59.817081562232815, 10.94409299834679, 60.1212496966395], &quot;features&quot;: [{&quot;bbox&quot;: [10.6453317715911, 59.953942986754484, 10.6453317715911, 59.953942986754484], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.6453317715911, 59.953942986754484], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 0, &quot;minutes_mean&quot;: 18.43727749449261, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.769284453186643, 59.9449983732977, 10.769284453186643, 59.9449983732977], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.769284453186643, 59.9449983732977], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 1, &quot;minutes_mean&quot;: 12.22410617505948, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.733143459406968, 59.961627203007055, 10.733143459406968, 59.961627203007055], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.733143459406968, 59.961627203007055], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 2, &quot;minutes_mean&quot;: 15.764892049601407, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694225045250118, 59.96097245620725, 10.694225045250118, 59.96097245620725], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.694225045250118, 59.96097245620725], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 3, &quot;minutes_mean&quot;: 17.54542659278431, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.763194595345007, 59.933608061312, 10.763194595345007, 59.933608061312], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.763194595345007, 59.933608061312], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;4&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 4, &quot;minutes_mean&quot;: 11.62716078906983, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.74924580756191, 59.91704538391736, 10.74924580756191, 59.91704538391736], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.74924580756191, 59.91704538391736], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;5&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 5, &quot;minutes_mean&quot;: 12.352755334032624, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.775795781905577, 59.963801843708005, 10.775795781905577, 59.963801843708005], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.775795781905577, 59.963801843708005], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;6&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 6, &quot;minutes_mean&quot;: 15.0978536121343, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.783688483098446, 59.92602065235056, 10.783688483098446, 59.92602065235056], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.783688483098446, 59.92602065235056], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;7&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 7, &quot;minutes_mean&quot;: 11.63604342426244, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.820242654925998, 59.90060788520199, 10.820242654925998, 59.90060788520199], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.820242654925998, 59.90060788520199], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;8&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 8, &quot;minutes_mean&quot;: 12.864041418801158, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.886747837356708, 59.958860506496485, 10.886747837356708, 59.958860506496485], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.886747837356708, 59.958860506496485], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;9&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 9, &quot;minutes_mean&quot;: 16.053960273912438, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.76718669229949, 59.96479336644923, 10.76718669229949, 59.96479336644923], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.76718669229949, 59.96479336644923], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;10&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 10, &quot;minutes_mean&quot;: 14.474272397365457, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.654366682217695, 59.98402364721254, 10.654366682217695, 59.98402364721254], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.654366682217695, 59.98402364721254], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;11&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 11, &quot;minutes_mean&quot;: 26.068019518113047, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.830910737904095, 59.84056095512607, 10.830910737904095, 59.84056095512607], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.830910737904095, 59.84056095512607], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;12&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 12, &quot;minutes_mean&quot;: 16.283798036852946, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.748296776832003, 59.964976438004314, 10.748296776832003, 59.964976438004314], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.748296776832003, 59.964976438004314], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;13&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 13, &quot;minutes_mean&quot;: 15.365208548841547, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.729954910290232, 59.944070824368325, 10.729954910290232, 59.944070824368325], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.729954910290232, 59.944070824368325], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;14&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 14, &quot;minutes_mean&quot;: 12.939526594533502, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.765533427060138, 59.96159319184694, 10.765533427060138, 59.96159319184694], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.765533427060138, 59.96159319184694], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;15&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 15, &quot;minutes_mean&quot;: 12.957378425646544, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.659752754847547, 59.90995241346508, 10.659752754847547, 59.90995241346508], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.659752754847547, 59.90995241346508], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;16&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 16, &quot;minutes_mean&quot;: 17.915422719864896, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.690366284913523, 59.92405087650617, 10.690366284913523, 59.92405087650617], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.690366284913523, 59.92405087650617], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;17&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 17, &quot;minutes_mean&quot;: 14.672880883311166, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.821826723752372, 59.88232492225172, 10.821826723752372, 59.88232492225172], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.821826723752372, 59.88232492225172], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;18&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 18, &quot;minutes_mean&quot;: 12.941396203285072, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.783948381428397, 59.90677816471366, 10.783948381428397, 59.90677816471366], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.783948381428397, 59.90677816471366], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;19&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 19, &quot;minutes_mean&quot;: 12.729147199676435, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.682722989387681, 59.94644250459641, 10.682722989387681, 59.94644250459641], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.682722989387681, 59.94644250459641], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;20&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 20, &quot;minutes_mean&quot;: 15.822145489485719, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.688781067639797, 59.93404309434499, 10.688781067639797, 59.93404309434499], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.688781067639797, 59.93404309434499], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;21&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 21, &quot;minutes_mean&quot;: 14.716493159135537, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.864869009797522, 59.96349834701629, 10.864869009797522, 59.96349834701629], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.864869009797522, 59.96349834701629], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;22&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 22, &quot;minutes_mean&quot;: 17.501892148576403, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.774839612879955, 59.95161463613772, 10.774839612879955, 59.95161463613772], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.774839612879955, 59.95161463613772], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;23&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 23, &quot;minutes_mean&quot;: 0.0, &quot;n_missing&quot;: 999, &quot;n_missing_cat&quot;: &quot;999&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.687270478128468, 59.93229412628919, 10.687270478128468, 59.93229412628919], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.687270478128468, 59.93229412628919], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;24&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 24, &quot;minutes_mean&quot;: 14.840120055838035, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.808106806264, 59.84231728885655, 10.808106806264, 59.84231728885655], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.808106806264, 59.84231728885655], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;25&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 25, &quot;minutes_mean&quot;: 19.215595731032614, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.826939721592353, 59.94515629194951, 10.826939721592353, 59.94515629194951], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.826939721592353, 59.94515629194951], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;26&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 26, &quot;minutes_mean&quot;: 13.732301897687524, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.79974356924424, 59.8506821049678, 10.79974356924424, 59.8506821049678], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.79974356924424, 59.8506821049678], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;27&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 27, &quot;minutes_mean&quot;: 16.74618836446742, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.943970930017885, 59.95290250094617, 10.943970930017885, 59.95290250094617], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.943970930017885, 59.95290250094617], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;28&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 28, 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&quot;#5ec962&quot;, &quot;index&quot;: 988, &quot;minutes_mean&quot;: 16.095075219319384, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.823734072532892, 59.84094453518229, 10.823734072532892, 59.84094453518229], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.823734072532892, 59.84094453518229], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;989&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 989, &quot;minutes_mean&quot;: 17.528401935181115, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.741003467832085, 59.9201508657367, 10.741003467832085, 59.9201508657367], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.741003467832085, 59.9201508657367], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;990&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 990, &quot;minutes_mean&quot;: 12.268565093141314, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.84237919659304, 59.82254615035632, 10.84237919659304, 59.82254615035632], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.84237919659304, 59.82254615035632], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;991&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 991, &quot;minutes_mean&quot;: 20.325622109169977, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.654095906817908, 59.934692281085916, 10.654095906817908, 59.934692281085916], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.654095906817908, 59.934692281085916], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;992&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 992, &quot;minutes_mean&quot;: 19.194441264026405, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.790912937954468, 59.908044095788654, 10.790912937954468, 59.908044095788654], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.790912937954468, 59.908044095788654], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;993&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 993, &quot;minutes_mean&quot;: 11.715369164848855, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.74226536659429, 59.909059903285055, 10.74226536659429, 59.909059903285055], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.74226536659429, 59.909059903285055], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;994&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#3b528b&quot;, &quot;index&quot;: 994, &quot;minutes_mean&quot;: 12.926973631628497, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.784368526975067, 59.94477170127592, 10.784368526975067, 59.94477170127592], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.784368526975067, 59.94477170127592], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;995&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#440154&quot;, &quot;index&quot;: 995, &quot;minutes_mean&quot;: 11.54683932062195, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.770865105721754, 59.88032772847041, 10.770865105721754, 59.88032772847041], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.770865105721754, 59.88032772847041], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;996&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#5ec962&quot;, &quot;index&quot;: 996, &quot;minutes_mean&quot;: 15.867035432320282, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.796435481811326, 59.893978149230904, 10.796435481811326, 59.893978149230904], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.796435481811326, 59.893978149230904], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;997&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 997, &quot;minutes_mean&quot;: 14.233971754647039, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.794340272130842, 59.86642427990479, 10.794340272130842, 59.86642427990479], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.794340272130842, 59.86642427990479], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;998&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#21918c&quot;, &quot;index&quot;: 998, &quot;minutes_mean&quot;: 14.837708504449967, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.662629588821638, 59.979170285778686, 10.662629588821638, 59.979170285778686], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.662629588821638, 59.979170285778686], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;999&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#fde725&quot;, &quot;index&quot;: 999, &quot;minutes_mean&quot;: 23.93218640158362, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_1892a7546a195a22a632d8830806ca3b.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_1892a7546a195a22a632d8830806ca3b.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_1892a7546a195a22a632d8830806ca3b.addTo(feature_group_b05d8af0a032e3ff470cc48da68b2c49);\n",
       "        \n",
       "    \n",
       "            feature_group_b05d8af0a032e3ff470cc48da68b2c49.addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "        \n",
       "    \n",
       "    var color_map_c9985edd02a59517bebdcdc4416ea035 = {};\n",
       "\n",
       "    \n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.color = d3.scale.threshold()\n",
       "              .domain([0.0, 0.12887531915719053, 0.25775063831438105, 0.3866259574715715, 0.5155012766287621, 0.6443765957859526, 0.773251914943143, 0.9021272341003336, 1.0310025532575242, 1.1598778724147147, 1.2887531915719053, 1.4176285107290958, 1.546503829886286, 1.6753791490434766, 1.8042544682006671, 1.933129787357858, 2.0620051065150484, 2.1908804256722387, 2.3197557448294295, 2.44863106398662, 2.5775063831438105, 2.706381702301001, 2.8352570214581916, 2.964132340615382, 3.093007659772572, 3.221882978929763, 3.3507582980869532, 3.479633617244144, 3.6085089364013343, 3.7373842555585255, 3.866259574715716, 3.9951348938729065, 4.124010213030097, 4.252885532187287, 4.3817608513444775, 4.510636170501668, 4.639511489658859, 4.768386808816049, 4.89726212797324, 5.026137447130431, 5.155012766287621, 5.283888085444811, 5.412763404602002, 5.541638723759193, 5.670514042916383, 5.7993893620735735, 5.928264681230764, 6.057140000387955, 6.186015319545144, 6.314890638702336, 6.443765957859526, 6.572641277016717, 6.7015165961739065, 6.830391915331098, 6.959267234488288, 7.088142553645479, 7.217017872802669, 7.34589319195986, 7.474768511117051, 7.60364383027424, 7.732519149431432, 7.861394468588622, 7.990269787745813, 8.119145106903003, 8.248020426060194, 8.376895745217384, 8.505771064374574, 8.634646383531765, 8.763521702688955, 8.892397021846147, 9.021272341003336, 9.150147660160528, 9.279022979317718, 9.407898298474908, 9.536773617632099, 9.665648936789289, 9.79452425594648, 9.923399575103671, 10.052274894260862, 10.18115021341805, 10.310025532575242, 10.438900851732432, 10.567776170889623, 10.696651490046813, 10.825526809204003, 10.954402128361195, 11.083277447518386, 11.212152766675574, 11.341028085832766, 11.469903404989957, 11.598778724147147, 11.727654043304337, 11.856529362461528, 11.985404681618718, 12.11428000077591, 12.243155319933098, 12.372030639090289, 12.50090595824748, 12.629781277404671, 12.758656596561863, 12.887531915719052, 13.016407234876242, 13.145282554033434, 13.274157873190624, 13.403033192347813, 13.531908511505005, 13.660783830662195, 13.789659149819386, 13.918534468976576, 14.047409788133766, 14.176285107290958, 14.305160426448149, 14.434035745605337, 14.56291106476253, 14.69178638391972, 14.82066170307691, 14.949537022234102, 15.07841234139129, 15.20728766054848, 15.336162979705673, 15.465038298862863, 15.593913618020052, 15.722788937177244, 15.851664256334434, 15.980539575491626, 16.109414894648815, 16.238290213806007, 16.367165532963195, 16.496040852120387, 16.624916171277576, 16.753791490434768, 16.88266680959196, 17.01154212874915, 17.14041744790634, 17.26929276706353, 17.398168086220718, 17.52704340537791, 17.655918724535102, 17.784794043692294, 17.913669362849483, 18.04254468200667, 18.171420001163863, 18.300295320321055, 18.429170639478247, 18.558045958635436, 18.686921277792624, 18.815796596949816, 18.944671916107005, 19.073547235264197, 19.20242255442139, 19.331297873578578, 19.46017319273577, 19.58904851189296, 19.717923831050147, 19.846799150207342, 19.97567446936453, 20.104549788521723, 20.23342510767891, 20.3623004268361, 20.491175745993296, 20.620051065150484, 20.748926384307673, 20.877801703464865, 21.006677022622053, 21.135552341779245, 21.264427660936438, 21.393302980093626, 21.522178299250818, 21.651053618408007, 21.779928937565195, 21.90880425672239, 22.03767957587958, 22.16655489503677, 22.29543021419396, 22.42430553335115, 22.55318085250834, 22.682056171665533, 22.810931490822725, 22.939806809979913, 23.068682129137102, 23.197557448294294, 23.326432767451486, 23.455308086608675, 23.584183405765867, 23.713058724923055, 23.841934044080247, 23.970809363237436, 24.099684682394628, 24.22856000155182, 24.35743532070901, 24.486310639866197, 24.61518595902339, 24.744061278180578, 24.872936597337773, 25.00181191649496, 25.13068723565215, 25.259562554809342, 25.38843787396653, 25.517313193123726, 25.646188512280915, 25.775063831438104, 25.903939150595296, 26.032814469752484, 26.161689788909673, 26.29056510806687, 26.419440427224057, 26.54831574638125, 26.677191065538437, 26.806066384695626, 26.93494170385282, 27.06381702301001, 27.1926923421672, 27.32156766132439, 27.45044298048158, 27.57931829963877, 27.708193618795963, 27.837068937953152, 27.965944257110344, 28.094819576267533, 28.223694895424725, 28.352570214581917, 28.481445533739105, 28.610320852896297, 28.739196172053486, 28.868071491210674, 28.996946810367866, 29.12582212952506, 29.25469744868225, 29.38357276783944, 29.512448086996628, 29.64132340615382, 29.770198725311012, 29.899074044468204, 30.027949363625392, 30.15682468278258, 30.285700001939773, 30.41457532109696, 30.543450640254154, 30.672325959411346, 30.801201278568534, 30.930076597725726, 31.058951916882915, 31.187827236040103, 31.3167025551973, 31.445577874354488, 31.574453193511676, 31.703328512668868, 31.832203831826057, 31.961079150983252, 32.08995447014044, 32.21882978929763, 32.34770510845482, 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       "    \n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.x = d3.scale.linear()\n",
       "              .domain([0.0, 64.30878425943807])\n",
       "              .range([0, 450 - 50]);\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.legend = L.control({position: &#x27;topright&#x27;});\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.legend.addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.xAxis = d3.svg.axis()\n",
       "        .scale(color_map_c9985edd02a59517bebdcdc4416ea035.x)\n",
       "        .orient(&quot;top&quot;)\n",
       "        .tickSize(1)\n",
       "        .tickValues([0.0, 12.734683414599592, 14.216300382121245, 15.592094259535688, 17.60269269856159, 64.30878425943807]);\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.svg = d3.select(&quot;.legend.leaflet-control&quot;).append(&quot;svg&quot;)\n",
       "        .attr(&quot;id&quot;, &#x27;legend&#x27;)\n",
       "        .attr(&quot;width&quot;, 450)\n",
       "        .attr(&quot;height&quot;, 40);\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.g = color_map_c9985edd02a59517bebdcdc4416ea035.svg.append(&quot;g&quot;)\n",
       "        .attr(&quot;class&quot;, &quot;key&quot;)\n",
       "        .attr(&quot;transform&quot;, &quot;translate(25,16)&quot;);\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.g.selectAll(&quot;rect&quot;)\n",
       "        .data(color_map_c9985edd02a59517bebdcdc4416ea035.color.range().map(function(d, i) {\n",
       "          return {\n",
       "            x0: i ? color_map_c9985edd02a59517bebdcdc4416ea035.x(color_map_c9985edd02a59517bebdcdc4416ea035.color.domain()[i - 1]) : color_map_c9985edd02a59517bebdcdc4416ea035.x.range()[0],\n",
       "            x1: i &lt; color_map_c9985edd02a59517bebdcdc4416ea035.color.domain().length ? color_map_c9985edd02a59517bebdcdc4416ea035.x(color_map_c9985edd02a59517bebdcdc4416ea035.color.domain()[i]) : color_map_c9985edd02a59517bebdcdc4416ea035.x.range()[1],\n",
       "            z: d\n",
       "          };\n",
       "        }))\n",
       "      .enter().append(&quot;rect&quot;)\n",
       "        .attr(&quot;height&quot;, 40 - 30)\n",
       "        .attr(&quot;x&quot;, function(d) { return d.x0; })\n",
       "        .attr(&quot;width&quot;, function(d) { return d.x1 - d.x0; })\n",
       "        .style(&quot;fill&quot;, function(d) { return d.z; });\n",
       "\n",
       "    color_map_c9985edd02a59517bebdcdc4416ea035.g.call(color_map_c9985edd02a59517bebdcdc4416ea035.xAxis).append(&quot;text&quot;)\n",
       "        .attr(&quot;class&quot;, &quot;caption&quot;)\n",
       "        .attr(&quot;y&quot;, 21)\n",
       "        .text(&quot;minutes_mean&quot;);\n",
       "    \n",
       "            var layer_control_8e7006f18602135cc1b4137f20450a9a_layers = {\n",
       "                base_layers : {\n",
       "                    &quot;openstreetmap&quot; : tile_layer_bc0244ae8614ed0f632ee17d996a6d48,\n",
       "                },\n",
       "                overlays :  {\n",
       "                    &quot;punkter&quot; : feature_group_b05d8af0a032e3ff470cc48da68b2c49,\n",
       "                },\n",
       "            };\n",
       "            let layer_control_8e7006f18602135cc1b4137f20450a9a = L.control.layers(\n",
       "                layer_control_8e7006f18602135cc1b4137f20450a9a_layers.base_layers,\n",
       "                layer_control_8e7006f18602135cc1b4137f20450a9a_layers.overlays,\n",
       "                {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n",
       "            ).addTo(map_7a593ad23ced76cf372f22cc656cb611);\n",
       "\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7c66091adf00>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sg.explore(punkter, column=\"minutes_mean\", scheme=\"quantiles\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Hvis man vil bruke en kolonne som id-er heller enn index-en, kan man sette index-en inni funksjonen.\n",
    "\n",
    "Lager en kolonne for cirka"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe srcdoc=\"&lt;!DOCTYPE html&gt;\n",
       "&lt;html&gt;\n",
       "&lt;head&gt;\n",
       "    \n",
       "    &lt;meta http-equiv=&quot;content-type&quot; content=&quot;text/html; charset=UTF-8&quot; /&gt;\n",
       "    \n",
       "        &lt;script&gt;\n",
       "            L_NO_TOUCH = false;\n",
       "            L_DISABLE_3D = false;\n",
       "        &lt;/script&gt;\n",
       "    \n",
       "    &lt;style&gt;html, body {width: 100%;height: 100%;margin: 0;padding: 0;}&lt;/style&gt;\n",
       "    &lt;style&gt;#map {position:absolute;top:0;bottom:0;right:0;left:0;}&lt;/style&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://code.jquery.com/jquery-3.7.1.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css&quot;/&gt;\n",
       "    \n",
       "            &lt;meta name=&quot;viewport&quot; content=&quot;width=device-width,\n",
       "                initial-scale=1.0, maximum-scale=1.0, user-scalable=no&quot; /&gt;\n",
       "            &lt;style&gt;\n",
       "                #map_bfaa9e536ec5f8cd524320301dc7688e {\n",
       "                    position: relative;\n",
       "                    width: 100.0%;\n",
       "                    height: 100.0%;\n",
       "                    left: 0.0%;\n",
       "                    top: 0.0%;\n",
       "                }\n",
       "                .leaflet-container { font-size: 1rem; }\n",
       "            &lt;/style&gt;\n",
       "        \n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/gh/ljagis/leaflet-measure@2.1.7/dist/leaflet-measure.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/ljagis/leaflet-measure@2.1.7/dist/leaflet-measure.min.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/gh/ardhi/Leaflet.MousePosition/src/L.Control.MousePosition.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/ardhi/Leaflet.MousePosition/src/L.Control.MousePosition.min.css&quot;/&gt;\n",
       "    &lt;script src=&quot;https://unpkg.com/leaflet-control-geocoder/dist/Control.Geocoder.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://unpkg.com/leaflet-control-geocoder/dist/Control.Geocoder.css&quot;/&gt;\n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumtooltip {\n",
       "                            \n",
       "                        }\n",
       "                       .foliumtooltip table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumtooltip tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumtooltip th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumpopup {\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                       .foliumpopup table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumpopup tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumpopup th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumtooltip {\n",
       "                            \n",
       "                        }\n",
       "                       .foliumtooltip table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumtooltip tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumtooltip th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "                    &lt;style&gt;\n",
       "                        .foliumpopup {\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                       .foliumpopup table{\n",
       "                            margin: auto;\n",
       "                        }\n",
       "                        .foliumpopup tr{\n",
       "                            text-align: left;\n",
       "                        }\n",
       "                        .foliumpopup th{\n",
       "                            padding: 2px; padding-right: 8px;\n",
       "                        }\n",
       "                    &lt;/style&gt;\n",
       "            \n",
       "    \n",
       "    &lt;script src=&quot;https://code.jquery.com/ui/1.12.1/jquery-ui.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script&gt;$( function() {\n",
       "        $( &quot;.maplegend&quot; ).draggable({\n",
       "            start: function (event, ui) {\n",
       "                $(this).css({\n",
       "                    right: &quot;auto&quot;,\n",
       "                    top: &quot;auto&quot;,\n",
       "                    bottom: &quot;auto&quot;\n",
       "                });\n",
       "            }\n",
       "        });\n",
       "    });\n",
       "    &lt;/script&gt;\n",
       "    &lt;style type=&#x27;text/css&#x27;&gt;\n",
       "      .maplegend {\n",
       "        position: absolute;\n",
       "        z-index:9999;\n",
       "        background-color: rgba(255, 255, 255, .8);\n",
       "        border-radius: 5px;\n",
       "        box-shadow: 0 0 15px rgba(0,0,0,0.2);\n",
       "        padding: 10px;\n",
       "        font: 12px/14px Arial, Helvetica, sans-serif;\n",
       "        right: 10px;\n",
       "        bottom: 20px;\n",
       "      }\n",
       "      .maplegend .legend-title {\n",
       "        text-align: left;\n",
       "        margin-bottom: 5px;\n",
       "        font-weight: bold;\n",
       "        }\n",
       "      .maplegend .legend-scale ul {\n",
       "        margin: 0;\n",
       "        margin-bottom: 0px;\n",
       "        padding: 0;\n",
       "        float: left;\n",
       "        list-style: none;\n",
       "        }\n",
       "      .maplegend .legend-scale ul li {\n",
       "        list-style: none;\n",
       "        margin-left: 0;\n",
       "        line-height: 16px;\n",
       "        margin-bottom: 2px;\n",
       "        }\n",
       "      .maplegend ul.legend-labels li span {\n",
       "        display: block;\n",
       "        float: left;\n",
       "        height: 14px;\n",
       "        width: 14px;\n",
       "        margin-right: 5px;\n",
       "        margin-left: 0;\n",
       "        border: 0px solid #ccc;\n",
       "        }\n",
       "      .maplegend .legend-source {\n",
       "        color: #777;\n",
       "        clear: both;\n",
       "        }\n",
       "      .maplegend a {\n",
       "        color: #777;\n",
       "        }\n",
       "    &lt;/style&gt;\n",
       "    \n",
       "&lt;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "    &lt;div id=&#x27;maplegend ca_omraade&#x27; class=&#x27;maplegend&#x27;&gt;\n",
       "        &lt;div class=&#x27;legend-title&#x27;&gt;ca_omraade&lt;/div&gt;\n",
       "        &lt;div class=&#x27;legend-scale&#x27;&gt;\n",
       "            &lt;ul class=&#x27;legend-labels&#x27;&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#4576ff&#x27;&gt;&lt;/span&gt;indre_oslo&lt;/li&gt;\n",
       "                &lt;li&gt;&lt;span style=&#x27;background:#ff455e&#x27;&gt;&lt;/span&gt;ytre_oslo&lt;/li&gt;\n",
       "            &lt;/ul&gt;\n",
       "        &lt;/div&gt;\n",
       "    &lt;/div&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_bfaa9e536ec5f8cd524320301dc7688e&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_bfaa9e536ec5f8cd524320301dc7688e = L.map(\n",
       "                &quot;map_bfaa9e536ec5f8cd524320301dc7688e&quot;,\n",
       "                {\n",
       "                    center: [59.96916562943616, 10.771124238343788],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: true,\n",
       "                }\n",
       "            );\n",
       "            L.control.scale().addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_1e656f396b83f356278aae8da7e689ff = L.tileLayer(\n",
       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_1e656f396b83f356278aae8da7e689ff.addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "        \n",
       "    \n",
       "    L.Control.Measure.include({ _setCaptureMarkerIcon: function () { this._captureMarker.options.autoPanOnFocus = false; this._captureMarker.setIcon( L.divIcon({ iconSize: this._map.getSize().multiplyBy(2), }), ); }, });\n",
       "    var measure_control_89df855875a7b87eb2422874da7fc545 = new L.Control.Measure(\n",
       "        {&quot;activeColor&quot;: &quot;red&quot;, &quot;captureZIndex&quot;: false, &quot;completedColor&quot;: &quot;red&quot;, &quot;position&quot;: &quot;bottomleft&quot;, &quot;primaryAreaUnit&quot;: &quot;sqmeters&quot;, &quot;primaryLengthUnit&quot;: &quot;m&quot;, &quot;secondaryAreaUnit&quot;: &quot;sqkilometers&quot;, &quot;secondaryLengthUnit&quot;: &quot;kilometers&quot;, &quot;thousandsSep&quot;: &quot;&quot;, &quot;units&quot;: {&quot;m&quot;: {&quot;decimals&quot;: 6, &quot;display&quot;: &quot;m&quot;, &quot;factor&quot;: 1}}});\n",
       "    map_bfaa9e536ec5f8cd524320301dc7688e.addControl(measure_control_89df855875a7b87eb2422874da7fc545);\n",
       "\n",
       "    \n",
       "            L.control.fullscreen(\n",
       "                {&quot;forceSeparateButton&quot;: true, &quot;position&quot;: &quot;topleft&quot;, &quot;title&quot;: &quot;Expand me&quot;, &quot;titleCancel&quot;: &quot;Exit me&quot;}\n",
       "            ).addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "        \n",
       "    \n",
       "            var mouse_position_f21f0dc4d3ca699a2a959e3cc70327df = new L.Control.MousePosition(\n",
       "                {&quot;emptyString&quot;: &quot;NaN&quot;, &quot;lngFirst&quot;: true, &quot;numDigits&quot;: 8, &quot;position&quot;: &quot;bottomleft&quot;, &quot;prefix&quot;: &quot;&quot;, &quot;separator&quot;: &quot;, &quot;}\n",
       "            );\n",
       "            mouse_position_f21f0dc4d3ca699a2a959e3cc70327df.options[&quot;latFormatter&quot;] =\n",
       "                undefined;\n",
       "            mouse_position_f21f0dc4d3ca699a2a959e3cc70327df.options[&quot;lngFormatter&quot;] =\n",
       "                undefined;\n",
       "            map_bfaa9e536ec5f8cd524320301dc7688e.addControl(mouse_position_f21f0dc4d3ca699a2a959e3cc70327df);\n",
       "        \n",
       "    \n",
       "\n",
       "            var geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8 = {&quot;collapsed&quot;: false, &quot;defaultMarkGeocode&quot;: true, &quot;position&quot;: &quot;topright&quot;, &quot;provider&quot;: &quot;nominatim&quot;, &quot;providerOptions&quot;: {}, &quot;zoom&quot;: 11};\n",
       "\n",
       "            // note: geocoder name should start with lowercase\n",
       "            var geocoderName_geocoder_bc975fe92efeed267c3276fbe2baaab8 = geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8[&quot;provider&quot;];\n",
       "\n",
       "            var customGeocoder_geocoder_bc975fe92efeed267c3276fbe2baaab8 = L.Control.Geocoder[ geocoderName_geocoder_bc975fe92efeed267c3276fbe2baaab8 ](\n",
       "                geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8[&#x27;providerOptions&#x27;]\n",
       "            );\n",
       "            geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8[&quot;geocoder&quot;] = customGeocoder_geocoder_bc975fe92efeed267c3276fbe2baaab8;\n",
       "\n",
       "            L.Control.geocoder(\n",
       "                geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8\n",
       "            ).on(&#x27;markgeocode&#x27;, function(e) {\n",
       "                var zoom = geocoderOpts_geocoder_bc975fe92efeed267c3276fbe2baaab8[&#x27;zoom&#x27;] || map_bfaa9e536ec5f8cd524320301dc7688e.getZoom();\n",
       "                map_bfaa9e536ec5f8cd524320301dc7688e.setView(e.geocode.center, zoom);\n",
       "            }).addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "\n",
       "        \n",
       "    \n",
       "            map_bfaa9e536ec5f8cd524320301dc7688e.fitBounds(\n",
       "                [[59.817081562232815, 10.598155478340788], [60.1212496966395, 10.94409299834679]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                case &quot;0&quot;: case &quot;1&quot;: case &quot;2&quot;: case &quot;3&quot;: case &quot;6&quot;: case &quot;7&quot;: case &quot;8&quot;: case &quot;9&quot;: case &quot;10&quot;: case &quot;11&quot;: case &quot;12&quot;: case &quot;13&quot;: case &quot;14&quot;: case &quot;15&quot;: case &quot;16&quot;: case &quot;17&quot;: case &quot;18&quot;: case &quot;19&quot;: case &quot;20&quot;: case &quot;21&quot;: case &quot;22&quot;: case &quot;23&quot;: case &quot;24&quot;: case &quot;25&quot;: case &quot;26&quot;: case &quot;27&quot;: case &quot;28&quot;: case &quot;29&quot;: case &quot;30&quot;: case &quot;31&quot;: case &quot;32&quot;: case &quot;33&quot;: case &quot;35&quot;: case &quot;36&quot;: case &quot;38&quot;: case &quot;39&quot;: case &quot;40&quot;: case &quot;41&quot;: case &quot;43&quot;: case &quot;44&quot;: case &quot;45&quot;: case &quot;46&quot;: case &quot;47&quot;: case &quot;48&quot;: case &quot;49&quot;: case &quot;50&quot;: case &quot;51&quot;: case &quot;52&quot;: case &quot;53&quot;: case &quot;55&quot;: case &quot;56&quot;: case &quot;57&quot;: case &quot;58&quot;: case &quot;59&quot;: case &quot;60&quot;: case &quot;61&quot;: case &quot;62&quot;: case &quot;63&quot;: case &quot;64&quot;: case &quot;65&quot;: case &quot;66&quot;: case &quot;67&quot;: case &quot;69&quot;: case &quot;70&quot;: case &quot;71&quot;: case &quot;72&quot;: case &quot;73&quot;: case &quot;76&quot;: case &quot;77&quot;: case &quot;78&quot;: case &quot;79&quot;: case &quot;80&quot;: case &quot;81&quot;: case &quot;82&quot;: case &quot;83&quot;: case &quot;84&quot;: case &quot;85&quot;: case &quot;86&quot;: case &quot;87&quot;: case &quot;88&quot;: case &quot;89&quot;: case &quot;90&quot;: case &quot;91&quot;: case &quot;92&quot;: case &quot;93&quot;: case &quot;94&quot;: case &quot;96&quot;: case &quot;97&quot;: case &quot;98&quot;: case &quot;99&quot;: case &quot;100&quot;: case &quot;101&quot;: case &quot;102&quot;: case &quot;103&quot;: case &quot;104&quot;: case &quot;106&quot;: case &quot;107&quot;: case &quot;108&quot;: case &quot;109&quot;: case &quot;110&quot;: case &quot;111&quot;: case &quot;112&quot;: case &quot;113&quot;: case &quot;114&quot;: case &quot;115&quot;: case &quot;116&quot;: case &quot;117&quot;: case &quot;118&quot;: case &quot;119&quot;: case &quot;120&quot;: case &quot;121&quot;: case &quot;122&quot;: case &quot;123&quot;: case &quot;124&quot;: case &quot;125&quot;: case &quot;126&quot;: case &quot;127&quot;: case &quot;128&quot;: case &quot;129&quot;: case &quot;130&quot;: case &quot;131&quot;: case &quot;132&quot;: case &quot;133&quot;: case &quot;134&quot;: case &quot;135&quot;: case &quot;136&quot;: case &quot;137&quot;: case &quot;138&quot;: case &quot;139&quot;: case &quot;140&quot;: case &quot;141&quot;: case &quot;143&quot;: case &quot;144&quot;: case &quot;145&quot;: case &quot;146&quot;: case &quot;147&quot;: case &quot;148&quot;: case &quot;149&quot;: case &quot;150&quot;: case &quot;151&quot;: case &quot;152&quot;: case &quot;153&quot;: case &quot;154&quot;: case &quot;155&quot;: case &quot;156&quot;: case &quot;157&quot;: case &quot;158&quot;: case &quot;159&quot;: case &quot;160&quot;: case &quot;162&quot;: case &quot;163&quot;: case &quot;164&quot;: case &quot;165&quot;: case &quot;167&quot;: case &quot;168&quot;: case &quot;169&quot;: case &quot;170&quot;: case &quot;171&quot;: case &quot;172&quot;: case &quot;173&quot;: case &quot;174&quot;: case &quot;175&quot;: case &quot;176&quot;: case &quot;177&quot;: case &quot;178&quot;: case &quot;179&quot;: case &quot;180&quot;: case &quot;181&quot;: case &quot;187&quot;: case &quot;188&quot;: case &quot;189&quot;: case &quot;190&quot;: case &quot;191&quot;: case &quot;193&quot;: case &quot;194&quot;: case &quot;195&quot;: case &quot;196&quot;: case &quot;199&quot;: case &quot;200&quot;: case &quot;201&quot;: case &quot;202&quot;: case &quot;203&quot;: case &quot;204&quot;: case &quot;205&quot;: case &quot;207&quot;: case &quot;208&quot;: case &quot;209&quot;: case &quot;210&quot;: case &quot;211&quot;: case &quot;212&quot;: case &quot;213&quot;: case &quot;214&quot;: case &quot;215&quot;: case &quot;216&quot;: case &quot;217&quot;: case &quot;218&quot;: case &quot;219&quot;: case &quot;220&quot;: case &quot;221&quot;: case &quot;222&quot;: case &quot;223&quot;: case &quot;224&quot;: case &quot;225&quot;: case &quot;226&quot;: case &quot;227&quot;: case &quot;228&quot;: case &quot;229&quot;: case &quot;230&quot;: case &quot;231&quot;: case &quot;232&quot;: case &quot;233&quot;: case &quot;234&quot;: case &quot;235&quot;: case &quot;237&quot;: case &quot;239&quot;: case &quot;240&quot;: case &quot;241&quot;: case &quot;242&quot;: case &quot;243&quot;: case &quot;244&quot;: case &quot;245&quot;: case &quot;246&quot;: case &quot;247&quot;: case &quot;249&quot;: case &quot;250&quot;: case &quot;251&quot;: case &quot;252&quot;: case &quot;254&quot;: case &quot;255&quot;: case &quot;256&quot;: case &quot;257&quot;: case &quot;258&quot;: case &quot;259&quot;: case &quot;260&quot;: case &quot;261&quot;: case &quot;262&quot;: case &quot;263&quot;: case &quot;264&quot;: case &quot;265&quot;: case &quot;266&quot;: case &quot;267&quot;: case &quot;269&quot;: case &quot;270&quot;: case &quot;271&quot;: case &quot;272&quot;: case &quot;273&quot;: case &quot;274&quot;: case &quot;275&quot;: case &quot;276&quot;: case &quot;277&quot;: case &quot;278&quot;: case &quot;279&quot;: case &quot;280&quot;: case &quot;281&quot;: case &quot;282&quot;: case &quot;283&quot;: case &quot;284&quot;: case &quot;285&quot;: case &quot;286&quot;: case &quot;287&quot;: case &quot;288&quot;: case &quot;289&quot;: case &quot;290&quot;: case &quot;291&quot;: case &quot;292&quot;: case &quot;293&quot;: case &quot;294&quot;: case &quot;295&quot;: case &quot;296&quot;: case &quot;297&quot;: case &quot;298&quot;: case &quot;299&quot;: case &quot;300&quot;: case &quot;301&quot;: case &quot;302&quot;: case &quot;303&quot;: case &quot;304&quot;: case &quot;305&quot;: case &quot;306&quot;: case &quot;307&quot;: case &quot;308&quot;: case &quot;309&quot;: case &quot;310&quot;: case &quot;311&quot;: case &quot;312&quot;: case &quot;313&quot;: case &quot;315&quot;: case &quot;316&quot;: case &quot;317&quot;: case &quot;318&quot;: case &quot;319&quot;: case &quot;320&quot;: case &quot;321&quot;: case &quot;322&quot;: case &quot;323&quot;: case &quot;324&quot;: case &quot;325&quot;: case &quot;326&quot;: case &quot;328&quot;: case &quot;330&quot;: case &quot;331&quot;: case &quot;332&quot;: case &quot;333&quot;: case &quot;334&quot;: case &quot;335&quot;: case &quot;336&quot;: case &quot;337&quot;: case &quot;338&quot;: case &quot;341&quot;: case &quot;342&quot;: case &quot;344&quot;: case &quot;345&quot;: case &quot;346&quot;: case &quot;347&quot;: case &quot;348&quot;: case &quot;349&quot;: case &quot;350&quot;: case &quot;351&quot;: case &quot;352&quot;: case &quot;353&quot;: case &quot;354&quot;: case &quot;355&quot;: case &quot;356&quot;: case &quot;357&quot;: case &quot;358&quot;: case &quot;359&quot;: case &quot;360&quot;: case &quot;361&quot;: case &quot;362&quot;: case &quot;363&quot;: case &quot;364&quot;: case &quot;365&quot;: case &quot;366&quot;: case &quot;367&quot;: case &quot;368&quot;: case &quot;369&quot;: case &quot;370&quot;: case &quot;371&quot;: case &quot;372&quot;: case &quot;373&quot;: case &quot;374&quot;: case &quot;375&quot;: case &quot;376&quot;: case &quot;377&quot;: case &quot;378&quot;: case &quot;379&quot;: case &quot;381&quot;: case &quot;382&quot;: case &quot;383&quot;: case &quot;384&quot;: case &quot;385&quot;: case &quot;386&quot;: case &quot;387&quot;: case &quot;388&quot;: case &quot;389&quot;: case &quot;390&quot;: case &quot;391&quot;: case &quot;392&quot;: case &quot;393&quot;: case &quot;395&quot;: case &quot;396&quot;: case &quot;397&quot;: case &quot;398&quot;: case &quot;399&quot;: case &quot;400&quot;: case &quot;401&quot;: case &quot;402&quot;: case &quot;403&quot;: case &quot;404&quot;: case &quot;405&quot;: case &quot;406&quot;: case &quot;407&quot;: case &quot;408&quot;: case &quot;409&quot;: case &quot;410&quot;: case &quot;411&quot;: case &quot;412&quot;: case &quot;413&quot;: case &quot;414&quot;: case &quot;416&quot;: case &quot;418&quot;: case &quot;419&quot;: case &quot;420&quot;: case &quot;421&quot;: case &quot;422&quot;: case &quot;423&quot;: case &quot;424&quot;: case &quot;426&quot;: case &quot;427&quot;: case &quot;428&quot;: case &quot;429&quot;: case &quot;430&quot;: case &quot;431&quot;: case &quot;432&quot;: case &quot;433&quot;: case &quot;434&quot;: case &quot;435&quot;: case &quot;436&quot;: case &quot;437&quot;: case &quot;438&quot;: case &quot;439&quot;: case &quot;440&quot;: case &quot;441&quot;: case &quot;442&quot;: case &quot;443&quot;: case &quot;444&quot;: case &quot;445&quot;: case &quot;446&quot;: case &quot;447&quot;: case &quot;449&quot;: case &quot;450&quot;: case &quot;452&quot;: case &quot;453&quot;: case &quot;454&quot;: case &quot;456&quot;: case &quot;457&quot;: case &quot;458&quot;: case &quot;459&quot;: case &quot;460&quot;: case &quot;461&quot;: case &quot;462&quot;: case &quot;463&quot;: case &quot;464&quot;: case &quot;465&quot;: case &quot;466&quot;: case &quot;467&quot;: case &quot;469&quot;: case &quot;470&quot;: case &quot;471&quot;: case &quot;472&quot;: case &quot;473&quot;: case &quot;475&quot;: case &quot;476&quot;: case &quot;477&quot;: case &quot;478&quot;: case &quot;479&quot;: case &quot;480&quot;: case &quot;481&quot;: case &quot;482&quot;: case &quot;483&quot;: case &quot;484&quot;: case &quot;485&quot;: case &quot;486&quot;: case &quot;487&quot;: case &quot;488&quot;: case &quot;489&quot;: case &quot;490&quot;: case &quot;491&quot;: case &quot;492&quot;: case &quot;493&quot;: case &quot;494&quot;: case &quot;495&quot;: case &quot;496&quot;: case &quot;497&quot;: case &quot;499&quot;: case &quot;500&quot;: case &quot;501&quot;: case &quot;502&quot;: case &quot;503&quot;: case &quot;504&quot;: case &quot;505&quot;: case &quot;506&quot;: case &quot;507&quot;: case &quot;508&quot;: case &quot;509&quot;: case &quot;510&quot;: case &quot;511&quot;: case &quot;512&quot;: case &quot;513&quot;: case &quot;514&quot;: case &quot;515&quot;: case &quot;516&quot;: case &quot;517&quot;: case &quot;518&quot;: case &quot;519&quot;: case &quot;520&quot;: case &quot;521&quot;: case &quot;522&quot;: case &quot;523&quot;: case &quot;524&quot;: case &quot;525&quot;: case &quot;526&quot;: case &quot;527&quot;: case &quot;528&quot;: case &quot;529&quot;: case &quot;530&quot;: case &quot;531&quot;: case &quot;532&quot;: case &quot;533&quot;: case &quot;534&quot;: case &quot;535&quot;: case &quot;537&quot;: case &quot;538&quot;: case &quot;539&quot;: case &quot;540&quot;: case &quot;541&quot;: case &quot;542&quot;: case &quot;543&quot;: case &quot;544&quot;: case &quot;545&quot;: case &quot;546&quot;: case &quot;547&quot;: case &quot;548&quot;: case &quot;549&quot;: case &quot;550&quot;: case &quot;552&quot;: case &quot;553&quot;: case &quot;554&quot;: case &quot;555&quot;: case &quot;556&quot;: case &quot;557&quot;: case &quot;558&quot;: case &quot;559&quot;: case &quot;560&quot;: case &quot;561&quot;: case &quot;562&quot;: case &quot;563&quot;: case &quot;564&quot;: case &quot;565&quot;: case &quot;566&quot;: case &quot;567&quot;: case &quot;568&quot;: case &quot;569&quot;: case &quot;571&quot;: case &quot;572&quot;: case &quot;573&quot;: case &quot;574&quot;: case &quot;575&quot;: case &quot;576&quot;: case &quot;577&quot;: case &quot;578&quot;: case &quot;579&quot;: case &quot;580&quot;: case &quot;581&quot;: case &quot;582&quot;: case &quot;585&quot;: case &quot;586&quot;: case &quot;587&quot;: case &quot;588&quot;: case &quot;589&quot;: case &quot;590&quot;: case &quot;591&quot;: case &quot;593&quot;: case &quot;595&quot;: case &quot;596&quot;: case &quot;597&quot;: case &quot;599&quot;: case &quot;601&quot;: case &quot;602&quot;: case &quot;603&quot;: case &quot;604&quot;: case &quot;605&quot;: case &quot;606&quot;: case &quot;607&quot;: case &quot;608&quot;: case &quot;609&quot;: case &quot;610&quot;: case &quot;611&quot;: case &quot;613&quot;: case &quot;614&quot;: case &quot;615&quot;: case &quot;616&quot;: case &quot;617&quot;: case &quot;618&quot;: case &quot;619&quot;: case &quot;620&quot;: case &quot;621&quot;: case &quot;622&quot;: case &quot;623&quot;: case &quot;624&quot;: case &quot;625&quot;: case &quot;626&quot;: case &quot;627&quot;: case &quot;628&quot;: case &quot;630&quot;: case &quot;631&quot;: case &quot;632&quot;: case &quot;633&quot;: case &quot;634&quot;: case &quot;635&quot;: case &quot;636&quot;: case &quot;637&quot;: case &quot;639&quot;: case &quot;640&quot;: case &quot;641&quot;: case &quot;642&quot;: case &quot;643&quot;: case &quot;644&quot;: case &quot;645&quot;: case &quot;646&quot;: case &quot;647&quot;: case &quot;648&quot;: case &quot;649&quot;: case &quot;650&quot;: case &quot;651&quot;: case &quot;652&quot;: case &quot;653&quot;: case &quot;654&quot;: case &quot;655&quot;: case &quot;656&quot;: case &quot;657&quot;: case &quot;659&quot;: case &quot;661&quot;: case &quot;662&quot;: case &quot;663&quot;: case &quot;665&quot;: case &quot;666&quot;: case &quot;667&quot;: case &quot;668&quot;: case &quot;669&quot;: case &quot;670&quot;: case &quot;671&quot;: case &quot;672&quot;: case &quot;673&quot;: case &quot;675&quot;: case &quot;676&quot;: case &quot;677&quot;: case &quot;679&quot;: case &quot;680&quot;: case &quot;681&quot;: case &quot;682&quot;: case &quot;684&quot;: case &quot;685&quot;: case &quot;686&quot;: case &quot;687&quot;: case &quot;688&quot;: case &quot;689&quot;: case &quot;690&quot;: case &quot;691&quot;: case &quot;693&quot;: case &quot;694&quot;: case &quot;695&quot;: case &quot;696&quot;: case &quot;697&quot;: case &quot;698&quot;: case &quot;700&quot;: case &quot;701&quot;: case &quot;702&quot;: case &quot;704&quot;: case &quot;705&quot;: case &quot;706&quot;: case &quot;707&quot;: case &quot;708&quot;: case &quot;709&quot;: case &quot;710&quot;: case &quot;712&quot;: case &quot;713&quot;: case &quot;714&quot;: case &quot;715&quot;: case &quot;716&quot;: case &quot;717&quot;: case &quot;718&quot;: case &quot;720&quot;: case &quot;721&quot;: case &quot;722&quot;: case &quot;723&quot;: case &quot;724&quot;: case &quot;725&quot;: case &quot;727&quot;: case &quot;728&quot;: case &quot;729&quot;: case &quot;730&quot;: case &quot;731&quot;: case &quot;732&quot;: case &quot;733&quot;: case &quot;734&quot;: case &quot;735&quot;: case &quot;736&quot;: case &quot;737&quot;: case &quot;738&quot;: case &quot;739&quot;: case &quot;740&quot;: case &quot;741&quot;: case &quot;743&quot;: case &quot;744&quot;: case &quot;745&quot;: case &quot;746&quot;: case &quot;747&quot;: case &quot;748&quot;: case &quot;749&quot;: case &quot;750&quot;: case &quot;751&quot;: case &quot;752&quot;: case &quot;753&quot;: case &quot;754&quot;: case &quot;755&quot;: case &quot;756&quot;: case &quot;757&quot;: case &quot;758&quot;: case &quot;759&quot;: case &quot;760&quot;: case &quot;761&quot;: case &quot;762&quot;: case &quot;763&quot;: case &quot;764&quot;: case &quot;765&quot;: case &quot;766&quot;: case &quot;767&quot;: case &quot;768&quot;: case &quot;769&quot;: case &quot;770&quot;: case &quot;771&quot;: case &quot;772&quot;: case &quot;773&quot;: case &quot;774&quot;: case &quot;775&quot;: case &quot;777&quot;: case &quot;778&quot;: case &quot;779&quot;: case &quot;780&quot;: case &quot;781&quot;: case &quot;782&quot;: case &quot;783&quot;: case &quot;784&quot;: case &quot;785&quot;: case &quot;786&quot;: case &quot;787&quot;: case &quot;788&quot;: case &quot;789&quot;: case &quot;790&quot;: case &quot;791&quot;: case &quot;792&quot;: case &quot;793&quot;: case &quot;794&quot;: case &quot;795&quot;: case &quot;796&quot;: case &quot;798&quot;: case &quot;799&quot;: case &quot;800&quot;: case &quot;801&quot;: case &quot;802&quot;: case &quot;803&quot;: case &quot;805&quot;: case &quot;806&quot;: case &quot;807&quot;: case &quot;808&quot;: case &quot;809&quot;: case &quot;810&quot;: case &quot;812&quot;: case &quot;814&quot;: case &quot;815&quot;: case &quot;816&quot;: case &quot;817&quot;: case &quot;818&quot;: case &quot;819&quot;: case &quot;820&quot;: case &quot;821&quot;: case &quot;822&quot;: case &quot;823&quot;: case &quot;825&quot;: case &quot;826&quot;: case &quot;827&quot;: case &quot;828&quot;: case &quot;829&quot;: case &quot;830&quot;: case &quot;831&quot;: case &quot;832&quot;: case &quot;833&quot;: case &quot;834&quot;: case &quot;835&quot;: case &quot;836&quot;: case &quot;837&quot;: case &quot;838&quot;: case &quot;839&quot;: case &quot;840&quot;: case &quot;841&quot;: case &quot;842&quot;: case &quot;843&quot;: case &quot;844&quot;: case &quot;845&quot;: case &quot;846&quot;: case &quot;847&quot;: case &quot;849&quot;: case &quot;850&quot;: case &quot;851&quot;: case &quot;852&quot;: case &quot;853&quot;: case &quot;855&quot;: case &quot;856&quot;: case &quot;857&quot;: case &quot;858&quot;: case &quot;859&quot;: case &quot;860&quot;: case &quot;861&quot;: case &quot;862&quot;: case &quot;863&quot;: case &quot;864&quot;: case &quot;865&quot;: case &quot;866&quot;: case &quot;867&quot;: case &quot;868&quot;: case &quot;871&quot;: case &quot;872&quot;: case &quot;873&quot;: case &quot;874&quot;: case &quot;875&quot;: case &quot;876&quot;: case &quot;877&quot;: case &quot;878&quot;: case &quot;879&quot;: case &quot;880&quot;: case &quot;881&quot;: case &quot;882&quot;: case &quot;883&quot;: case &quot;884&quot;: case &quot;885&quot;: case &quot;886&quot;: case &quot;887&quot;: case &quot;888&quot;: case &quot;889&quot;: case &quot;890&quot;: case &quot;891&quot;: case &quot;892&quot;: case &quot;893&quot;: case &quot;894&quot;: case &quot;895&quot;: case &quot;896&quot;: case &quot;897&quot;: case &quot;898&quot;: case &quot;899&quot;: case &quot;900&quot;: case &quot;902&quot;: case &quot;903&quot;: case &quot;906&quot;: case &quot;908&quot;: case &quot;909&quot;: case &quot;910&quot;: case &quot;913&quot;: case &quot;914&quot;: case &quot;915&quot;: case &quot;916&quot;: case &quot;917&quot;: case &quot;918&quot;: case &quot;919&quot;: case &quot;920&quot;: case &quot;921&quot;: case &quot;922&quot;: case &quot;923&quot;: case &quot;924&quot;: case &quot;925&quot;: case &quot;926&quot;: case &quot;927&quot;: case &quot;928&quot;: case &quot;929&quot;: case &quot;931&quot;: case &quot;933&quot;: case &quot;934&quot;: case &quot;935&quot;: case &quot;936&quot;: case &quot;937&quot;: case &quot;938&quot;: case &quot;939&quot;: case &quot;940&quot;: case &quot;941&quot;: case &quot;942&quot;: case &quot;943&quot;: case &quot;944&quot;: case &quot;946&quot;: case &quot;947&quot;: case &quot;948&quot;: case &quot;949&quot;: case &quot;950&quot;: case &quot;951&quot;: case &quot;952&quot;: case &quot;953&quot;: case &quot;954&quot;: case &quot;955&quot;: case &quot;957&quot;: case &quot;958&quot;: case &quot;959&quot;: case &quot;960&quot;: case &quot;961&quot;: case &quot;962&quot;: case &quot;963&quot;: case &quot;964&quot;: case &quot;965&quot;: case &quot;966&quot;: case &quot;967&quot;: case &quot;968&quot;: case &quot;969&quot;: case &quot;971&quot;: case &quot;972&quot;: case &quot;973&quot;: case &quot;974&quot;: case &quot;975&quot;: case &quot;976&quot;: case &quot;977&quot;: case &quot;978&quot;: case &quot;979&quot;: case &quot;980&quot;: case &quot;981&quot;: case &quot;982&quot;: case &quot;983&quot;: case &quot;984&quot;: case &quot;985&quot;: case &quot;986&quot;: case &quot;987&quot;: case &quot;988&quot;: case &quot;989&quot;: case &quot;991&quot;: case &quot;992&quot;: case &quot;993&quot;: case &quot;995&quot;: case &quot;996&quot;: case &quot;997&quot;: case &quot;998&quot;: case &quot;999&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#ff455e&quot;, &quot;fillColor&quot;: &quot;#ff455e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#4576ff&quot;, &quot;fillColor&quot;: &quot;#4576ff&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_d89c8aa844510f32a8143e6fbb4d9fcb.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_d89c8aa844510f32a8143e6fbb4d9fcb = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_onEachFeature,\n",
       "            \n",
       "                style: geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_styler,\n",
       "                pointToLayer: geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_add (data) {\n",
       "            geo_json_d89c8aa844510f32a8143e6fbb4d9fcb\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_d89c8aa844510f32a8143e6fbb4d9fcb_add({&quot;bbox&quot;: [10.598155478340788, 59.817081562232815, 10.94409299834679, 60.1212496966395], &quot;features&quot;: [{&quot;bbox&quot;: [10.6453317715911, 59.953942986754484, 10.6453317715911, 59.953942986754484], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.6453317715911, 59.953942986754484], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 0, &quot;minutes_mean&quot;: 18.43727749449261, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.769284453186643, 59.9449983732977, 10.769284453186643, 59.9449983732977], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.769284453186643, 59.9449983732977], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 1, &quot;minutes_mean&quot;: 12.22410617505948, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.733143459406968, 59.961627203007055, 10.733143459406968, 59.961627203007055], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.733143459406968, 59.961627203007055], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 2, &quot;minutes_mean&quot;: 15.764892049601407, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.694225045250118, 59.96097245620725, 10.694225045250118, 59.96097245620725], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.694225045250118, 59.96097245620725], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 3, &quot;minutes_mean&quot;: 17.54542659278431, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.763194595345007, 59.933608061312, 10.763194595345007, 59.933608061312], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.763194595345007, 59.933608061312], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;4&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;ca_omraade&quot;: &quot;indre_oslo&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 4, &quot;minutes_mean&quot;: 11.62716078906983, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.74924580756191, 59.91704538391736, 10.74924580756191, 59.91704538391736], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.74924580756191, 59.91704538391736], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;5&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;ca_omraade&quot;: &quot;indre_oslo&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 5, &quot;minutes_mean&quot;: 12.352755334032624, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.775795781905577, 59.963801843708005, 10.775795781905577, 59.963801843708005], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.775795781905577, 59.963801843708005], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;6&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 6, &quot;minutes_mean&quot;: 15.0978536121343, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.783688483098446, 59.92602065235056, 10.783688483098446, 59.92602065235056], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.783688483098446, 59.92602065235056], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;7&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 7, &quot;minutes_mean&quot;: 11.63604342426244, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.820242654925998, 59.90060788520199, 10.820242654925998, 59.90060788520199], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.820242654925998, 59.90060788520199], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;8&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 8, &quot;minutes_mean&quot;: 12.864041418801158, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.886747837356708, 59.958860506496485, 10.886747837356708, 59.958860506496485], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.886747837356708, 59.958860506496485], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;9&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, 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&quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 991, &quot;minutes_mean&quot;: 20.325622109169977, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.654095906817908, 59.934692281085916, 10.654095906817908, 59.934692281085916], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.654095906817908, 59.934692281085916], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;992&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 992, &quot;minutes_mean&quot;: 19.194441264026405, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.790912937954468, 59.908044095788654, 10.790912937954468, 59.908044095788654], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.790912937954468, 59.908044095788654], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;993&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 993, &quot;minutes_mean&quot;: 11.715369164848855, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.74226536659429, 59.909059903285055, 10.74226536659429, 59.909059903285055], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.74226536659429, 59.909059903285055], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;994&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;ca_omraade&quot;: &quot;indre_oslo&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 994, &quot;minutes_mean&quot;: 12.926973631628497, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.784368526975067, 59.94477170127592, 10.784368526975067, 59.94477170127592], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.784368526975067, 59.94477170127592], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;995&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 995, &quot;minutes_mean&quot;: 11.54683932062195, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.770865105721754, 59.88032772847041, 10.770865105721754, 59.88032772847041], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.770865105721754, 59.88032772847041], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;996&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 996, &quot;minutes_mean&quot;: 15.867035432320282, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.796435481811326, 59.893978149230904, 10.796435481811326, 59.893978149230904], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.796435481811326, 59.893978149230904], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;997&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 997, &quot;minutes_mean&quot;: 14.233971754647039, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.794340272130842, 59.86642427990479, 10.794340272130842, 59.86642427990479], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.794340272130842, 59.86642427990479], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;998&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 998, &quot;minutes_mean&quot;: 14.837708504449967, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [10.662629588821638, 59.979170285778686, 10.662629588821638, 59.979170285778686], &quot;geometry&quot;: {&quot;coordinates&quot;: [10.662629588821638, 59.979170285778686], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;999&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#ff455e&quot;, &quot;ca_omraade&quot;: &quot;ytre_oslo&quot;, &quot;color&quot;: &quot;#ff455e&quot;, &quot;index&quot;: 999, &quot;minutes_mean&quot;: 23.93218640158362, &quot;n_missing&quot;: 15, &quot;n_missing_cat&quot;: &quot;15&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_d89c8aa844510f32a8143e6fbb4d9fcb.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;ca_omraade&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;ca_omraade&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_d89c8aa844510f32a8143e6fbb4d9fcb.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;ca_omraade&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;minutes_mean&quot;, &quot;n_missing&quot;, &quot;n_missing_cat&quot;, &quot;ca_omraade&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_d89c8aa844510f32a8143e6fbb4d9fcb.addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "        \n",
       "    \n",
       "        function geo_json_618ff11e64f38712f5e8f940b414dae0_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#4576ff&quot;, &quot;fillColor&quot;: &quot;#4576ff&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_618ff11e64f38712f5e8f940b414dae0_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_618ff11e64f38712f5e8f940b414dae0_pointToLayer(feature, latlng) {\n",
       "            var opts = {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#3388ff&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 2, &quot;stroke&quot;: true, &quot;weight&quot;: 3};\n",
       "            \n",
       "            let style = geo_json_618ff11e64f38712f5e8f940b414dae0_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_618ff11e64f38712f5e8f940b414dae0_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                            geo_json_618ff11e64f38712f5e8f940b414dae0.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_618ff11e64f38712f5e8f940b414dae0_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_618ff11e64f38712f5e8f940b414dae0 = L.geoJson(null, {\n",
       "                smoothFactor: 1.5,\n",
       "                onEachFeature: geo_json_618ff11e64f38712f5e8f940b414dae0_onEachFeature,\n",
       "            \n",
       "                style: geo_json_618ff11e64f38712f5e8f940b414dae0_styler,\n",
       "                pointToLayer: geo_json_618ff11e64f38712f5e8f940b414dae0_pointToLayer,\n",
       "        });\n",
       "\n",
       "        function geo_json_618ff11e64f38712f5e8f940b414dae0_add (data) {\n",
       "            geo_json_618ff11e64f38712f5e8f940b414dae0\n",
       "                .addData(data);\n",
       "        }\n",
       "            geo_json_618ff11e64f38712f5e8f940b414dae0_add({&quot;bbox&quot;: [10.692396300000002, 59.897754799999994, 10.780895, 59.950502300000004], &quot;features&quot;: [{&quot;bbox&quot;: [10.692396300000002, 59.897754799999994, 10.780895, 59.950502300000004], &quot;geometry&quot;: {&quot;coordinates&quot;: [[[10.692396300000002, 59.91935149999999], [10.732624500000002, 59.935974800000004], [10.765060499999999, 59.950502300000004], [10.776052500000002, 59.92616919999999], [10.780895, 59.9074857], [10.7387118, 59.897754799999994], [10.692396300000002, 59.91935149999999]]], &quot;type&quot;: &quot;Polygon&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;__folium_color&quot;: &quot;#4576ff&quot;, &quot;ca_omraade&quot;: &quot;indre_oslo&quot;, &quot;color&quot;: &quot;#4576ff&quot;, &quot;index&quot;: 0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_618ff11e64f38712f5e8f940b414dae0.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;ca_omraade&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;ca_omraade&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "    geo_json_618ff11e64f38712f5e8f940b414dae0.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;index&quot;, &quot;ca_omraade&quot;, &quot;color&quot;];\n",
       "    let aliases = [&quot;index&quot;, &quot;ca_omraade&quot;, &quot;color&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "    \n",
       "            geo_json_618ff11e64f38712f5e8f940b414dae0.addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "        \n",
       "    \n",
       "            var layer_control_c48c1c88081be033f196bc80f0d5273e_layers = {\n",
       "                base_layers : {\n",
       "                    &quot;openstreetmap&quot; : tile_layer_1e656f396b83f356278aae8da7e689ff,\n",
       "                },\n",
       "                overlays :  {\n",
       "                    &quot;punkter&quot; : geo_json_d89c8aa844510f32a8143e6fbb4d9fcb,\n",
       "                    &quot;ca_indre_oslo&quot; : geo_json_618ff11e64f38712f5e8f940b414dae0,\n",
       "                },\n",
       "            };\n",
       "            let layer_control_c48c1c88081be033f196bc80f0d5273e = L.control.layers(\n",
       "                layer_control_c48c1c88081be033f196bc80f0d5273e_layers.base_layers,\n",
       "                layer_control_c48c1c88081be033f196bc80f0d5273e_layers.overlays,\n",
       "                {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n",
       "            ).addTo(map_bfaa9e536ec5f8cd524320301dc7688e);\n",
       "\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7c66090d02e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from shapely.geometry import Polygon\n",
    "\n",
    "koordinater = [\n",
    "    (10.6923963, 59.9193515),\n",
    "    (10.7326245, 59.9359748),\n",
    "    (10.7650605, 59.9505023),\n",
    "    (10.7760525, 59.9261692),\n",
    "    (10.780895, 59.9074857),\n",
    "    (10.7387118, 59.8977548),\n",
    "]\n",
    "\n",
    "ca_indre_oslo = sg.to_gdf(Polygon(koordinater), crs=4326).to_crs(25833)\n",
    "ca_indre_oslo[\"ca_omraade\"] = \"indre_oslo\"\n",
    "\n",
    "punkter[\"ca_omraade\"] = (\n",
    "    punkter.sjoin(ca_indre_oslo, how=\"left\")\n",
    "    .ca_omraade\n",
    "    .fillna(\"ytre_oslo\")\n",
    ")\n",
    "\n",
    "sg.explore(punkter, ca_indre_oslo, \"ca_omraade\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "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>origin</th>\n",
       "      <th>destination</th>\n",
       "      <th>minutes</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>1</td>\n",
       "      <td>14.321483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>2</td>\n",
       "      <td>12.366217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>3</td>\n",
       "      <td>11.744793</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>4</td>\n",
       "      <td>14.095498</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999995</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>995</td>\n",
       "      <td>18.308947</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999996</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>996</td>\n",
       "      <td>26.868765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999997</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>997</td>\n",
       "      <td>27.924596</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999998</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>998</td>\n",
       "      <td>30.491705</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>999999</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>999</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1000000 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           origin  destination    minutes\n",
       "0       ytre_oslo            0   0.000000\n",
       "1       ytre_oslo            1  14.321483\n",
       "2       ytre_oslo            2  12.366217\n",
       "3       ytre_oslo            3  11.744793\n",
       "4       ytre_oslo            4  14.095498\n",
       "...           ...          ...        ...\n",
       "999995  ytre_oslo          995  18.308947\n",
       "999996  ytre_oslo          996  26.868765\n",
       "999997  ytre_oslo          997  27.924596\n",
       "999998  ytre_oslo          998  30.491705\n",
       "999999  ytre_oslo          999   0.000000\n",
       "\n",
       "[1000000 rows x 3 columns]"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "od = nwa.od_cost_matrix(\n",
    "    punkter.set_index(\"ca_omraade\"),\n",
    "    punkter,\n",
    ")\n",
    "\n",
    "od"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Så kan man oppsummere for kommunene direkte:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "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>ca_omraade</th>\n",
       "      <th>minutes_mean</th>\n",
       "      <th>count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>indre_oslo</td>\n",
       "      <td>12.531810</td>\n",
       "      <td>90621</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ytre_oslo</td>\n",
       "      <td>15.835547</td>\n",
       "      <td>880606</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   ca_omraade  minutes_mean   count\n",
       "0  indre_oslo     12.531810   90621\n",
       "1   ytre_oslo     15.835547  880606"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "oppsummert_kommunevis = od.groupby(\"origin\").agg(\n",
    "    minutes_mean=(\"minutes\", \"mean\"),\n",
    "    count=(\"minutes\", \"count\"),\n",
    ")\n",
    "\n",
    "oppsummert_kommunevis.index.name = \"ca_omraade\"\n",
    "oppsummert_kommunevis.reset_index()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Med lines=True får man rette linjer, så man lettere kan undersøke resultatene."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "od = nwa.od_cost_matrix(\n",
    "    punkter.sample(1),\n",
    "    punkter,\n",
    "    lines=True\n",
    ")\n",
    "\n",
    "m = sg.ThematicMap(od, column=\"minutes\", size=10)\n",
    "m.black = True\n",
    "m.title = \"Reisetid fra 1 til 1000 adresser\"\n",
    "m.scheme = \"quantiles\"\n",
    "m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Finn raskeste rute\n",
    "Velger ett startpunkt for illustrasjons skyld."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "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>origin</th>\n",
       "      <th>destination</th>\n",
       "      <th>minutes</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>656</td>\n",
       "      <td>17.984539</td>\n",
       "      <td>MULTILINESTRING Z ((262612.315 6649378.042 3.6...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>51</td>\n",
       "      <td>22.958288</td>\n",
       "      <td>MULTILINESTRING Z ((265729.000 6649880.400 95....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>881</td>\n",
       "      <td>28.332227</td>\n",
       "      <td>MULTILINESTRING Z ((262646.691 6647616.733 10....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>230</td>\n",
       "      <td>28.165429</td>\n",
       "      <td>MULTILINESTRING Z ((266769.300 6642035.500 145...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>859</td>\n",
       "      <td>23.945514</td>\n",
       "      <td>MULTILINESTRING Z ((265531.600 6646238.000 130...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0</td>\n",
       "      <td>729</td>\n",
       "      <td>16.097410</td>\n",
       "      <td>MULTILINESTRING Z ((265898.200 6652820.500 178...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>0</td>\n",
       "      <td>765</td>\n",
       "      <td>14.132669</td>\n",
       "      <td>MULTILINESTRING Z ((257403.930 6653256.540 136...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>0</td>\n",
       "      <td>43</td>\n",
       "      <td>12.727342</td>\n",
       "      <td>MULTILINESTRING Z ((257403.930 6653256.540 136...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>0</td>\n",
       "      <td>42</td>\n",
       "      <td>15.391739</td>\n",
       "      <td>MULTILINESTRING Z ((260812.000 6651365.800 51....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>0</td>\n",
       "      <td>513</td>\n",
       "      <td>23.107895</td>\n",
       "      <td>MULTILINESTRING Z ((262655.094 6647664.889 9.9...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>0</td>\n",
       "      <td>468</td>\n",
       "      <td>14.777220</td>\n",
       "      <td>MULTILINESTRING Z ((261933.318 6649768.820 13....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>0</td>\n",
       "      <td>412</td>\n",
       "      <td>4.429345</td>\n",
       "      <td>MULTILINESTRING Z ((256902.128 6654281.085 0.0...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>0</td>\n",
       "      <td>992</td>\n",
       "      <td>8.835359</td>\n",
       "      <td>MULTILINESTRING Z ((256711.700 6653586.600 149...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>0</td>\n",
       "      <td>67</td>\n",
       "      <td>22.057456</td>\n",
       "      <td>MULTILINESTRING Z ((265531.600 6646238.000 130...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>0</td>\n",
       "      <td>932</td>\n",
       "      <td>13.822138</td>\n",
       "      <td>MULTILINESTRING Z ((260812.000 6651365.800 51....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    origin  destination    minutes  \\\n",
       "0        0          656  17.984539   \n",
       "1        0           51  22.958288   \n",
       "2        0          881  28.332227   \n",
       "3        0          230  28.165429   \n",
       "4        0          859  23.945514   \n",
       "5        0          729  16.097410   \n",
       "6        0          765  14.132669   \n",
       "7        0           43  12.727342   \n",
       "8        0           42  15.391739   \n",
       "9        0          513  23.107895   \n",
       "10       0          468  14.777220   \n",
       "11       0          412   4.429345   \n",
       "12       0          992   8.835359   \n",
       "13       0           67  22.057456   \n",
       "14       0          932  13.822138   \n",
       "\n",
       "                                             geometry  \n",
       "0   MULTILINESTRING Z ((262612.315 6649378.042 3.6...  \n",
       "1   MULTILINESTRING Z ((265729.000 6649880.400 95....  \n",
       "2   MULTILINESTRING Z ((262646.691 6647616.733 10....  \n",
       "3   MULTILINESTRING Z ((266769.300 6642035.500 145...  \n",
       "4   MULTILINESTRING Z ((265531.600 6646238.000 130...  \n",
       "5   MULTILINESTRING Z ((265898.200 6652820.500 178...  \n",
       "6   MULTILINESTRING Z ((257403.930 6653256.540 136...  \n",
       "7   MULTILINESTRING Z ((257403.930 6653256.540 136...  \n",
       "8   MULTILINESTRING Z ((260812.000 6651365.800 51....  \n",
       "9   MULTILINESTRING Z ((262655.094 6647664.889 9.9...  \n",
       "10  MULTILINESTRING Z ((261933.318 6649768.820 13....  \n",
       "11  MULTILINESTRING Z ((256902.128 6654281.085 0.0...  \n",
       "12  MULTILINESTRING Z ((256711.700 6653586.600 149...  \n",
       "13  MULTILINESTRING Z ((265531.600 6646238.000 130...  \n",
       "14  MULTILINESTRING Z ((260812.000 6651365.800 51....  "
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "routes = nwa.get_route(\n",
    "    origins=punkter.iloc[[0]],\n",
    "    destinations=punkter.sample(15),\n",
    ")\n",
    "\n",
    "routes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "m = sg.ThematicMap(routes, punkter.iloc[[0]], size=10)\n",
    "m.black = True\n",
    "m.title = \"Raskeste rute fra 1 til 15 adresser\"\n",
    "m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Finn raskeste k ruter\n",
    "k = antall"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2500x2500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "points = sg.read_parquet_url(\"https://media.githubusercontent.com/media/statisticsnorway/ssb-sgis/main/tests/testdata/points_oslo.parquet\")\n",
    "\n",
    "p1, p2 = points.iloc[[0]], points.iloc[[1]]\n",
    "\n",
    "routes = nwa.get_k_routes(\n",
    "    p1, p2, k=4, drop_middle_percent=50\n",
    ")\n",
    "\n",
    "m = sg.ThematicMap(sg.buff(routes, 15), column=\"k\", black=True)\n",
    "m.title = \"Four fastest routes from A to B\"\n",
    "m.legend.title = \"Rank\"\n",
    "m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Men kan stille strengere eller mindre strenge krav til hvor ulike rutene skal være. \n",
    "\n",
    "Med drop_middle_percent=50, fjernes midteste halvdel av ruta fra nettverket (midlertidig) før neste rute skal finnes.\n",
    "\n",
    "La oss sjekke hvor mange ruter som blir funnet med drop_middle_percent=10:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {
    "tags": []
   },
   "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>origin</th>\n",
       "      <th>destination</th>\n",
       "      <th>minutes</th>\n",
       "      <th>k</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>13.209125</td>\n",
       "      <td>1</td>\n",
       "      <td>MULTILINESTRING Z ((263586.600 6651120.600 47....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>14.253618</td>\n",
       "      <td>2</td>\n",
       "      <td>MULTILINESTRING Z ((268554.230 6652166.290 120...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>14.407402</td>\n",
       "      <td>3</td>\n",
       "      <td>MULTILINESTRING Z ((270318.800 6653023.100 121...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>15.066977</td>\n",
       "      <td>4</td>\n",
       "      <td>MULTILINESTRING Z ((263586.600 6651120.600 47....</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>16.386565</td>\n",
       "      <td>5</td>\n",
       "      <td>MULTILINESTRING Z ((270246.400 6652365.200 123...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>16.682548</td>\n",
       "      <td>6</td>\n",
       "      <td>MULTILINESTRING Z ((270246.400 6652365.200 123...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   origin  destination    minutes  k  \\\n",
       "0       0            1  13.209125  1   \n",
       "1       0            1  14.253618  2   \n",
       "2       0            1  14.407402  3   \n",
       "3       0            1  15.066977  4   \n",
       "4       0            1  16.386565  5   \n",
       "5       0            1  16.682548  6   \n",
       "\n",
       "                                            geometry  \n",
       "0  MULTILINESTRING Z ((263586.600 6651120.600 47....  \n",
       "1  MULTILINESTRING Z ((268554.230 6652166.290 120...  \n",
       "2  MULTILINESTRING Z ((270318.800 6653023.100 121...  \n",
       "3  MULTILINESTRING Z ((263586.600 6651120.600 47....  \n",
       "4  MULTILINESTRING Z ((270246.400 6652365.200 123...  \n",
       "5  MULTILINESTRING Z ((270246.400 6652365.200 123...  "
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "k_routes = nwa.get_k_routes(p1, p2, k=100, drop_middle_percent=10)\n",
    "\n",
    "sg.qtm(k_routes, \"k\")\n",
    "\n",
    "k_routes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Den fant seks ruter. Med drop_middle_percent=100, finner man bare én rute:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "tags": []
   },
   "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>origin</th>\n",
       "      <th>destination</th>\n",
       "      <th>minutes</th>\n",
       "      <th>k</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>13.209125</td>\n",
       "      <td>1</td>\n",
       "      <td>MULTILINESTRING Z ((263586.600 6651120.600 47....</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   origin  destination    minutes  k  \\\n",
       "0       0            1  13.209125  1   \n",
       "\n",
       "                                            geometry  \n",
       "0  MULTILINESTRING Z ((263586.600 6651120.600 47....  "
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "k_routes = nwa.get_k_routes(p1, p2, k=4, drop_middle_percent=100)\n",
    "\n",
    "sg.qtm(k_routes, \"k\", color=\"red\")\n",
    "\n",
    "k_routes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "arealstat",
   "language": "python",
   "name": "arealstat"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}