{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# How to use polygons or lines as exposure\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Introduction\n",
    "\n",
    "Exposure in CLIMADA are usually represented as individual points or a raster of points.\n",
    "See [Exposures](climada_entity_Exposures.ipynb) tutorial to learn how to fill and use exposures.\n",
    "In this tutorial we show you how to run the impact calculation chain if you have polygons or lines to start with.\n",
    "The approach provides an all-in-one method for impact calculation: `calc_geom_impact`\n",
    "It features three sub-steps, for which the current util module `lines_polys_handler` also provides separate functions:\n",
    "\n",
    "1. Disaggregation of line and polygon data into point exposure:\n",
    "    * Interpolate geometries to points to fit in an `Exposure` instance; \n",
    "    * Disaggregate the respective geometry values to the point values\n",
    "2. Perform the impact calculation in CLIMADA with the point exposure\n",
    "3. Aggregate the calculated point `Impact` back to an impact instance for the initial polygons or lines  \n",
    "\n",
    "Note:\n",
    "Polygons or lines can be useful to represent specific types of exposures such as infrastructures (e.g. roads)\n",
    "or landuse types (e.g. crops, forests). In CLIMADA, it is possible to retrieve such specific exposure types using \n",
    "[OpenStreetMap data](https://www.openstreetmap.org/). Please refer to the associated [tutorial](https://climada-python.readthedocs.io/en/latest/tutorial/climada_entity_Exposures_osm.html) to learn \n",
    "how to do so."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Quick example"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Get example polygons (provinces), lines (rails), points exposure for the Netherlands, and create one single Exposures. Get demo winter storm hazard and a corresponding impact function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:14.832135Z",
     "start_time": "2022-06-24T11:16:10.579735Z"
    }
   },
   "outputs": [],
   "source": [
    "from climada.util.api_client import Client\n",
    "import climada.util.lines_polys_handler as u_lp\n",
    "from climada.entity.impact_funcs import ImpactFuncSet\n",
    "from climada.entity.impact_funcs.storm_europe import ImpfStormEurope\n",
    "from climada.entity import Exposures\n",
    "\n",
    "HAZ = Client().get_hazard(\"storm_europe\", name=\"test_haz_WS_nl\", status=\"test_dataset\")\n",
    "\n",
    "EXP_POLY = Client().get_exposures(\n",
    "    \"base\", name=\"test_polygon_exp\", status=\"test_dataset\"\n",
    ")\n",
    "EXP_LINE = Client().get_exposures(\"base\", name=\"test_line_exp\", status=\"test_dataset\")\n",
    "EXP_POINT = Client().get_exposures(\"base\", name=\"test_point_exp\", status=\"test_dataset\")\n",
    "\n",
    "EXP_MIX = Exposures.concat([EXP_POLY, EXP_LINE, EXP_POINT])\n",
    "\n",
    "IMPF = ImpfStormEurope.from_welker()\n",
    "IMPF_SET = ImpactFuncSet([IMPF])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Compute the impact in one line."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:15.310942Z",
     "start_time": "2022-06-24T11:16:14.834537Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:15,277 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:15,284 - climada.entity.exposures.base - INFO - Matching 183 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:15,285 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:15,295 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:15,296 - climada.engine.impact - INFO - Calculating damage for 182 assets (>0) and 2 events.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/ckropf/Documents/Climada/climada_python/climada/util/lines_polys_handler.py:931: UserWarning: Geometry is in a geographic CRS. Results from 'length' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  line_lengths = gdf_lines.length\n"
     ]
    }
   ],
   "source": [
    "# disaggregate in the same CRS as the exposures are defined (here degrees), resolution 1degree\n",
    "# divide values on points\n",
    "# aggregate by summing\n",
    "\n",
    "impact = u_lp.calc_geom_impact(\n",
    "    exp=EXP_MIX,\n",
    "    impf_set=IMPF_SET,\n",
    "    haz=HAZ,\n",
    "    res=0.2,\n",
    "    to_meters=False,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:15.603499Z",
     "start_time": "2022-06-24T11:16:15.312448Z"
    }
   },
   "outputs": [
    {
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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(impact);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:18.184904Z",
     "start_time": "2022-06-24T11:16:15.607263Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:17,387 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:18,069 - climada.entity.exposures.base - INFO - Matching 37357 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:18,073 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:18,114 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:18,117 - climada.engine.impact - INFO - Calculating damage for 37357 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "# disaggregate in meters\n",
    "# same value for each point, fixed to 1 (allows to get percentages of affected surface/distance)\n",
    "# aggregate by summing\n",
    "\n",
    "impact = u_lp.calc_geom_impact(\n",
    "    exp=EXP_MIX,\n",
    "    impf_set=IMPF_SET,\n",
    "    haz=HAZ,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.FIX,\n",
    "    disagg_val=1.0,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:18.428519Z",
     "start_time": "2022-06-24T11:16:18.186419Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "ax = u_lp.plot_eai_exp_geom(\n",
    "    impact, legend_kwds={\"label\": \"percentage\", \"orientation\": \"horizontal\"}\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Polygons\n",
    "\n",
    "Polygons or shapes are a common geographical representation of countries, states etc. as for example in NaturalEarth.\n",
    "Map data, as for example buildings, etc. obtained from openstreetmap (see tutorial [here](https://github.com/CLIMADA-project/climada_petals/blob/feature/osm_loaders/doc/tutorial/climada_exposures_openstreetmap.ipynb)), also frequently come as (multi-)polygons.\n",
    "Here we want to show you how to deal with exposure information as polygons."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Load data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets assume we have the following data given. The polygons of the admin-1 regions of the Netherlands and an exposure value each, which we gather in a geodataframe. We want to know the Impact of Lothar on each admin-1 region."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this tutorial, we shall see how to compute impacts for exposures defined on shapely geometries (polygons and/or lines). The basic principle is to disaggregate the geometries to a raster of points, compute the impact per points, and then re-aggregate. To do so, several methods are available. Here is a brief overview."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:18.433811Z",
     "start_time": "2022-06-24T11:16:18.430305Z"
    }
   },
   "outputs": [],
   "source": [
    "# Imports\n",
    "import geopandas as gpd\n",
    "import pandas as pd\n",
    "from pathlib import Path\n",
    "\n",
    "from climada.entity import Exposures\n",
    "from climada.entity.impact_funcs.storm_europe import ImpfStormEurope\n",
    "from climada.entity.impact_funcs import ImpactFuncSet\n",
    "from climada.engine import ImpactCalc\n",
    "from climada.hazard.storm_europe import StormEurope\n",
    "import climada.util.lines_polys_handler as u_lp\n",
    "from climada.util.constants import DEMO_DIR, WS_DEMO_NC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:18.443922Z",
     "start_time": "2022-06-24T11:16:18.435850Z"
    }
   },
   "outputs": [],
   "source": [
    "def gdf_poly():\n",
    "    from cartopy.io import shapereader\n",
    "    from climada_petals.entity.exposures.black_marble import country_iso_geom\n",
    "\n",
    "    # open the file containing the Netherlands admin-1 polygons\n",
    "    shp_file = shapereader.natural_earth(\n",
    "        resolution=\"10m\", category=\"cultural\", name=\"admin_0_countries\"\n",
    "    )\n",
    "    shp_file = shapereader.Reader(shp_file)\n",
    "\n",
    "    # extract the NL polygons\n",
    "    prov_names = {\n",
    "        \"Netherlands\": [\n",
    "            \"Groningen\",\n",
    "            \"Drenthe\",\n",
    "            \"Overijssel\",\n",
    "            \"Gelderland\",\n",
    "            \"Limburg\",\n",
    "            \"Zeeland\",\n",
    "            \"Noord-Brabant\",\n",
    "            \"Zuid-Holland\",\n",
    "            \"Noord-Holland\",\n",
    "            \"Friesland\",\n",
    "            \"Flevoland\",\n",
    "            \"Utrecht\",\n",
    "        ]\n",
    "    }\n",
    "    polygon_Netherlands, polygons_prov_NL = country_iso_geom(prov_names, shp_file)\n",
    "    prov_geom_NL = {\n",
    "        prov: geom\n",
    "        for prov, geom in zip(\n",
    "            list(prov_names.values())[0], list(polygons_prov_NL.values())[0]\n",
    "        )\n",
    "    }\n",
    "\n",
    "    # assign a value to each admin-1 area (assumption 100'000 USD per inhabitant)\n",
    "    population_prov_NL = {\n",
    "        \"Drenthe\": 493449,\n",
    "        \"Flevoland\": 422202,\n",
    "        \"Friesland\": 649988,\n",
    "        \"Gelderland\": 2084478,\n",
    "        \"Groningen\": 585881,\n",
    "        \"Limburg\": 1118223,\n",
    "        \"Noord-Brabant\": 2562566,\n",
    "        \"Noord-Holland\": 2877909,\n",
    "        \"Overijssel\": 1162215,\n",
    "        \"Zuid-Holland\": 3705625,\n",
    "        \"Utrecht\": 1353596,\n",
    "        \"Zeeland\": 383689,\n",
    "    }\n",
    "    value_prov_NL = {\n",
    "        n: 100000 * population_prov_NL[n] for n in population_prov_NL.keys()\n",
    "    }\n",
    "\n",
    "    # combine into GeoDataFrame and add a coordinate reference system to it:\n",
    "    df1 = pd.DataFrame.from_dict(\n",
    "        population_prov_NL, orient=\"index\", columns=[\"population\"]\n",
    "    ).join(pd.DataFrame.from_dict(value_prov_NL, orient=\"index\", columns=[\"value\"]))\n",
    "    df1[\"geometry\"] = [prov_geom_NL[prov] for prov in df1.index]\n",
    "    gdf_polys = gpd.GeoDataFrame(df1)\n",
    "    gdf_polys = gdf_polys.set_crs(epsg=4326)\n",
    "    return gdf_polys"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:19.844810Z",
     "start_time": "2022-06-24T11:16:18.445663Z"
    }
   },
   "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>population</th>\n",
       "      <th>value</th>\n",
       "      <th>geometry</th>\n",
       "      <th>impf_WS</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Drenthe</th>\n",
       "      <td>493449</td>\n",
       "      <td>49344900000</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Flevoland</th>\n",
       "      <td>422202</td>\n",
       "      <td>42220200000</td>\n",
       "      <td>POLYGON ((5.74046 52.83874, 5.75012 52.83507, ...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Friesland</th>\n",
       "      <td>649988</td>\n",
       "      <td>64998800000</td>\n",
       "      <td>MULTIPOLYGON (((5.17977 53.00899, 5.27947 53.0...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gelderland</th>\n",
       "      <td>2084478</td>\n",
       "      <td>208447800000</td>\n",
       "      <td>POLYGON ((6.77158 52.10879, 6.76587 52.10840, ...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Groningen</th>\n",
       "      <td>585881</td>\n",
       "      <td>58588100000</td>\n",
       "      <td>MULTIPOLYGON (((7.19459 53.24502, 7.19747 53.2...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            population         value  \\\n",
       "Drenthe         493449   49344900000   \n",
       "Flevoland       422202   42220200000   \n",
       "Friesland       649988   64998800000   \n",
       "Gelderland     2084478  208447800000   \n",
       "Groningen       585881   58588100000   \n",
       "\n",
       "                                                     geometry  impf_WS  \n",
       "Drenthe     POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1  \n",
       "Flevoland   POLYGON ((5.74046 52.83874, 5.75012 52.83507, ...        1  \n",
       "Friesland   MULTIPOLYGON (((5.17977 53.00899, 5.27947 53.0...        1  \n",
       "Gelderland  POLYGON ((6.77158 52.10879, 6.76587 52.10840, ...        1  \n",
       "Groningen   MULTIPOLYGON (((7.19459 53.24502, 7.19747 53.2...        1  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_nl_poly = Exposures(gdf_poly())\n",
    "exp_nl_poly.gdf[\"impf_WS\"] = 1\n",
    "exp_nl_poly.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:20.033075Z",
     "start_time": "2022-06-24T11:16:19.846622Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# take a look\n",
    "exp_nl_poly.gdf.plot(\"value\", legend=True, cmap=\"OrRd\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:22.063523Z",
     "start_time": "2022-06-24T11:16:20.037727Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:20,039 - climada.hazard.storm_europe - INFO - Constructing centroids from /Users/ckropf/climada/demo/data/fp_lothar_crop-test.nc\n",
      "2022-06-24 13:16:20,124 - climada.hazard.centroids.centr - INFO - Convert centroids to GeoSeries of Point shapes.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/ckropf/Documents/Climada/climada_python/climada/hazard/centroids/centr.py:822: UserWarning: Geometry is in a geographic CRS. Results from 'buffer' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  xy_pixels = self.geometry.buffer(res / 2).envelope\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:22,004 - climada.hazard.storm_europe - INFO - Commencing to iterate over netCDF files.\n"
     ]
    }
   ],
   "source": [
    "# define hazard\n",
    "storms = StormEurope.from_footprints(WS_DEMO_NC)\n",
    "# define impact function\n",
    "impf = ImpfStormEurope.from_welker()\n",
    "impf_set = ImpactFuncSet([impf])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Compute polygon impacts - all in one"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**All in one:** The main method `calc_geom_impact` provides several disaggregation keywords, specifiying\n",
    "\n",
    "- the target resolution (`res`), \n",
    "- the method on how to distribute the values of the original geometries onto the newly generated interpolated points (`disagg_met`)\n",
    "- the source (and number) of the value to be distributed (`disagg_val`). \n",
    "- the aggregation method (`agg_met`)\n",
    "\n",
    "`disagg_met` can be either fixed (`FIX`), replicating the original shape's value onto all points, or divided evenly (`DIV`), in which case the value is divided equally onto all new points.\n",
    "`disagg_val` can either be taken directly from the exposure gdf's value column (`None`) or be indicated here explicitly (`float`). Resolution can be given in the gdf's original (mostly degrees lat/lon) format, or in metres. `agg_met` can currently be only (`SUM`) were the value is summed over all points in the geometry.\n",
    "\n",
    "*Polygons can also be disaggregated on a given fixed grid, see example below*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Example 1**: Target resolution in degrees lat/lon, equal (average) distribution of values from exposure gdf among points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:34.540616Z",
     "start_time": "2022-06-24T11:16:22.064956Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:30,535 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:33,946 - climada.entity.exposures.base - INFO - Matching 195323 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:33,950 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:34,140 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:34,144 - climada.engine.impact - INFO - Calculating damage for 195323 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "imp_deg = u_lp.calc_geom_impact(\n",
    "    exp=exp_nl_poly,\n",
    "    impf_set=impf_set,\n",
    "    haz=storms,\n",
    "    res=0.005,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:34.731970Z",
     "start_time": "2022-06-24T11:16:34.541892Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(imp_deg);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Example 2**: Target resolution in metres, equal (divide) distribution of values from exposure gdf among points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:44.718483Z",
     "start_time": "2022-06-24T11:16:34.733376Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:41,366 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:44,164 - climada.entity.exposures.base - INFO - Matching 148369 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:44,168 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:44,387 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:44,390 - climada.engine.impact - INFO - Calculating damage for 148369 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "imp_m = u_lp.calc_geom_impact(\n",
    "    exp=exp_nl_poly,\n",
    "    impf_set=impf_set,\n",
    "    haz=storms,\n",
    "    res=500,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:44.994720Z",
     "start_time": "2022-06-24T11:16:44.720249Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(imp_m);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For this specific case, both disaggregation methods provide a relatively similar result, given the chosen numbers:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.003177Z",
     "start_time": "2022-06-24T11:16:44.996889Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0.00614586, -0.01079377,  0.00021355,  0.00140608,  0.0038771 ,\n",
       "       -0.0066888 , -0.00171755,  0.00741871, -0.00107029,  0.00424221,\n",
       "       -0.01838225,  0.01811858])"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(imp_deg.eai_exp - imp_m.eai_exp) / imp_deg.eai_exp"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:04:53.981750Z",
     "start_time": "2022-06-24T11:04:53.977328Z"
    }
   },
   "source": [
    "**Example 3**: Target predefined grid, equal (divide) distribution of values from exposure gdf among points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.012703Z",
     "start_time": "2022-06-24T11:16:45.004802Z"
    }
   },
   "outputs": [],
   "source": [
    "# regular grid from exposures bounds\n",
    "import climada.util.coordinates as u_coord\n",
    "\n",
    "res = 0.1\n",
    "(_, _, xmax, ymax) = exp_nl_poly.gdf.geometry.bounds.max()\n",
    "(xmin, ymin, _, _) = exp_nl_poly.gdf.geometry.bounds.min()\n",
    "bounds = (xmin, ymin, xmax, ymax)\n",
    "height, width, trafo = u_coord.pts_to_raster_meta(bounds, (res, res))\n",
    "x_grid, y_grid = u_coord.raster_to_meshgrid(trafo, width, height)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.123528Z",
     "start_time": "2022-06-24T11:16:45.013948Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:45,086 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:45,100 - climada.entity.exposures.base - INFO - Matching 486 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:45,102 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:45,110 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:45,111 - climada.engine.impact - INFO - Calculating damage for 486 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "imp_g = u_lp.calc_grid_impact(\n",
    "    exp=exp_nl_poly,\n",
    "    impf_set=impf_set,\n",
    "    haz=storms,\n",
    "    grid=(x_grid, y_grid),\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.338493Z",
     "start_time": "2022-06-24T11:16:45.125507Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(imp_g);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Compute polygon impacts - step by step"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Step 1:** Disaggregate polygon exposures to points. It is useful to do this separately, when the discretized exposure is used several times, for example, to compute with different hazards.\n",
    "\n",
    "Several disaggregation methods can be used as shown below:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.468598Z",
     "start_time": "2022-06-24T11:16:45.340027Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:45,445 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
     "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></th>\n",
       "      <th>population</th>\n",
       "      <th>value</th>\n",
       "      <th>geometry_orig</th>\n",
       "      <th>impf_WS</th>\n",
       "      <th>geometry</th>\n",
       "      <th>latitude</th>\n",
       "      <th>longitude</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">Drenthe</th>\n",
       "      <th>0</th>\n",
       "      <td>493449</td>\n",
       "      <td>2.056038e+09</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (6.21931 52.75939)</td>\n",
       "      <td>52.759394</td>\n",
       "      <td>6.219308</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>493449</td>\n",
       "      <td>2.056038e+09</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (6.30914 52.75939)</td>\n",
       "      <td>52.759394</td>\n",
       "      <td>6.309139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>493449</td>\n",
       "      <td>2.056038e+09</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (6.39897 52.75939)</td>\n",
       "      <td>52.759394</td>\n",
       "      <td>6.398971</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>493449</td>\n",
       "      <td>2.056038e+09</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (6.48880 52.75939)</td>\n",
       "      <td>52.759394</td>\n",
       "      <td>6.488802</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>493449</td>\n",
       "      <td>2.056038e+09</td>\n",
       "      <td>POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (6.57863 52.75939)</td>\n",
       "      <td>52.759394</td>\n",
       "      <td>6.578634</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           population         value  \\\n",
       "Drenthe 0      493449  2.056038e+09   \n",
       "        1      493449  2.056038e+09   \n",
       "        2      493449  2.056038e+09   \n",
       "        3      493449  2.056038e+09   \n",
       "        4      493449  2.056038e+09   \n",
       "\n",
       "                                               geometry_orig  impf_WS  \\\n",
       "Drenthe 0  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        1  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        2  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        3  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        4  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "\n",
       "                           geometry   latitude  longitude  \n",
       "Drenthe 0  POINT (6.21931 52.75939)  52.759394   6.219308  \n",
       "        1  POINT (6.30914 52.75939)  52.759394   6.309139  \n",
       "        2  POINT (6.39897 52.75939)  52.759394   6.398971  \n",
       "        3  POINT (6.48880 52.75939)  52.759394   6.488802  \n",
       "        4  POINT (6.57863 52.75939)  52.759394   6.578634  "
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Disaggregate exposure to 10'000 metre grid, each point gets average value within polygon.\n",
    "exp_pnt = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_poly,\n",
    "    res=10000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    ")\n",
    "exp_pnt.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:45.541066Z",
     "start_time": "2022-06-24T11:16:45.470239Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:45,516 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>population</th>\n",
       "      <th>value</th>\n",
       "      <th>geometry_orig</th>\n",
       "      <th>impf_WS</th>\n",
       "      <th>geometry</th>\n",
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       "      <td>493449</td>\n",
       "      <td>49344900000</td>\n",
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       "      <td>52.711466</td>\n",
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       "      <th>1</th>\n",
       "      <td>493449</td>\n",
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       "      <td>52.711466</td>\n",
       "      <td>6.529476</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>493449</td>\n",
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      "text/plain": [
       "           population        value  \\\n",
       "Drenthe 0      493449  49344900000   \n",
       "        1      493449  49344900000   \n",
       "        2      493449  49344900000   \n",
       "        3      493449  49344900000   \n",
       "        4      493449  49344900000   \n",
       "\n",
       "                                               geometry_orig  impf_WS  \\\n",
       "Drenthe 0  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        1  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        2  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        3  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        4  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "\n",
       "                           geometry   latitude  longitude  \n",
       "Drenthe 0  POINT (6.22948 52.71147)  52.711466   6.229476  \n",
       "        1  POINT (6.32948 52.71147)  52.711466   6.329476  \n",
       "        2  POINT (6.42948 52.71147)  52.711466   6.429476  \n",
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       "        4  POINT (6.62948 52.71147)  52.711466   6.629476  "
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Disaggregate exposure to 0.1° grid, no value disaggregation specified --> replicate initial value\n",
    "exp_pnt2 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_poly,\n",
    "    res=0.1,\n",
    "    to_meters=False,\n",
    "    disagg_met=u_lp.DisaggMethod.FIX,\n",
    "    disagg_val=None,\n",
    ")\n",
    "exp_pnt2.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:48.050045Z",
     "start_time": "2022-06-24T11:16:45.542718Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:47,258 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
     "data": {
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       "      <td>493449</td>\n",
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      "text/plain": [
       "           population       value  \\\n",
       "Drenthe 0      493449  10000000.0   \n",
       "        1      493449  10000000.0   \n",
       "        2      493449  10000000.0   \n",
       "        3      493449  10000000.0   \n",
       "        4      493449  10000000.0   \n",
       "\n",
       "                                               geometry_orig  impf_WS  \\\n",
       "Drenthe 0  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        1  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        2  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        3  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "        4  POLYGON ((7.07215 52.84132, 7.06198 52.82401, ...        1   \n",
       "\n",
       "                           geometry   latitude  longitude  \n",
       "Drenthe 0  POINT (6.38100 52.62624)  52.626236   6.381005  \n",
       "        1  POINT (6.38999 52.62624)  52.626236   6.389988  \n",
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       "        4  POINT (6.41694 52.62624)  52.626236   6.416937  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
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    }
   ],
   "source": [
    "# Disaggregate exposure to 1'000 metre grid, each point gets value corresponding to\n",
    "# its representative area (1'000^2).\n",
    "exp_pnt3 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_poly,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.FIX,\n",
    "    disagg_val=10e6,\n",
    ")\n",
    "exp_pnt3.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:50.682841Z",
     "start_time": "2022-06-24T11:16:48.051954Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:49,929 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
     "data": {
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       "      <th rowspan=\"5\" valign=\"top\">Zeeland</th>\n",
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       "      <td>0.000526</td>\n",
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       "      <th>1898</th>\n",
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       "      <th>1899</th>\n",
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       "      <th>1900</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.000526</td>\n",
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       "      <td>1</td>\n",
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       "      <td>51.738126</td>\n",
       "      <td>3.951286</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1901</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.000526</td>\n",
       "      <td>MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (3.96027 51.73813)</td>\n",
       "      <td>51.738126</td>\n",
       "      <td>3.960269</td>\n",
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      "text/plain": [
       "              population     value  \\\n",
       "Zeeland 1897      383689  0.000526   \n",
       "        1898      383689  0.000526   \n",
       "        1899      383689  0.000526   \n",
       "        1900      383689  0.000526   \n",
       "        1901      383689  0.000526   \n",
       "\n",
       "                                                  geometry_orig  impf_WS  \\\n",
       "Zeeland 1897  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        1898  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        1899  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        1900  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        1901  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "\n",
       "                              geometry   latitude  longitude  \n",
       "Zeeland 1897  POINT (3.92434 51.73813)  51.738126   3.924336  \n",
       "        1898  POINT (3.93332 51.73813)  51.738126   3.933320  \n",
       "        1899  POINT (3.94230 51.73813)  51.738126   3.942303  \n",
       "        1900  POINT (3.95129 51.73813)  51.738126   3.951286  \n",
       "        1901  POINT (3.96027 51.73813)  51.738126   3.960269  "
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Disaggregate exposure to 1'000 metre grid, each point gets value corresponding to 1\n",
    "# After dissagregation, each point has a value equal to the percentage of area of the polygon\n",
    "exp_pnt4 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_poly,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=1,\n",
    ")\n",
    "exp_pnt4.gdf.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:50.789238Z",
     "start_time": "2022-06-24T11:16:50.684853Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:50,765 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
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       "      <th>18</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.045455</td>\n",
       "      <td>MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (4.14941 51.54755)</td>\n",
       "      <td>51.54755</td>\n",
       "      <td>4.149415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.045455</td>\n",
       "      <td>MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (3.94941 51.64755)</td>\n",
       "      <td>51.64755</td>\n",
       "      <td>3.949415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.045455</td>\n",
       "      <td>MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (4.04941 51.64755)</td>\n",
       "      <td>51.64755</td>\n",
       "      <td>4.049415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>383689</td>\n",
       "      <td>0.045455</td>\n",
       "      <td>MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...</td>\n",
       "      <td>1</td>\n",
       "      <td>POINT (4.14941 51.64755)</td>\n",
       "      <td>51.64755</td>\n",
       "      <td>4.149415</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            population     value  \\\n",
       "Zeeland 17      383689  0.045455   \n",
       "        18      383689  0.045455   \n",
       "        19      383689  0.045455   \n",
       "        20      383689  0.045455   \n",
       "        21      383689  0.045455   \n",
       "\n",
       "                                                geometry_orig  impf_WS  \\\n",
       "Zeeland 17  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        18  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        19  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        20  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "        21  MULTIPOLYGON (((3.45388 51.23563, 3.42194 51.2...        1   \n",
       "\n",
       "                            geometry  latitude  longitude  \n",
       "Zeeland 17  POINT (3.84941 51.54755)  51.54755   3.849415  \n",
       "        18  POINT (4.14941 51.54755)  51.54755   4.149415  \n",
       "        19  POINT (3.94941 51.64755)  51.64755   3.949415  \n",
       "        20  POINT (4.04941 51.64755)  51.64755   4.049415  \n",
       "        21  POINT (4.14941 51.64755)  51.64755   4.149415  "
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# disaggregate on pre-defined grid\n",
    "# regular grid from exposures bounds\n",
    "import climada.util.coordinates as u_coord\n",
    "\n",
    "res = 0.1\n",
    "(_, _, xmax, ymax) = exp_nl_poly.gdf.geometry.bounds.max()\n",
    "(xmin, ymin, _, _) = exp_nl_poly.gdf.geometry.bounds.min()\n",
    "bounds = (xmin, ymin, xmax, ymax)\n",
    "height, width, trafo = u_coord.pts_to_raster_meta(bounds, (res, res))\n",
    "x_grid, y_grid = u_coord.raster_to_meshgrid(trafo, width, height)\n",
    "exp_pnt5 = u_lp.exp_geom_to_grid(\n",
    "    exp_nl_poly, grid=(x_grid, y_grid), disagg_met=u_lp.DisaggMethod.DIV, disagg_val=1\n",
    ")\n",
    "exp_pnt5.gdf.tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Step 2:** Calculate point impacts & re-aggregate them afterwards"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:50.988451Z",
     "start_time": "2022-06-24T11:16:50.791725Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:50,793 - climada.entity.exposures.base - INFO - Matching 37082 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:50,796 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:50,929 - climada.engine.impact - INFO - Calculating damage for 37082 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "# Point-impact\n",
    "imp_pnt = ImpactCalc(exp_pnt3, impf_set, hazard=storms).impact(save_mat=True)\n",
    "\n",
    "# Aggregated impact (Note that you need to pass the gdf and not the exposures)\n",
    "imp_geom = u_lp.impact_pnt_agg(imp_pnt, exp_pnt3.gdf, agg_met=u_lp.AggMethod.SUM)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.627891Z",
     "start_time": "2022-06-24T11:16:50.990739Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:51,002 - climada.util.plot - WARNING - Error parsing coordinate system 'epsg:4326'. Using projection PlateCarree in plot.\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot point-impacts and aggregated impacts\n",
    "imp_pnt.plot_hexbin_eai_exposure()\n",
    "u_lp.plot_eai_exp_geom(imp_geom);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Aggregated impact, in detail**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.650074Z",
     "start_time": "2022-06-24T11:16:58.629416Z"
    }
   },
   "outputs": [],
   "source": [
    "# aggregate impact matrix\n",
    "mat_agg = u_lp._aggregate_impact_mat(imp_pnt, exp_pnt3.gdf, agg_met=u_lp.AggMethod.SUM)\n",
    "\n",
    "eai_exp = u_lp.eai_exp_from_mat(imp_mat=mat_agg, freq=imp_pnt.frequency)\n",
    "at_event = u_lp.at_event_from_mat(imp_mat=mat_agg)\n",
    "aai_agg = u_lp.aai_agg_from_at_event(at_event=at_event, freq=imp_pnt.frequency)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.655027Z",
     "start_time": "2022-06-24T11:16:58.651195Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([  6753.45186608,  28953.21638482,  84171.28903387,  18014.15630989,\n",
       "         8561.18507994,   8986.13653385,  27446.46387061, 130145.29903078,\n",
       "         8362.17243334,  20822.87844894,  25495.46296087,  45121.14833362])"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eai_exp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.664710Z",
     "start_time": "2022-06-24T11:16:58.660965Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([4321211.03400214,  219950.4291506 ])"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "at_event"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.670159Z",
     "start_time": "2022-06-24T11:16:58.666188Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "412832.8602866131"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aai_agg"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Lines\n",
    "\n",
    "Lines are common geographical representation of transport infrastructure like streets, train tracks or powerlines etc. Here we will play it through for the case of winter storm Lothar's impact on the Dutch Railway System:"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Loading Data\n",
    "\n",
    "Note: Hazard and impact functions data have been loaded above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.675333Z",
     "start_time": "2022-06-24T11:16:58.672025Z"
    }
   },
   "outputs": [],
   "source": [
    "def gdf_lines():\n",
    "    gdf_lines = gpd.read_file(Path(DEMO_DIR, \"nl_rails.gpkg\"))\n",
    "    gdf_lines = gdf_lines.to_crs(epsg=4326)\n",
    "    return gdf_lines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.789157Z",
     "start_time": "2022-06-24T11:16:58.676946Z"
    }
   },
   "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>distance</th>\n",
       "      <th>geometry</th>\n",
       "      <th>impf_WS</th>\n",
       "      <th>value</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>9414.978692</td>\n",
       "      <td>LINESTRING (6.08850 50.87940, 6.08960 50.87850...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>10397.965112</td>\n",
       "      <td>LINESTRING (6.17673 51.35530, 6.17577 51.35410...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>26350.219724</td>\n",
       "      <td>LINESTRING (5.68096 51.25040, 5.68422 51.25020...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>40665.249638</td>\n",
       "      <td>LINESTRING (5.68096 51.25040, 5.67711 51.25030...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>8297.689753</td>\n",
       "      <td>LINESTRING (5.70374 50.85490, 5.70531 50.84990...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       distance                                           geometry  impf_WS  \\\n",
       "0   9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "1  10397.965112  LINESTRING (6.17673 51.35530, 6.17577 51.35410...        1   \n",
       "2  26350.219724  LINESTRING (5.68096 51.25040, 5.68422 51.25020...        1   \n",
       "3  40665.249638  LINESTRING (5.68096 51.25040, 5.67711 51.25030...        1   \n",
       "4   8297.689753  LINESTRING (5.70374 50.85490, 5.70531 50.84990...        1   \n",
       "\n",
       "   value  \n",
       "0      1  \n",
       "1      1  \n",
       "2      1  \n",
       "3      1  \n",
       "4      1  "
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_nl_lines = Exposures(gdf_lines())\n",
    "exp_nl_lines.gdf[\"impf_WS\"] = 1\n",
    "exp_nl_lines.gdf[\"value\"] = 1\n",
    "exp_nl_lines.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:58.936518Z",
     "start_time": "2022-06-24T11:16:58.790861Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp_nl_lines.gdf.plot(\"value\", cmap=\"inferno\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Calculating line impacts - all in one"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Example 1**: Disaggregate values evenly among road segments; split in points with 0.005 degree distances."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:16:59.849811Z",
     "start_time": "2022-06-24T11:16:58.938792Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/ckropf/Documents/Climada/climada_python/climada/util/lines_polys_handler.py:931: UserWarning: Geometry is in a geographic CRS. Results from 'length' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  line_lengths = gdf_lines.length\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:16:59,608 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:16:59,787 - climada.entity.exposures.base - INFO - Matching 10175 exposures with 9944 centroids.\n",
      "2022-06-24 13:16:59,789 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:16:59,805 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:16:59,806 - climada.engine.impact - INFO - Calculating damage for 10175 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "imp_deg = u_lp.calc_geom_impact(\n",
    "    exp=exp_nl_lines,\n",
    "    impf_set=impf_set,\n",
    "    haz=storms,\n",
    "    res=0.005,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:00.150359Z",
     "start_time": "2022-06-24T11:16:59.851320Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(imp_deg);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Example 2**: Disaggregate values evenly among road segments; split in points with 500 m distances."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:00.927193Z",
     "start_time": "2022-06-24T11:17:00.151559Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:17:00,670 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n",
      "2022-06-24 13:17:00,827 - climada.entity.exposures.base - INFO - Matching 8399 exposures with 9944 centroids.\n",
      "2022-06-24 13:17:00,828 - climada.util.coordinates - INFO - No exact centroid match found. Reprojecting coordinates to nearest neighbor closer than the threshold = 100\n",
      "2022-06-24 13:17:00,843 - climada.engine.impact - INFO - Exposures matching centroids found in centr_WS\n",
      "2022-06-24 13:17:00,845 - climada.engine.impact - INFO - Calculating damage for 8399 assets (>0) and 2 events.\n"
     ]
    }
   ],
   "source": [
    "imp_m = u_lp.calc_geom_impact(\n",
    "    exp=exp_nl_lines,\n",
    "    impf_set=impf_set,\n",
    "    haz=storms,\n",
    "    res=500,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    "    agg_met=u_lp.AggMethod.SUM,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:01.198556Z",
     "start_time": "2022-06-24T11:17:00.957189Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x936 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u_lp.plot_eai_exp_geom(imp_m);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:01.203617Z",
     "start_time": "2022-06-24T11:17:01.200349Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The largest relative different between degrees and meters impact in this example is 0.09803913811822067\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "diff = np.max((imp_deg.eai_exp - imp_m.eai_exp) / imp_deg.eai_exp)\n",
    "print(\n",
    "    f\"The largest relative different between degrees and meters impact in this example is {diff}\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Calculating line impacts - step by step"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Step 1:** As in the polygon example above, there are several methods to disaggregate line exposures into point exposures, of which several are shown here:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:01.472229Z",
     "start_time": "2022-06-24T11:17:01.205674Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:17:01,409 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/ckropf/Documents/Climada/climada_python/climada/util/lines_polys_handler.py:931: UserWarning: Geometry is in a geographic CRS. Results from 'length' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  line_lengths = gdf_lines.length\n"
     ]
    },
    {
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      ],
      "text/plain": [
       "         distance                                      geometry_orig  impf_WS  \\\n",
       "0 0   9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  1   9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
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       "  2  10397.965112  LINESTRING (6.17673 51.35530, 6.17577 51.35410...        1   \n",
       "\n",
       "        value                  geometry   latitude  longitude  \n",
       "0 0  0.500000  POINT (6.08850 50.87940)  50.879400   6.088500  \n",
       "  1  0.500000  POINT (6.06079 50.80030)  50.800300   6.060790  \n",
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     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 0.1° distance between points, average value disaggregation\n",
    "exp_pnt = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_lines,\n",
    "    res=0.1,\n",
    "    to_meters=False,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    ")\n",
    "exp_pnt.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:02.065884Z",
     "start_time": "2022-06-24T11:17:01.475691Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:17:01,876 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
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       "      <td>POINT (6.09416 50.87275)</td>\n",
       "      <td>50.872755</td>\n",
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       "      <td>1</td>\n",
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       "      <td>POINT (6.09161 50.86410)</td>\n",
       "      <td>50.864105</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
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       "      <td>6.083263</td>\n",
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      "text/plain": [
       "        distance                                      geometry_orig  impf_WS  \\\n",
       "0 0  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  1  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  2  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  3  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  4  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "\n",
       "     value                  geometry   latitude  longitude  \n",
       "0 0      1  POINT (6.08850 50.87940)  50.879400   6.088500  \n",
       "  1      1  POINT (6.09416 50.87275)  50.872755   6.094165  \n",
       "  2      1  POINT (6.09161 50.86410)  50.864105   6.091608  \n",
       "  3      1  POINT (6.08744 50.85590)  50.855902   6.087435  \n",
       "  4      1  POINT (6.08326 50.84770)  50.847699   6.083263  "
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 1000m distance between points, no value disaggregation\n",
    "exp_pnt2 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_lines,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.FIX,\n",
    "    disagg_val=None,\n",
    ")\n",
    "exp_pnt2.gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:02.641891Z",
     "start_time": "2022-06-24T11:17:02.068132Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:17:02,436 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
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       "        distance                                      geometry_orig  impf_WS  \\\n",
       "0 0  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  1  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
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   ],
   "source": [
    "# 1000m distance between points, equal value disaggregation\n",
    "exp_pnt3 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_lines,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.DIV,\n",
    "    disagg_val=None,\n",
    ")\n",
    "exp_pnt3.gdf.head()"
   ]
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   "execution_count": 41,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-06-24T11:17:03.331591Z",
     "start_time": "2022-06-24T11:17:02.643996Z"
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-06-24 13:17:03,116 - climada.entity.exposures.base - INFO - Setting latitude and longitude attributes.\n"
     ]
    },
    {
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       "        distance                                      geometry_orig  impf_WS  \\\n",
       "0 0  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
       "  1  9414.978692  LINESTRING (6.08850 50.87940, 6.08960 50.87850...        1   \n",
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       "\n",
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       "  1   1000  POINT (6.09416 50.87275)  50.872755   6.094165  \n",
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       "  3   1000  POINT (6.08744 50.85590)  50.855902   6.087435  \n",
       "  4   1000  POINT (6.08326 50.84770)  50.847699   6.083263  "
      ]
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     "execution_count": 41,
     "metadata": {},
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    }
   ],
   "source": [
    "# 1000m distance between points, disaggregation of value according to representative distance\n",
    "exp_pnt4 = u_lp.exp_geom_to_pnt(\n",
    "    exp_nl_lines,\n",
    "    res=1000,\n",
    "    to_meters=True,\n",
    "    disagg_met=u_lp.DisaggMethod.FIX,\n",
    "    disagg_val=1000,\n",
    ")\n",
    "exp_pnt4.gdf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Step 2 & 3:** The procedure is analogous to the example provided above for polygons."
   ]
  }
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