From 04464d204eac0420f47b3db78dfefb4b171df1fd Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 15:56:24 +0200
Subject: [PATCH 01/11] add roadnotebook

---
 examples/add_roadnetwork.ipynb                | 848 ++++++++++++++++++
 examples/data/road_network/configuration.yml  |  35 +
 .../road_network/hydromt_fiat_catalog_USA.yml |  57 ++
 examples/data/road_network/us_road_damage.csv |   7 +
 4 files changed, 947 insertions(+)
 create mode 100644 examples/add_roadnetwork.ipynb
 create mode 100644 examples/data/road_network/configuration.yml
 create mode 100644 examples/data/road_network/hydromt_fiat_catalog_USA.yml
 create mode 100644 examples/data/road_network/us_road_damage.csv

diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
new file mode 100644
index 00000000..18c19f8c
--- /dev/null
+++ b/examples/add_roadnetwork.ipynb
@@ -0,0 +1,848 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Example Road Network**"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Roads are vital to the infrastructure of a community and, when blocked and/or (partially) destroyed \n",
+    "cause numerous issues for various players. Therefore, it is imperative to assess the impact of loss in mobility when analyzing flood events and other hazards. \n",
+    "\n",
+    "FIAT offers a tool to compute the monetary impact of the road blockage/destruction based on the **extent of the hazard, the road type (e.g. motorway, trunk, primary roads), and the number of lanes.**\n",
+    "\n",
+    "Users can either download data from Open Street Map (OSM) through the tool or ingest their own road network data.\n",
+    "\n",
+    "OSM offers detailed information about the road network such as the roadtype and the number of lanes, which are obligatory to calculate the flood impact. **This notebook will cover the road impact assessment based on OSM.**\n",
+    "\n",
+    ">*Note: If the user wants to use their own data they musst assure to deliver the **number of lanes per segment***."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Let's get started!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 1**: Import required packages"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# First, all required packages must be installed.\n",
+    "\n",
+    "from hydromt_fiat.fiat import FiatModel\n",
+    "from hydromt.log import setuplog\n",
+    "from pathlib import Path\n",
+    "import pytest\n",
+    "import shutil\n",
+    "import geopandas as gpd\n",
+    "import pandas as pd\n",
+    "import os \n",
+    "import json\n",
+    "import yaml"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 2:** Define the study area"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "FIAT requires the input of a region to download the OSM road dataset. This can be done via vectorfile of a polygon or GeoJSON object. We recommened to download the region from [Geojson.io](https://geojson.io/#map=2/0/20). \n",
+    "\n",
+    "Draw a polygon on the map and create a polygon from the GeoJson Object:"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 3:** Create a configuration file "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. \n",
+    "The required fields are:\n",
+    "  \n",
+    "*setup_road_vulnerability:*\n",
+    "- **vertical_unit**:Unit of vertical inundation (feet or meter)\n",
+    "- **threshold_value**: Threshold inundation height at which road is fully destroyed \n",
+    "- **min_hazard_value**: minimum inundation height (recommended: 0)\n",
+    "- **max_hazard_value**: maximum inundation height (e.g. 6 meters) \n",
+    "- **step_hazard_value**: discrete levels or steps of inundation height\n",
+    "\n",
+    "*setup_exposure_roads:*\n",
+    "- **roads_fn**: File path to road network file or OSM data (for OSM data use: \"OSM\")\n",
+    "- **road_types**: Road type keys from OSM (e.g. \"motorway\", \"primary\")\n",
+    "- **road_damage**: \"default_road_max_potential_damages\",\n",
+    "- **unit**: Unit of road length (feet or meter)\n",
+    "\n",
+    "*region:*\n",
+    "- **region**: pre-defined region in form of a dictionary or shapely polygon"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## **Step 3.1:** Load the information of the <em>yaml</em> file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The *yaml* file is located in the \"example\"/ \"data\" /  - folder. The information in the file are converted into a python dictionary. </p>\n",
+    "<p><em>Note: Instead of loading a yaml file it is possible to create a python dictionary directly, built upon the structure seen below.</em></p>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 111,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "{\n",
+      "    \"cases\": {\n",
+      "        \"new_root\": \"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/\",\n",
+      "        \"roads_from_OSM\": {\n",
+      "            \"data_catalogue\": \"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\",\n",
+      "            \"dir\": \"test_roads_from_OSM\"\n",
+      "        },\n",
+      "        \"road_network\": {\n",
+      "            \"new_root\": \"./data/road_network/output/road_network_example\",\n",
+      "            \"configuration\": {\n",
+      "                \"setup_road_vulnerability\": {\n",
+      "                    \"vertical_unit\": \"feet\",\n",
+      "                    \"threshold_value\": 0.6,\n",
+      "                    \"min_hazard_value\": 0,\n",
+      "                    \"max_hazard_value\": 10,\n",
+      "                    \"step_hazard_value\": 1\n",
+      "                },\n",
+      "                \"setup_exposure_roads\": {\n",
+      "                    \"roads_fn\": \"OSM\",\n",
+      "                    \"road_types\": [\n",
+      "                        \"motorway\",\n",
+      "                        \"primary\",\n",
+      "                        \"secondary\",\n",
+      "                        \"tertiary\"\n",
+      "                    ],\n",
+      "                    \"road_damage\": \"default_road_max_potential_damages\",\n",
+      "                    \"unit\": \"meter\"\n",
+      "                }\n",
+      "            }\n",
+      "        },\n",
+      "        \"region\": {\n",
+      "            \"type\": \"FeatureCollection\",\n",
+      "            \"features\": [\n",
+      "                {\n",
+      "                    \"type\": \"Feature\",\n",
+      "                    \"properties\": {},\n",
+      "                    \"geometry\": {\n",
+      "                        \"type\": \"Polygon\",\n",
+      "                        \"coordinates\": [\n",
+      "                            [\n",
+      "                                [\n",
+      "                                    -79.92169686568795,\n",
+      "                                    32.768208904171374\n",
+      "                                ],\n",
+      "                                [\n",
+      "                                    -79.92169686568795,\n",
+      "                                    32.77745096033627\n",
+      "                                ],\n",
+      "                                [\n",
+      "                                    -79.94881762529997,\n",
+      "                                    32.77745096033627\n",
+      "                                ],\n",
+      "                                [\n",
+      "                                    -79.94881762529997,\n",
+      "                                    32.768208904171374\n",
+      "                                ],\n",
+      "                                [\n",
+      "                                    -79.92169686568795,\n",
+      "                                    32.768208904171374\n",
+      "                                ]\n",
+      "                            ]\n",
+      "                        ]\n",
+      "                    }\n",
+      "                }\n",
+      "            ]\n",
+      "        }\n",
+      "    }\n",
+      "}\n"
+     ]
+    }
+   ],
+   "source": [
+    "#Let's read the yaml file with the required information \n",
+    "#and set up the FIAT model for the two test cases.\n",
+    "\n",
+    "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yml\", 'r') as file:\n",
+    "    _cases = yaml.safe_load(file)\n",
+    "\n",
+    "print(json.dumps(_cases, indent=4, sort_keys=False))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 4**: <strong>Define variables for the FIAT model</strong>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Set up the root path to the FIAT model and the logger settings to re-build your model:\n",
+    "- `root`: Directory path from where the neccessary data for the FIAT model is stored.  </p>\n",
+    "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.</p>\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 112,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:53:39,419 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:HydroMT version: 0.8.0\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Set up Fiat Model\n",
+    "root = Path(os.path.abspath(\"\"))  / \"data\" / \"road_network\"\n",
+    "\n",
+    "# Set up the logger\n",
+    "logger = setuplog(\"hydromt_fiat\", log_level=10)\n",
+    "\n",
+    "# Set up region\n",
+    "region = _cases[\"cases\"][\"region\"]\n",
+    "# Set up datacatalog\n",
+    "data_catalog_yml = str(_cases[\"cases\"][\"roads_from_OSM\"][\"data_catalogue\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 115,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,107 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n",
+      "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
+      "  warnings.warn(\n",
+      "\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,117 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,118 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.vertical_unit: feet\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.threshold_value: 0.6\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.min_hazard_value: 0\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.max_hazard_value: 10\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.step_hazard_value: 1\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,142 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.roads_fn: OSM\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,143 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,144 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,145 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,146 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,227 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,227 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,227 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "ERROR:hydromt_fiat:Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,353 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,453 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,457 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,460 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,461 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: roads\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,462 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,463 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,464 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,465 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,547 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,655 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 15:55:04,660 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    }
+   ],
+   "source": [
+    "fm = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
+    "region = gpd.GeoDataFrame.from_features(_cases[\"cases\"][\"region\"], crs=4326)\n",
+    "fm.build(region={\"geom\": region}, opt=_cases[\"cases\"][\"road_network\"][\"configuration\"])\n",
+    "fm.write()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "hydromt-fiat-dev",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/data/road_network/configuration.yml b/examples/data/road_network/configuration.yml
new file mode 100644
index 00000000..262402f6
--- /dev/null
+++ b/examples/data/road_network/configuration.yml
@@ -0,0 +1,35 @@
+cases:
+  new_root:  C:/Users/rautenba/hydromt_fiat/examples/data/road_network/
+  roads_from_OSM:
+    data_catalogue: C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml
+    dir: test_roads_from_OSM
+  road_network:
+    new_root: "./data/road_network/output/road_network_example"
+    configuration:
+      setup_road_vulnerability:
+        vertical_unit: feet
+        threshold_value: 0.6
+        min_hazard_value: 0
+        max_hazard_value: 10
+        step_hazard_value: 1
+      setup_exposure_roads:
+        roads_fn: OSM
+        road_types: ["motorway", "primary", "secondary", "tertiary"]
+        road_damage: default_road_max_potential_damages
+        unit: meter
+  region:
+    type: FeatureCollection
+    features:
+      - type: Feature
+        properties: {}
+        geometry:
+          type: Polygon
+          coordinates:
+            - [
+                [-79.92169686568795, 32.768208904171374],
+                [-79.92169686568795, 32.77745096033627],
+                [-79.94881762529997, 32.77745096033627],
+                [-79.94881762529997, 32.768208904171374],
+                [-79.92169686568795, 32.768208904171374]
+              ]
+
diff --git a/examples/data/road_network/hydromt_fiat_catalog_USA.yml b/examples/data/road_network/hydromt_fiat_catalog_USA.yml
new file mode 100644
index 00000000..40481d85
--- /dev/null
+++ b/examples/data/road_network/hydromt_fiat_catalog_USA.yml
@@ -0,0 +1,57 @@
+
+NSI:
+  path: "https://nsi.sec.usace.army.mil/nsiapi/structures?fmt=fc"
+  data_type: GeoDataFrame
+  driver: vector
+  crs: 4326
+  translation_fn: "attribute_linking/NSI_attributes_to_FIAT.json"
+  meta:
+    category: exposure
+
+default_vulnerability_curves:
+  path: damage_functions/flooding/Hazus_IWR_curves.csv
+  data_type: DataFrame
+  driver: csv
+  meta:
+    unit: ft
+    category: vulnerability
+    source: HAZUS SQL database, USACE-IWR and FEMA expert elicitation curves. The source of these curves is the Draft Report Nonresidential Flood Depth-Damage Functions Derived from Expert Elicitation, April 2009, Revised 2013. FEMA Contract Number HSFEHQ-06-D-0162. Task Order HSFEHQ-08-J-0014. Not for distribution, but data shared by USACE.
+
+jrc_vulnerability_curves:
+  path: damage_functions/flooding/JRC_damage_functions.xlsx
+  data_type: DataFrame
+  driver: xlsx
+  meta:
+    unit: m
+    category: vulnerability
+
+hazus_max_potential_damages:
+  path: max_potential_damages/damage_values_fema_hazus-inventory-technical-manual-4.2.3.xlsx
+  data_type: DataFrame
+  driver: xlsx
+  meta:
+    unit: ft
+    category: vulnerability
+
+social_vulnerability:
+  path: social_vulnerability/census_vulnerability_data_codebook.xlsx
+  data_type: DataFrame
+  driver: xlsx
+  meta:
+    category: social_vulnerability
+
+default_hazus_iwr_linking:
+  path: vulnerability_linking/default_hazus_iwr_curve_linking.csv
+  data_type: DataFrame
+  driver: csv
+  meta:
+    category: vulnerability
+
+default_road_max_potential_damages:
+  path: us_road_damage.csv
+  data_type: DataFrame
+  driver: csv
+  meta:
+    unit: ft
+    category: exposure
+    source: Bouwer, Laurens & Haasnoot, Marjolijn & Wagenaar, Dennis & Roscoe, Kathryn. (2018). Assessment of alternative flood mitigation strategies for the C-7 Basin in Miami, Florida. 
\ No newline at end of file
diff --git a/examples/data/road_network/us_road_damage.csv b/examples/data/road_network/us_road_damage.csv
new file mode 100644
index 00000000..54ceaf71
--- /dev/null
+++ b/examples/data/road_network/us_road_damage.csv
@@ -0,0 +1,7 @@
+lanes,cost [USD/ft]
+1,240
+2,240
+3,360
+4,480
+5,600
+6,720

From e2e31ef9a623307a5429089ab09cbee568a4ff9a Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 16:22:33 +0200
Subject: [PATCH 02/11] update road notebook

---
 examples/add_roadnetwork.ipynb               | 605 ++-----------------
 examples/data/road_network/configuration.yml |   1 -
 2 files changed, 58 insertions(+), 548 deletions(-)

diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index 18c19f8c..d55a8054 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -70,7 +70,7 @@
    "source": [
     "FIAT requires the input of a region to download the OSM road dataset. This can be done via vectorfile of a polygon or GeoJSON object. We recommened to download the region from [Geojson.io](https://geojson.io/#map=2/0/20). \n",
     "\n",
-    "Draw a polygon on the map and create a polygon from the GeoJson Object:"
+    "Draw a polygon on the map and create a polygon from the GeoJson Object. When you download the file path, refer to it in the \"region\" tab in the *yaml* file. You can also copy the GeoJson code directly into the configuration file (see example in [configuration file](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml))"
    ]
   },
   {
@@ -84,7 +84,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. \n",
+    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the vulnerability and the exposure setup.\n",
     "The required fields are:\n",
     "  \n",
     "*setup_road_vulnerability:*\n",
@@ -101,7 +101,9 @@
     "- **unit**: Unit of road length (feet or meter)\n",
     "\n",
     "*region:*\n",
-    "- **region**: pre-defined region in form of a dictionary or shapely polygon"
+    "- **region**: pre-defined region in form of a dictionary or shapely polygon\n",
+    "\n",
+    "The specified parameters must be ingested into the *yaml* construct. Please check [here](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml) for the setup of the *yaml* file. "
    ]
   },
   {
@@ -115,13 +117,14 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "The *yaml* file is located in the \"example\"/ \"data\" /  - folder. The information in the file are converted into a python dictionary. </p>\n",
+    "The *yaml* file is located in the \"example\"/ \"data\" / \"road_network\"  - folder.  \n",
+    "The information in the file are converted into a python dictionary. </p>\n",
     "<p><em>Note: Instead of loading a yaml file it is possible to create a python dictionary directly, built upon the structure seen below.</em></p>"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 111,
+   "execution_count": 124,
    "metadata": {},
    "outputs": [
     {
@@ -130,7 +133,6 @@
      "text": [
       "{\n",
       "    \"cases\": {\n",
-      "        \"new_root\": \"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/\",\n",
       "        \"roads_from_OSM\": {\n",
       "            \"data_catalogue\": \"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\",\n",
       "            \"dir\": \"test_roads_from_OSM\"\n",
@@ -201,7 +203,7 @@
    ],
    "source": [
     "#Let's read the yaml file with the required information \n",
-    "#and set up the FIAT model for the two test cases.\n",
+    "#and set up the FIAT model for the road network.\n",
     "\n",
     "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yml\", 'r') as file:\n",
     "    _cases = yaml.safe_load(file)\n",
@@ -222,20 +224,22 @@
    "source": [
     "Set up the root path to the FIAT model and the logger settings to re-build your model:\n",
     "- `root`: Directory path from where the neccessary data for the FIAT model is stored.  </p>\n",
-    "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.</p>\n",
+    "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.\n",
+    "- `region`: Define the region as a variable from the case dictionary.\n",
+    "- `data_catalog_yml`: Define the data catalogue as a variable from the case dictionary.</p>\n",
     "\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 112,
+   "execution_count": 118,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 15:53:39,419 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+      "2023-10-23 16:03:50,225 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     },
     {
@@ -255,564 +259,61 @@
     "\n",
     "# Set up region\n",
     "region = _cases[\"cases\"][\"region\"]\n",
+    "\n",
     "# Set up datacatalog\n",
     "data_catalog_yml = str(_cases[\"cases\"][\"roads_from_OSM\"][\"data_catalogue\"])"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 4:** Run the FIAT model"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It's time to run the model with the new configuration of the riad network. The output will be \n",
+    "stored in the root-directory. The output will be an **exposure folder** incl. *exposure.csv* together with vector data files, a **hazard folder** (empty) and a **vulnerability folder** incl. *damage_curve.csv*. "
+   ]
+  },
   {
    "cell_type": "code",
-   "execution_count": 115,
+   "execution_count": 119,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 15:55:04,107 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n",
-      "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
-      "  warnings.warn(\n",
-      "\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,117 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,118 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,118 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.vertical_unit: feet\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.threshold_value: 0.6\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.min_hazard_value: 0\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.max_hazard_value: 10\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,134 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.step_hazard_value: 1\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,142 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.roads_fn: OSM\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,143 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,144 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,145 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.unit: meter\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,146 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Setting up roads...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,227 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:The damage function 'roads' is selected for all of the structure damage to the roads.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,227 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,227 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:DataFrame: Read csv data.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Setting exposure geometries...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Setting geometry name to roads...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Updating all data objects...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "ERROR:hydromt_fiat:Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-23 16:03:52,501 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from ./hydromt_fiat_catalog_USA.yml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "WARNING:hydromt_fiat:Replacing geom: region\n"
+      "INFO:hydromt_fiat:Parsing data catalog from ./hydromt_fiat_catalog_USA.yml\n"
      ]
     },
     {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,243 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,353 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,453 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,457 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,460 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Updating all data objects...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,461 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Replacing geom: roads\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,462 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Replacing geom: region\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,463 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,464 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,465 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,547 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,655 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-23 15:55:04,660 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     "ename": "FileNotFoundError",
+     "evalue": "[Errno 2] No such file or directory: './hydromt_fiat_catalog_USA.yml'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[1;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
+      "\u001b[1;32mc:\\Users\\rautenba\\hydromt_fiat\\examples\\add_roadnetwork.ipynb Cell 16\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m fm \u001b[39m=\u001b[39m FiatModel(root\u001b[39m=\u001b[39;49mroot, mode\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mw+\u001b[39;49m\u001b[39m\"\u001b[39;49m, data_libs\u001b[39m=\u001b[39;49m[data_catalog_yml], logger\u001b[39m=\u001b[39;49mlogger)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=1'>2</a>\u001b[0m region \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39mGeoDataFrame\u001b[39m.\u001b[39mfrom_features(_cases[\u001b[39m\"\u001b[39m\u001b[39mcases\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mregion\u001b[39m\u001b[39m\"\u001b[39m], crs\u001b[39m=\u001b[39m\u001b[39m4326\u001b[39m)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m fm\u001b[39m.\u001b[39mbuild(region\u001b[39m=\u001b[39m{\u001b[39m\"\u001b[39m\u001b[39mgeom\u001b[39m\u001b[39m\"\u001b[39m: region}, opt\u001b[39m=\u001b[39m_cases[\u001b[39m\"\u001b[39m\u001b[39mcases\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mroad_network\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mconfiguration\u001b[39m\u001b[39m\"\u001b[39m])\n",
+      "File \u001b[1;32m~\\hydromt_fiat\\hydromt_fiat\\fiat.py:57\u001b[0m, in \u001b[0;36mFiatModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger)\u001b[0m\n\u001b[0;32m     49\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\n\u001b[0;32m     50\u001b[0m     \u001b[39mself\u001b[39m,\n\u001b[0;32m     51\u001b[0m     root\u001b[39m=\u001b[39m\u001b[39mNone\u001b[39;00m,\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m     55\u001b[0m     logger\u001b[39m=\u001b[39m_logger,\n\u001b[0;32m     56\u001b[0m ):\n\u001b[1;32m---> 57\u001b[0m     \u001b[39msuper\u001b[39;49m()\u001b[39m.\u001b[39;49m\u001b[39m__init__\u001b[39;49m(\n\u001b[0;32m     58\u001b[0m         root\u001b[39m=\u001b[39;49mroot,\n\u001b[0;32m     59\u001b[0m         mode\u001b[39m=\u001b[39;49mmode,\n\u001b[0;32m     60\u001b[0m         config_fn\u001b[39m=\u001b[39;49mconfig_fn,\n\u001b[0;32m     61\u001b[0m         data_libs\u001b[39m=\u001b[39;49mdata_libs,\n\u001b[0;32m     62\u001b[0m         logger\u001b[39m=\u001b[39;49mlogger,\n\u001b[0;32m     63\u001b[0m     )\n\u001b[0;32m     64\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_tables \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()  \u001b[39m# Dictionary of tables to write\u001b[39;00m\n\u001b[0;32m     65\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mexposure \u001b[39m=\u001b[39m \u001b[39mNone\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_grid.py:439\u001b[0m, in \u001b[0;36mGridModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger)\u001b[0m\n\u001b[0;32m    430\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\n\u001b[0;32m    431\u001b[0m     \u001b[39mself\u001b[39m,\n\u001b[0;32m    432\u001b[0m     root: \u001b[39mstr\u001b[39m \u001b[39m=\u001b[39m \u001b[39mNone\u001b[39;00m,\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m    436\u001b[0m     logger\u001b[39m=\u001b[39mlogger,\n\u001b[0;32m    437\u001b[0m ):\n\u001b[0;32m    438\u001b[0m \u001b[39m    \u001b[39m\u001b[39m\"\"\"Initialize a GridModel for distributed models with a regular grid.\"\"\"\u001b[39;00m\n\u001b[1;32m--> 439\u001b[0m     \u001b[39msuper\u001b[39;49m()\u001b[39m.\u001b[39;49m\u001b[39m__init__\u001b[39;49m(\n\u001b[0;32m    440\u001b[0m         root\u001b[39m=\u001b[39;49mroot,\n\u001b[0;32m    441\u001b[0m         mode\u001b[39m=\u001b[39;49mmode,\n\u001b[0;32m    442\u001b[0m         config_fn\u001b[39m=\u001b[39;49mconfig_fn,\n\u001b[0;32m    443\u001b[0m         data_libs\u001b[39m=\u001b[39;49mdata_libs,\n\u001b[0;32m    444\u001b[0m         logger\u001b[39m=\u001b[39;49mlogger,\n\u001b[0;32m    445\u001b[0m     )\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_grid.py:30\u001b[0m, in \u001b[0;36mGridMixin.__init__\u001b[1;34m(self, *args, **kwargs)\u001b[0m\n\u001b[0;32m     29\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m \u001b[39mNone\u001b[39;00m:\n\u001b[1;32m---> 30\u001b[0m     \u001b[39msuper\u001b[39m()\u001b[39m.\u001b[39m\u001b[39m__init__\u001b[39m(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m     31\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_grid \u001b[39m=\u001b[39m xr\u001b[39m.\u001b[39mDataset()\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_api.py:95\u001b[0m, in \u001b[0;36mModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger, **artifact_keys)\u001b[0m\n\u001b[0;32m     92\u001b[0m     dist, version \u001b[39m=\u001b[39m ep\u001b[39m.\u001b[39mdistro\u001b[39m.\u001b[39mname, ep\u001b[39m.\u001b[39mdistro\u001b[39m.\u001b[39mversion\n\u001b[0;32m     94\u001b[0m \u001b[39m# link to data\u001b[39;00m\n\u001b[1;32m---> 95\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mdata_catalog \u001b[39m=\u001b[39m DataCatalog(\n\u001b[0;32m     96\u001b[0m     data_libs\u001b[39m=\u001b[39mdata_libs, logger\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlogger, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39martifact_keys\n\u001b[0;32m     97\u001b[0m )\n\u001b[0;32m     99\u001b[0m \u001b[39m# placeholders\u001b[39;00m\n\u001b[0;32m    100\u001b[0m \u001b[39m# metadata maps that can be at different resolutions\u001b[39;00m\n\u001b[0;32m    101\u001b[0m \u001b[39m# TODO do we want read/write maps?\u001b[39;00m\n\u001b[0;32m    102\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_config \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()  \u001b[39m# nested dictionary\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:118\u001b[0m, in \u001b[0;36mDataCatalog.__init__\u001b[1;34m(self, data_libs, fallback_lib, logger, cache, cache_dir, **artifact_keys)\u001b[0m\n\u001b[0;32m    116\u001b[0m \u001b[39mfor\u001b[39;00m name_or_path \u001b[39min\u001b[39;00m data_libs:\n\u001b[0;32m    117\u001b[0m     \u001b[39mif\u001b[39;00m \u001b[39mstr\u001b[39m(name_or_path)\u001b[39m.\u001b[39msplit(\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39m\u001b[39m\"\u001b[39m)[\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m] \u001b[39min\u001b[39;00m [\u001b[39m\"\u001b[39m\u001b[39myml\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39myaml\u001b[39m\u001b[39m\"\u001b[39m]:  \u001b[39m# user defined\u001b[39;00m\n\u001b[1;32m--> 118\u001b[0m         \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mfrom_yml(name_or_path)\n\u001b[0;32m    119\u001b[0m     \u001b[39melse\u001b[39;00m:  \u001b[39m# predefined\u001b[39;00m\n\u001b[0;32m    120\u001b[0m         \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mfrom_predefined_catalogs(name_or_path)\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:322\u001b[0m, in \u001b[0;36mDataCatalog.from_yml\u001b[1;34m(self, urlpath, root, mark_used)\u001b[0m\n\u001b[0;32m    266\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"Add data sources based on yaml file.\u001b[39;00m\n\u001b[0;32m    267\u001b[0m \n\u001b[0;32m    268\u001b[0m \u001b[39mParameters\u001b[39;00m\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m    319\u001b[0m \u001b[39m        <zoom_level_2>: <resolution_2>\u001b[39;00m\n\u001b[0;32m    320\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m    321\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlogger\u001b[39m.\u001b[39minfo(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mParsing data catalog from \u001b[39m\u001b[39m{\u001b[39;00murlpath\u001b[39m}\u001b[39;00m\u001b[39m\"\u001b[39m)\n\u001b[1;32m--> 322\u001b[0m yml \u001b[39m=\u001b[39m _yml_from_uri_or_path(urlpath)\n\u001b[0;32m    323\u001b[0m \u001b[39m# parse metadata\u001b[39;00m\n\u001b[0;32m    324\u001b[0m meta \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:1049\u001b[0m, in \u001b[0;36m_yml_from_uri_or_path\u001b[1;34m(uri_or_path)\u001b[0m\n\u001b[0;32m   1047\u001b[0m         yml \u001b[39m=\u001b[39m yaml\u001b[39m.\u001b[39mload(r\u001b[39m.\u001b[39mtext, Loader\u001b[39m=\u001b[39myaml\u001b[39m.\u001b[39mFullLoader)\n\u001b[0;32m   1048\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m-> 1049\u001b[0m     \u001b[39mwith\u001b[39;00m \u001b[39mopen\u001b[39;49m(uri_or_path, \u001b[39m\"\u001b[39;49m\u001b[39mr\u001b[39;49m\u001b[39m\"\u001b[39;49m) \u001b[39mas\u001b[39;00m stream:\n\u001b[0;32m   1050\u001b[0m         yml \u001b[39m=\u001b[39m yaml\u001b[39m.\u001b[39mload(stream, Loader\u001b[39m=\u001b[39myaml\u001b[39m.\u001b[39mFullLoader)\n\u001b[0;32m   1051\u001b[0m \u001b[39mreturn\u001b[39;00m yml\n",
+      "\u001b[1;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: './hydromt_fiat_catalog_USA.yml'"
      ]
     }
    ],
@@ -822,6 +323,16 @@
     "fm.build(region={\"geom\": region}, opt=_cases[\"cases\"][\"road_network\"][\"configuration\"])\n",
     "fm.write()"
    ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Done!**\n",
+    "Your **FIAT model** created the exposure and vulnerability files for the road network. Using that data in combination with a hazard map, the impact for the defined hazard can be computed. \n",
+    "\n",
+    "Let's have a look at the output!"
+   ]
   }
  ],
  "metadata": {
diff --git a/examples/data/road_network/configuration.yml b/examples/data/road_network/configuration.yml
index 262402f6..23ef5095 100644
--- a/examples/data/road_network/configuration.yml
+++ b/examples/data/road_network/configuration.yml
@@ -1,5 +1,4 @@
 cases:
-  new_root:  C:/Users/rautenba/hydromt_fiat/examples/data/road_network/
   roads_from_OSM:
     data_catalogue: C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml
     dir: test_roads_from_OSM

From 52560938cbad55ba1cecf0e19e952e908430a2f5 Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 19:04:48 +0200
Subject: [PATCH 03/11] update notebook roads

---
 docs/_static/Region_download.PNG | Bin 0 -> 843905 bytes
 examples/add_roadnetwork.ipynb   |  51 ++++++++++++++++++-------------
 2 files changed, 29 insertions(+), 22 deletions(-)
 create mode 100644 docs/_static/Region_download.PNG

diff --git a/docs/_static/Region_download.PNG b/docs/_static/Region_download.PNG
new file mode 100644
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diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index d55a8054..fc2d6136 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -16,9 +16,11 @@
     "\n",
     "FIAT offers a tool to compute the monetary impact of the road blockage/destruction based on the **extent of the hazard, the road type (e.g. motorway, trunk, primary roads), and the number of lanes.**\n",
     "\n",
-    "Users can either download data from Open Street Map (OSM) through the tool or ingest their own road network data.\n",
+    "To run the FIAT model on a road network it is necessary to create the [exposure data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/exposure.qmd) and [vulnerability data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/vulnerability.qmd). So that when assessing a specific hazard event only the hazard map must be ingested to compute the impact.\n",
     "\n",
-    "OSM offers detailed information about the road network such as the roadtype and the number of lanes, which are obligatory to calculate the flood impact. **This notebook will cover the road impact assessment based on OSM.**\n",
+    "To get the road network information FIAT downloads Open Street Map (OSM) data as default. Users can also ingest their own road network data.\n",
+    "\n",
+    "However, we recommened OSM data as OSM offers detailed information about the road network such as the roadtype and the number of lanes, which are obligatory to calculate the flood impact. **This notebook will cover the road impact assessment based on OSM.**\n",
     "\n",
     ">*Note: If the user wants to use their own data they musst assure to deliver the **number of lanes per segment***."
    ]
@@ -39,7 +41,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 125,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -48,8 +50,6 @@
     "from hydromt_fiat.fiat import FiatModel\n",
     "from hydromt.log import setuplog\n",
     "from pathlib import Path\n",
-    "import pytest\n",
-    "import shutil\n",
     "import geopandas as gpd\n",
     "import pandas as pd\n",
     "import os \n",
@@ -65,26 +65,34 @@
    ]
   },
   {
+   "attachments": {
+    "Region_download.PNG": {
+     "image/png": 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"
+    }
+   },
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "FIAT requires the input of a region to download the OSM road dataset. This can be done via vectorfile of a polygon or GeoJSON object. We recommened to download the region from [Geojson.io](https://geojson.io/#map=2/0/20). \n",
+    "FIAT requires the input of a region in form of a **shapely Polygon** to download the **OSM road dataset**. This can be done via **vector file** or **GeoJSON object** of the study area. We recommened to download the region from [Geojson.io](https://geojson.io/#map=2/0/20). \n",
+    "\n",
+    "**GeoJson.io**  \n",
+    "Draw a polygon on the map and create a polygon from the GeoJson Object. You can download a vector file, you need to refer to in the \"region\" tab in the *yaml* file using the file path. You can also copy the GeoJson code directly into the configuration file (see example in [configuration file](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml)).\n",
     "\n",
-    "Draw a polygon on the map and create a polygon from the GeoJson Object. When you download the file path, refer to it in the \"region\" tab in the *yaml* file. You can also copy the GeoJson code directly into the configuration file (see example in [configuration file](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml))"
+    "![Region_download.PNG](attachment:Region_download.PNG)"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# **Step 3:** Create a configuration file "
+    "# **Step 3:** Create the configuration file"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the vulnerability and the exposure setup.\n",
+    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the **vulnerability** and **exposure setup** and the **region**.\n",
     "The required fields are:\n",
     "  \n",
     "*setup_road_vulnerability:*\n",
@@ -96,35 +104,35 @@
     "\n",
     "*setup_exposure_roads:*\n",
     "- **roads_fn**: File path to road network file or OSM data (for OSM data use: \"OSM\")\n",
-    "- **road_types**: Road type keys from OSM (e.g. \"motorway\", \"primary\")\n",
-    "- **road_damage**: \"default_road_max_potential_damages\",\n",
+    "- **road_types**: Road type keys (if OSM data use keys from from OSM e.g. \"motorway\", \"primary\")\n",
+    "- **road_damage**: Damages per lane and per length unit\n",
     "- **unit**: Unit of road length (feet or meter)\n",
     "\n",
     "*region:*\n",
     "- **region**: pre-defined region in form of a dictionary or shapely polygon\n",
     "\n",
-    "The specified parameters must be ingested into the *yaml* construct. Please check [here](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml) for the setup of the *yaml* file. "
+    "The provided parameters need to be incorporated into the YAML structure. Please check [here](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml) for the setup of the *configuration.yml*. "
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "## **Step 3.1:** Load the information of the <em>yaml</em> file"
+    "## **Step 3.1:** Load the configuration file"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "The *yaml* file is located in the \"example\"/ \"data\" / \"road_network\"  - folder.  \n",
-    "The information in the file are converted into a python dictionary. </p>\n",
+    "The *configuration.yml* should be placed in the \"example\"/ \"data\" / \"road_network\"  - folder.  \n",
+    "The file can be read in python and its information are converted into a python dictionary. </p>\n",
     "<p><em>Note: Instead of loading a yaml file it is possible to create a python dictionary directly, built upon the structure seen below.</em></p>"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 124,
+   "execution_count": 128,
    "metadata": {},
    "outputs": [
     {
@@ -202,8 +210,7 @@
     }
    ],
    "source": [
-    "#Let's read the yaml file with the required information \n",
-    "#and set up the FIAT model for the road network.\n",
+    "# Let's read the configuration file holding the required information for the FIAT model \n",
     "\n",
     "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yml\", 'r') as file:\n",
     "    _cases = yaml.safe_load(file)\n",
@@ -222,11 +229,11 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Set up the root path to the FIAT model and the logger settings to re-build your model:\n",
-    "- `root`: Directory path from where the neccessary data for the FIAT model is stored.  </p>\n",
+    "To build the model some settings must be ingested as variables. So you need to set up the root path to the FIAT model, the logger settings, the region and the data catalog:\n",
+    "- `root`: Directory path from where the neccessary data for the FIAT model is stored. \n",
     "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.\n",
-    "- `region`: Define the region as a variable from the case dictionary.\n",
-    "- `data_catalog_yml`: Define the data catalogue as a variable from the case dictionary.</p>\n",
+    "- `region`: Define the region as a variable from the config dictionary.\n",
+    "- `data_catalog_yml`: Define the data catalogue as a variable from the config dictionary.\n",
     "\n"
    ]
   },

From cc4047358810b35efc14e81934cc4391114e9cdd Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 19:07:32 +0200
Subject: [PATCH 04/11] finalize road notebook

---
 examples/add_roadnetwork.ipynb | 976 ++++++++++++++++++++++++++++++++-
 1 file changed, 947 insertions(+), 29 deletions(-)

diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index fc2d6136..515f2c30 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -132,7 +132,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 128,
+   "execution_count": 129,
    "metadata": {},
    "outputs": [
     {
@@ -213,9 +213,9 @@
     "# Let's read the configuration file holding the required information for the FIAT model \n",
     "\n",
     "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yml\", 'r') as file:\n",
-    "    _cases = yaml.safe_load(file)\n",
+    "    config = yaml.safe_load(file)\n",
     "\n",
-    "print(json.dumps(_cases, indent=4, sort_keys=False))"
+    "print(json.dumps(config, indent=4, sort_keys=False))"
    ]
   },
   {
@@ -239,14 +239,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 118,
+   "execution_count": 130,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 16:03:50,225 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+      "2023-10-23 18:57:22,714 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     },
     {
@@ -265,10 +265,10 @@
     "logger = setuplog(\"hydromt_fiat\", log_level=10)\n",
     "\n",
     "# Set up region\n",
-    "region = _cases[\"cases\"][\"region\"]\n",
+    "region = config[\"cases\"][\"region\"]\n",
     "\n",
     "# Set up datacatalog\n",
-    "data_catalog_yml = str(_cases[\"cases\"][\"roads_from_OSM\"][\"data_catalogue\"])"
+    "data_catalog_yml = str(config[\"cases\"][\"roads_from_OSM\"][\"data_catalogue\"])"
    ]
   },
   {
@@ -282,52 +282,544 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "It's time to run the model with the new configuration of the riad network. The output will be \n",
-    "stored in the root-directory. The output will be an **exposure folder** incl. *exposure.csv* together with vector data files, a **hazard folder** (empty) and a **vulnerability folder** incl. *damage_curve.csv*. "
+    "It's time to run the road network FIAT model. The output will be stored in the root-directory. \n",
+    "\n",
+    "The output will be an **exposure folder** incl. *exposure.csv* together with vector data files, a **hazard folder** (empty) and a **vulnerability folder** incl. *damage_curve.csv*. "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 119,
+   "execution_count": 134,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 16:03:52,501 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from ./hydromt_fiat_catalog_USA.yml\n"
+      "2023-10-23 19:06:31,994 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n",
+      "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
+      "  warnings.warn(\n",
+      "\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,007 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,017 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,020 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,023 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.vertical_unit: feet\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,025 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Parsing data catalog from ./hydromt_fiat_catalog_USA.yml\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
-     "ename": "FileNotFoundError",
-     "evalue": "[Errno 2] No such file or directory: './hydromt_fiat_catalog_USA.yml'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[1;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
-      "\u001b[1;32mc:\\Users\\rautenba\\hydromt_fiat\\examples\\add_roadnetwork.ipynb Cell 16\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m fm \u001b[39m=\u001b[39m FiatModel(root\u001b[39m=\u001b[39;49mroot, mode\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mw+\u001b[39;49m\u001b[39m\"\u001b[39;49m, data_libs\u001b[39m=\u001b[39;49m[data_catalog_yml], logger\u001b[39m=\u001b[39;49mlogger)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=1'>2</a>\u001b[0m region \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39mGeoDataFrame\u001b[39m.\u001b[39mfrom_features(_cases[\u001b[39m\"\u001b[39m\u001b[39mcases\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mregion\u001b[39m\u001b[39m\"\u001b[39m], crs\u001b[39m=\u001b[39m\u001b[39m4326\u001b[39m)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/add_roadnetwork.ipynb#X46sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m fm\u001b[39m.\u001b[39mbuild(region\u001b[39m=\u001b[39m{\u001b[39m\"\u001b[39m\u001b[39mgeom\u001b[39m\u001b[39m\"\u001b[39m: region}, opt\u001b[39m=\u001b[39m_cases[\u001b[39m\"\u001b[39m\u001b[39mcases\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mroad_network\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mconfiguration\u001b[39m\u001b[39m\"\u001b[39m])\n",
-      "File \u001b[1;32m~\\hydromt_fiat\\hydromt_fiat\\fiat.py:57\u001b[0m, in \u001b[0;36mFiatModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger)\u001b[0m\n\u001b[0;32m     49\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\n\u001b[0;32m     50\u001b[0m     \u001b[39mself\u001b[39m,\n\u001b[0;32m     51\u001b[0m     root\u001b[39m=\u001b[39m\u001b[39mNone\u001b[39;00m,\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m     55\u001b[0m     logger\u001b[39m=\u001b[39m_logger,\n\u001b[0;32m     56\u001b[0m ):\n\u001b[1;32m---> 57\u001b[0m     \u001b[39msuper\u001b[39;49m()\u001b[39m.\u001b[39;49m\u001b[39m__init__\u001b[39;49m(\n\u001b[0;32m     58\u001b[0m         root\u001b[39m=\u001b[39;49mroot,\n\u001b[0;32m     59\u001b[0m         mode\u001b[39m=\u001b[39;49mmode,\n\u001b[0;32m     60\u001b[0m         config_fn\u001b[39m=\u001b[39;49mconfig_fn,\n\u001b[0;32m     61\u001b[0m         data_libs\u001b[39m=\u001b[39;49mdata_libs,\n\u001b[0;32m     62\u001b[0m         logger\u001b[39m=\u001b[39;49mlogger,\n\u001b[0;32m     63\u001b[0m     )\n\u001b[0;32m     64\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_tables \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()  \u001b[39m# Dictionary of tables to write\u001b[39;00m\n\u001b[0;32m     65\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mexposure \u001b[39m=\u001b[39m \u001b[39mNone\u001b[39;00m\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_grid.py:439\u001b[0m, in \u001b[0;36mGridModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger)\u001b[0m\n\u001b[0;32m    430\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\n\u001b[0;32m    431\u001b[0m     \u001b[39mself\u001b[39m,\n\u001b[0;32m    432\u001b[0m     root: \u001b[39mstr\u001b[39m \u001b[39m=\u001b[39m \u001b[39mNone\u001b[39;00m,\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m    436\u001b[0m     logger\u001b[39m=\u001b[39mlogger,\n\u001b[0;32m    437\u001b[0m ):\n\u001b[0;32m    438\u001b[0m \u001b[39m    \u001b[39m\u001b[39m\"\"\"Initialize a GridModel for distributed models with a regular grid.\"\"\"\u001b[39;00m\n\u001b[1;32m--> 439\u001b[0m     \u001b[39msuper\u001b[39;49m()\u001b[39m.\u001b[39;49m\u001b[39m__init__\u001b[39;49m(\n\u001b[0;32m    440\u001b[0m         root\u001b[39m=\u001b[39;49mroot,\n\u001b[0;32m    441\u001b[0m         mode\u001b[39m=\u001b[39;49mmode,\n\u001b[0;32m    442\u001b[0m         config_fn\u001b[39m=\u001b[39;49mconfig_fn,\n\u001b[0;32m    443\u001b[0m         data_libs\u001b[39m=\u001b[39;49mdata_libs,\n\u001b[0;32m    444\u001b[0m         logger\u001b[39m=\u001b[39;49mlogger,\n\u001b[0;32m    445\u001b[0m     )\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_grid.py:30\u001b[0m, in \u001b[0;36mGridMixin.__init__\u001b[1;34m(self, *args, **kwargs)\u001b[0m\n\u001b[0;32m     29\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__init__\u001b[39m(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m \u001b[39mNone\u001b[39;00m:\n\u001b[1;32m---> 30\u001b[0m     \u001b[39msuper\u001b[39m()\u001b[39m.\u001b[39m\u001b[39m__init__\u001b[39m(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m     31\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_grid \u001b[39m=\u001b[39m xr\u001b[39m.\u001b[39mDataset()\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_api.py:95\u001b[0m, in \u001b[0;36mModel.__init__\u001b[1;34m(self, root, mode, config_fn, data_libs, logger, **artifact_keys)\u001b[0m\n\u001b[0;32m     92\u001b[0m     dist, version \u001b[39m=\u001b[39m ep\u001b[39m.\u001b[39mdistro\u001b[39m.\u001b[39mname, ep\u001b[39m.\u001b[39mdistro\u001b[39m.\u001b[39mversion\n\u001b[0;32m     94\u001b[0m \u001b[39m# link to data\u001b[39;00m\n\u001b[1;32m---> 95\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mdata_catalog \u001b[39m=\u001b[39m DataCatalog(\n\u001b[0;32m     96\u001b[0m     data_libs\u001b[39m=\u001b[39mdata_libs, logger\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlogger, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39martifact_keys\n\u001b[0;32m     97\u001b[0m )\n\u001b[0;32m     99\u001b[0m \u001b[39m# placeholders\u001b[39;00m\n\u001b[0;32m    100\u001b[0m \u001b[39m# metadata maps that can be at different resolutions\u001b[39;00m\n\u001b[0;32m    101\u001b[0m \u001b[39m# TODO do we want read/write maps?\u001b[39;00m\n\u001b[0;32m    102\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_config \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()  \u001b[39m# nested dictionary\u001b[39;00m\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:118\u001b[0m, in \u001b[0;36mDataCatalog.__init__\u001b[1;34m(self, data_libs, fallback_lib, logger, cache, cache_dir, **artifact_keys)\u001b[0m\n\u001b[0;32m    116\u001b[0m \u001b[39mfor\u001b[39;00m name_or_path \u001b[39min\u001b[39;00m data_libs:\n\u001b[0;32m    117\u001b[0m     \u001b[39mif\u001b[39;00m \u001b[39mstr\u001b[39m(name_or_path)\u001b[39m.\u001b[39msplit(\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39m\u001b[39m\"\u001b[39m)[\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m] \u001b[39min\u001b[39;00m [\u001b[39m\"\u001b[39m\u001b[39myml\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39myaml\u001b[39m\u001b[39m\"\u001b[39m]:  \u001b[39m# user defined\u001b[39;00m\n\u001b[1;32m--> 118\u001b[0m         \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mfrom_yml(name_or_path)\n\u001b[0;32m    119\u001b[0m     \u001b[39melse\u001b[39;00m:  \u001b[39m# predefined\u001b[39;00m\n\u001b[0;32m    120\u001b[0m         \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mfrom_predefined_catalogs(name_or_path)\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:322\u001b[0m, in \u001b[0;36mDataCatalog.from_yml\u001b[1;34m(self, urlpath, root, mark_used)\u001b[0m\n\u001b[0;32m    266\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"Add data sources based on yaml file.\u001b[39;00m\n\u001b[0;32m    267\u001b[0m \n\u001b[0;32m    268\u001b[0m \u001b[39mParameters\u001b[39;00m\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m    319\u001b[0m \u001b[39m        <zoom_level_2>: <resolution_2>\u001b[39;00m\n\u001b[0;32m    320\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m    321\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlogger\u001b[39m.\u001b[39minfo(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mParsing data catalog from \u001b[39m\u001b[39m{\u001b[39;00murlpath\u001b[39m}\u001b[39;00m\u001b[39m\"\u001b[39m)\n\u001b[1;32m--> 322\u001b[0m yml \u001b[39m=\u001b[39m _yml_from_uri_or_path(urlpath)\n\u001b[0;32m    323\u001b[0m \u001b[39m# parse metadata\u001b[39;00m\n\u001b[0;32m    324\u001b[0m meta \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m()\n",
-      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_catalog.py:1049\u001b[0m, in \u001b[0;36m_yml_from_uri_or_path\u001b[1;34m(uri_or_path)\u001b[0m\n\u001b[0;32m   1047\u001b[0m         yml \u001b[39m=\u001b[39m yaml\u001b[39m.\u001b[39mload(r\u001b[39m.\u001b[39mtext, Loader\u001b[39m=\u001b[39myaml\u001b[39m.\u001b[39mFullLoader)\n\u001b[0;32m   1048\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m-> 1049\u001b[0m     \u001b[39mwith\u001b[39;00m \u001b[39mopen\u001b[39;49m(uri_or_path, \u001b[39m\"\u001b[39;49m\u001b[39mr\u001b[39;49m\u001b[39m\"\u001b[39;49m) \u001b[39mas\u001b[39;00m stream:\n\u001b[0;32m   1050\u001b[0m         yml \u001b[39m=\u001b[39m yaml\u001b[39m.\u001b[39mload(stream, Loader\u001b[39m=\u001b[39myaml\u001b[39m.\u001b[39mFullLoader)\n\u001b[0;32m   1051\u001b[0m \u001b[39mreturn\u001b[39;00m yml\n",
-      "\u001b[1;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: './hydromt_fiat_catalog_USA.yml'"
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,027 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.min_hazard_value: 0\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,028 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.max_hazard_value: 10\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,030 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_road_vulnerability.step_hazard_value: 1\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,032 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.roads_fn: OSM\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,034 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,035 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,036 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,041 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,165 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,167 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,170 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,185 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,186 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,190 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,195 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "ERROR:hydromt_fiat:Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,198 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,200 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,202 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,206 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,270 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,328 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,333 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,336 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Updating all data objects...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,338 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: roads\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,341 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Replacing geom: region\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,344 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,347 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,350 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,470 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,589 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:06:32,596 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     }
    ],
    "source": [
     "fm = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
-    "region = gpd.GeoDataFrame.from_features(_cases[\"cases\"][\"region\"], crs=4326)\n",
-    "fm.build(region={\"geom\": region}, opt=_cases[\"cases\"][\"road_network\"][\"configuration\"])\n",
+    "region = gpd.GeoDataFrame.from_features(config[\"cases\"][\"region\"], crs=4326)\n",
+    "fm.build(region={\"geom\": region}, opt=config[\"cases\"][\"road_network\"][\"configuration\"])\n",
     "fm.write()"
    ]
   },
@@ -340,6 +832,432 @@
     "\n",
     "Let's have a look at the output!"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 133,
+   "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",
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+       "    &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-1.12.4.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",
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+       "    &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",
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+       "                }\n",
+       "                .leaflet-container { font-size: 1rem; }\n",
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+       "                        }\n",
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+       "                            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",
+       "    &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_2c95ac40d5dce1e420807f8cf750937e&quot; &gt;&lt;/div&gt;\n",
+       "        \n",
+       "&lt;/body&gt;\n",
+       "&lt;script&gt;\n",
+       "    \n",
+       "    \n",
+       "            var map_2c95ac40d5dce1e420807f8cf750937e = L.map(\n",
+       "                &quot;map_2c95ac40d5dce1e420807f8cf750937e&quot;,\n",
+       "                {\n",
+       "                    center: [32.7756426, -79.93743265],\n",
+       "                    crs: L.CRS.EPSG3857,\n",
+       "                    zoom: 10,\n",
+       "                    zoomControl: true,\n",
+       "                    preferCanvas: false,\n",
+       "                }\n",
+       "            );\n",
+       "            L.control.scale().addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "\n",
+       "            \n",
+       "\n",
+       "        \n",
+       "    \n",
+       "            var tile_layer_0f6770f2c3ded62881d28e1ca223006e = L.tileLayer(\n",
+       "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
+       "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
+       "            ).addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "        \n",
+       "    \n",
+       "            map_2c95ac40d5dce1e420807f8cf750937e.fitBounds(\n",
+       "                [[32.769257, -79.9478851], [32.7820282, -79.9269802]],\n",
+       "                {}\n",
+       "            );\n",
+       "        \n",
+       "    \n",
+       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_styler(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                case &quot;0&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#f1e51d&quot;, &quot;fillColor&quot;: &quot;#f1e51d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;1&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481769&quot;, &quot;fillColor&quot;: &quot;#481769&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3d4e8a&quot;, &quot;fillColor&quot;: &quot;#3d4e8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;3&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#33638d&quot;, &quot;fillColor&quot;: &quot;#33638d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;4&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;5&quot;: case &quot;17&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#433e85&quot;, &quot;fillColor&quot;: &quot;#433e85&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;6&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482677&quot;, &quot;fillColor&quot;: &quot;#482677&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;7&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#34608d&quot;, &quot;fillColor&quot;: &quot;#34608d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;8&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481d6f&quot;, &quot;fillColor&quot;: &quot;#481d6f&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;9&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472e7c&quot;, &quot;fillColor&quot;: &quot;#472e7c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;10&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3c4f8a&quot;, &quot;fillColor&quot;: &quot;#3c4f8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;11&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3d4d8a&quot;, &quot;fillColor&quot;: &quot;#3d4d8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;12&quot;: case &quot;15&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#46307e&quot;, &quot;fillColor&quot;: &quot;#46307e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;13&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482979&quot;, &quot;fillColor&quot;: &quot;#482979&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;14&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472a7a&quot;, &quot;fillColor&quot;: &quot;#472a7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;16&quot;: case &quot;23&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3f4889&quot;, &quot;fillColor&quot;: &quot;#3f4889&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;18&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#39558c&quot;, &quot;fillColor&quot;: &quot;#39558c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;19&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#1f978b&quot;, &quot;fillColor&quot;: &quot;#1f978b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;20&quot;: case &quot;21&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472c7a&quot;, &quot;fillColor&quot;: &quot;#472c7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;22&quot;: case &quot;31&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#423f85&quot;, &quot;fillColor&quot;: &quot;#423f85&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;24&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#443983&quot;, &quot;fillColor&quot;: &quot;#443983&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;26&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482374&quot;, &quot;fillColor&quot;: &quot;#482374&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;27&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3c508b&quot;, &quot;fillColor&quot;: &quot;#3c508b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;28&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472d7b&quot;, &quot;fillColor&quot;: &quot;#472d7b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;29&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",
+       "                default:\n",
+       "                    return {&quot;color&quot;: &quot;#482475&quot;, &quot;fillColor&quot;: &quot;#482475&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_highlighter(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                default:\n",
+       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_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_fb55fd51e32c51a8dae6aa02e86805d9_styler(feature)\n",
+       "            Object.assign(opts, style)\n",
+       "            \n",
+       "            return new L.CircleMarker(latlng, opts)\n",
+       "        }\n",
+       "\n",
+       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_onEachFeature(feature, layer) {\n",
+       "            layer.on({\n",
+       "                mouseout: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        geo_json_fb55fd51e32c51a8dae6aa02e86805d9.resetStyle(e.target);\n",
+       "                    }\n",
+       "                },\n",
+       "                mouseover: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        const highlightStyle = geo_json_fb55fd51e32c51a8dae6aa02e86805d9_highlighter(e.target.feature)\n",
+       "                        e.target.setStyle(highlightStyle);\n",
+       "                    }\n",
+       "                },\n",
+       "            });\n",
+       "        };\n",
+       "        var geo_json_fb55fd51e32c51a8dae6aa02e86805d9 = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_onEachFeature,\n",
+       "            \n",
+       "                style: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_styler,\n",
+       "                pointToLayer: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_pointToLayer\n",
+       "        });\n",
+       "\n",
+       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_add (data) {\n",
+       "            geo_json_fb55fd51e32c51a8dae6aa02e86805d9\n",
+       "                .addData(data)\n",
+       "                .addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "        }\n",
+       "            geo_json_fb55fd51e32c51a8dae6aa02e86805d9_add({&quot;bbox&quot;: [-79.9478851, 32.769257, -79.9269802, 32.7820282], &quot;features&quot;: [{&quot;bbox&quot;: [-79.9431149, 32.7693254, -79.9288713, 32.7732618], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9288713, 32.7694327], [-79.9289278, 32.7693815], [-79.928982, 32.769345], [-79.9290258, 32.7693334], [-79.9290935, 32.7693254], [-79.9301401, 32.7694067], [-79.9318036, 32.7695358], [-79.9318664, 32.7695388], [-79.9327019, 32.7696046], [-79.9328888, 32.7696193], [-79.9339705, 32.7697045], [-79.9354903, 32.769821], [-79.9360821, 32.7698743], [-79.9362536, 32.7698965], [-79.9364005, 32.7699209], [-79.9366762, 32.7699817], [-79.9370027, 32.770081], [-79.9373288, 32.7701892], [-79.9378624, 32.7704215], [-79.9388577, 32.7708836], [-79.9400206, 32.7714043], [-79.941707, 32.772184], [-79.9422717, 32.7724406], [-79.942354, 32.7724839], [-79.94247, 32.7725486], [-79.9426662, 32.7726813], [-79.9430266, 32.7729824], 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&quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 14706.99649667014, &quot;Object ID&quot;: 21, &quot;Object Name&quot;: &quot;King Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 201.04708684205684, &quot;__folium_color&quot;: &quot;#472c7a&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9310393, 32.7747085, -79.9308019, 32.7764809], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9310393, 32.7764809], [-79.9310349, 32.7763106], [-79.9309579, 32.7758174], [-79.9309552, 32.7757944], [-79.9309498, 32.7757577], [-79.930925, 32.7755888], [-79.9308635, 32.7751707], [-79.9308019, 32.7747085]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;21&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 14473.224539794222, &quot;Object ID&quot;: 22, &quot;Object Name&quot;: &quot;Meeting Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 197.85138533183263, &quot;__folium_color&quot;: &quot;#472c7a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9439017, 32.7773225, -79.941097, 32.7784203], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9439017, 32.7773225], [-79.943812, 32.7773631], [-79.9430433, 32.7776627], [-79.9427048, 32.7777938], [-79.9425789, 32.7778297], [-79.9425072, 32.7778635], [-79.9423991, 32.7779145], [-79.941097, 32.7784203]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;22&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 21189.29430936038, &quot;Object ID&quot;: 23, &quot;Object Name&quot;: &quot;Beaufain Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 289.6611754888503, &quot;__folium_color&quot;: &quot;#423f85&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.941097, 32.7756556, -79.9395627, 32.7784203], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.941097, 32.7784203], [-79.9405678, 32.7774696], [-79.9403596, 32.7770773], [-79.9399718, 32.7763686], [-79.939771, 32.776011], [-79.9395627, 32.7756556]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;23&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 24765.914933543445, &quot;Object ID&quot;: 24, &quot;Object Name&quot;: &quot;Rutledge Avenue&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 338.55417396029424, &quot;__folium_color&quot;: &quot;#3f4889&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9312234, 32.7764809, -79.9310393, 32.7780307], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9312234, 32.7780307], [-79.9311667, 32.7775885], [-79.9311419, 32.7773948], [-79.931138, 32.7773614], [-79.9310909, 32.7769606], [-79.9310789, 32.7768587], [-79.9310435, 32.7766202], [-79.9310393, 32.7764809]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;24&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 18954.67475128798, &quot;Object ID&quot;: 25, &quot;Object Name&quot;: &quot;Meeting Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 172.742369780621, &quot;__folium_color&quot;: &quot;#443983&quot;, &quot;lanes&quot;: 3.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9328894, 32.7763087, -79.9327317, 32.7777649], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9328894, 32.7777649], [-79.932812, 32.7770417], [-79.9327872, 32.7768154], [-79.9327632, 32.7765965], [-79.9327317, 32.7763087]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;25&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11859.616694705184, &quot;Object ID&quot;: 26, &quot;Object Name&quot;: &quot;King Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 162.1229316314685, &quot;__folium_color&quot;: &quot;#482475&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9327317, 32.7763087, -79.9310393, 32.7764809], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9327317, 32.7763087], [-79.9326152, 32.776318], [-79.9321822, 32.7763642], [-79.9317791, 32.7764072], [-79.9315211, 32.7764346], [-79.9310393, 32.7764809]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;26&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11679.881588624196, &quot;Object ID&quot;: 27, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 159.66592285411468, &quot;__folium_color&quot;: &quot;#482374&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9310393, 32.7764809, -79.9270276, 32.7768649], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9310393, 32.7764809], [-79.9304633, 32.776538], [-79.9297041, 32.7766133], [-79.9296789, 32.7766158], [-79.9293994, 32.7766422], [-79.9292462, 32.776646], [-79.9291101, 32.7766495], [-79.9277354, 32.7768062], [-79.9272033, 32.7768579], [-79.9270276, 32.7768649]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;27&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 27673.974486914973, &quot;Object ID&quot;: 28, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 378.3078314593582, &quot;__folium_color&quot;: &quot;#3c508b&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.927034, 32.7768649, -79.9269802, 32.778702], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9270276, 32.7768649], [-79.9270249, 32.7769501], [-79.9270028, 32.7770771], [-79.9269859, 32.777262], [-79.9269838, 32.7773167], [-79.9269802, 32.7774113], [-79.9269818, 32.7774532], [-79.9269867, 32.7775763], [-79.9269964, 32.7778224], [-79.9269985, 32.7778544], [-79.9270136, 32.7780883], [-79.9270292, 32.7784663], [-79.927034, 32.778702]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;28&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 14923.162364061842, &quot;Object ID&quot;: 29, &quot;Object Name&quot;: &quot;East Bay Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 204.0021101823852, &quot;__folium_color&quot;: &quot;#472d7b&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9360187, 32.7759944, -79.9358351, 32.7760122], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9360187, 32.7759944], [-79.9358351, 32.7760122]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;29&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1266.2120683978271, &quot;Object ID&quot;: 30, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 17.309329456444488, &quot;__folium_color&quot;: &quot;#440154&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9360088, 32.7760122, -79.9358351, 32.7774756], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.9359246, 32.7767662], [-79.9360088, 32.7774756]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;30&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11928.19254694216, &quot;Object ID&quot;: 31, &quot;Object Name&quot;: &quot;Logan Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 163.06037493085847, &quot;__folium_color&quot;: &quot;#482475&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9358351, 32.7760122, -79.9327317, 32.7763087], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.935585, 32.7760361], [-79.9346476, 32.7761255], [-79.9340487, 32.7761828], [-79.9339517, 32.7761921], [-79.9334638, 32.7762387], [-79.9327317, 32.7763087]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;31&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 21398.801478486355, &quot;Object ID&quot;: 32, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 292.525173317016, &quot;__folium_color&quot;: &quot;#423f85&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
+       "\n",
+       "        \n",
+       "    \n",
+       "    geo_json_fb55fd51e32c51a8dae6aa02e86805d9.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;Object ID&quot;, &quot;Secondary Object Type&quot;, &quot;Object Name&quot;, &quot;lanes&quot;, &quot;Primary Object Type&quot;, &quot;Damage Function: Structure&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Segment Length [m]&quot;];\n",
+       "    let aliases = [&quot;Object ID&quot;, &quot;Secondary Object Type&quot;, &quot;Object Name&quot;, &quot;lanes&quot;, &quot;Primary Object Type&quot;, &quot;Damage Function: Structure&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Segment Length [m]&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",
+       "    var color_map_094d7273515ffbb123a70f94829a7910 = {};\n",
+       "\n",
+       "    \n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.color = d3.scale.threshold()\n",
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+       "    \n",
+       "\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.x = d3.scale.linear()\n",
+       "              .domain([1266.2120683978271, 108993.84878204562])\n",
+       "              .range([0, 450 - 50]);\n",
+       "\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.legend = L.control({position: &#x27;topright&#x27;});\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.legend.addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.xAxis = d3.svg.axis()\n",
+       "        .scale(color_map_094d7273515ffbb123a70f94829a7910.x)\n",
+       "        .orient(&quot;top&quot;)\n",
+       "        .tickSize(1)\n",
+       "        .tickValues([1266.2120683978271, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 12250.206399985444, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 23234.200731573063, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 34218.19506316068, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 45202.1893947483, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 56186.18372633591, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 67170.17805792353, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 78154.17238951115, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 89138.16672109877, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 100122.16105268638, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;]);\n",
+       "\n",
+       "    color_map_094d7273515ffbb123a70f94829a7910.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_094d7273515ffbb123a70f94829a7910.g = color_map_094d7273515ffbb123a70f94829a7910.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_094d7273515ffbb123a70f94829a7910.g.selectAll(&quot;rect&quot;)\n",
+       "        .data(color_map_094d7273515ffbb123a70f94829a7910.color.range().map(function(d, i) {\n",
+       "          return {\n",
+       "            x0: i ? color_map_094d7273515ffbb123a70f94829a7910.x(color_map_094d7273515ffbb123a70f94829a7910.color.domain()[i - 1]) : color_map_094d7273515ffbb123a70f94829a7910.x.range()[0],\n",
+       "            x1: i &lt; color_map_094d7273515ffbb123a70f94829a7910.color.domain().length ? color_map_094d7273515ffbb123a70f94829a7910.x(color_map_094d7273515ffbb123a70f94829a7910.color.domain()[i]) : color_map_094d7273515ffbb123a70f94829a7910.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_094d7273515ffbb123a70f94829a7910.g.call(color_map_094d7273515ffbb123a70f94829a7910.xAxis).append(&quot;text&quot;)\n",
+       "        .attr(&quot;class&quot;, &quot;caption&quot;)\n",
+       "        .attr(&quot;y&quot;, 21)\n",
+       "        .text(&quot;Max Potential Damage: Structure&quot;);\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 0x1fd34dc2260>"
+      ]
+     },
+     "execution_count": 133,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#Load exposure.csv into dataframe\n",
+    "df_exposure = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"exposure\" / \"exposure.csv\")\n",
+    "\n",
+    "#Load exposure geopackage into GeoDataFrame\n",
+    "gdf_exposure =gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"exposure\" /  \"roads.gpkg\")\n",
+    "\n",
+    "#Merge dataframe with GeoDataFrame\n",
+    "merged_gdf = gdf_exposure.merge(df_exposure, left_on='Object ID', right_on='Object ID', how='inner')\n",
+    "\n",
+    "#Display the road network\n",
+    "road_network = merged_gdf.explore(column = 'Max Potential Damage: Structure')\n",
+    "road_network"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 135,
+   "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>#UNIT=feet</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>#METHOD</th>\n",
+       "      <td>mean</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>water depth [feet]</th>\n",
+       "      <td>roads</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>0.0</th>\n",
+       "      <td>0.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>0.59</th>\n",
+       "      <td>0.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>0.6</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>7.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>8.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>9.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>10.0</th>\n",
+       "      <td>1.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                   #UNIT=feet\n",
+       "#METHOD                  mean\n",
+       "water depth [feet]      roads\n",
+       "0.0                       0.0\n",
+       "0.59                      0.0\n",
+       "0.6                       1.0\n",
+       "1.0                       1.0\n",
+       "2.0                       1.0\n",
+       "3.0                       1.0\n",
+       "4.0                       1.0\n",
+       "5.0                       1.0\n",
+       "6.0                       1.0\n",
+       "7.0                       1.0\n",
+       "8.0                       1.0\n",
+       "9.0                       1.0\n",
+       "10.0                      1.0"
+      ]
+     },
+     "execution_count": 135,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#Load vulnerability.csv into dataframe\n",
+    "df_vulnerability = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"vulnerability\" / \"vulnerability_curves.csv\")\n",
+    "df_vulnerability"
+   ]
   }
  ],
  "metadata": {

From 49c3604135b6863dfcf85f87adb22a16adf33d7b Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 19:39:46 +0200
Subject: [PATCH 05/11] update file paths

---
 examples/aggregation_zones_example.ipynb      | 83 +++++++++++++++++--
 .../aggregation_zones/config_aggregation.yml  | 12 +--
 2 files changed, 81 insertions(+), 14 deletions(-)

diff --git a/examples/aggregation_zones_example.ipynb b/examples/aggregation_zones_example.ipynb
index 152d80dc..65d15209 100644
--- a/examples/aggregation_zones_example.ipynb
+++ b/examples/aggregation_zones_example.ipynb
@@ -50,9 +50,33 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "DriverError",
+     "evalue": "c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones_example\\exposure\\buildings.gpkg: No such file or directory",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[1;31mCPLE_OpenFailedError\u001b[0m                      Traceback (most recent call last)",
+      "File \u001b[1;32mfiona\\_shim.pyx:83\u001b[0m, in \u001b[0;36mfiona._shim.gdal_open_vector\u001b[1;34m()\u001b[0m\n",
+      "File \u001b[1;32mfiona\\_err.pyx:291\u001b[0m, in \u001b[0;36mfiona._err.exc_wrap_pointer\u001b[1;34m()\u001b[0m\n",
+      "\u001b[1;31mCPLE_OpenFailedError\u001b[0m: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones_example\\exposure\\buildings.gpkg: No such file or directory",
+      "\nDuring handling of the above exception, another exception occurred:\n",
+      "\u001b[1;31mDriverError\u001b[0m                               Traceback (most recent call last)",
+      "\u001b[1;32mc:\\Users\\rautenba\\hydromt_fiat\\examples\\aggregation_zones_example.ipynb Cell 6\u001b[0m line \u001b[0;36m5\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#W5sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mos\u001b[39;00m \n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#W5sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m \u001b[39m#Load aggregation zones as GeoDataFrames\u001b[39;00m\n\u001b[1;32m----> <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#W5sZmlsZQ%3D%3D?line=4'>5</a>\u001b[0m exposure\u001b[39m=\u001b[39mgpd\u001b[39m.\u001b[39;49mread_file(Path(os\u001b[39m.\u001b[39;49mpath\u001b[39m.\u001b[39;49mabspath(\u001b[39m\"\u001b[39;49m\u001b[39m\"\u001b[39;49m)) \u001b[39m/\u001b[39;49m \u001b[39m\"\u001b[39;49m\u001b[39mdata\u001b[39;49m\u001b[39m\"\u001b[39;49m \u001b[39m/\u001b[39;49m \u001b[39m\"\u001b[39;49m\u001b[39maggregation_zones_example\u001b[39;49m\u001b[39m\"\u001b[39;49m \u001b[39m/\u001b[39;49m \u001b[39m\"\u001b[39;49m\u001b[39mexposure\u001b[39;49m\u001b[39m\"\u001b[39;49m \u001b[39m/\u001b[39;49m \u001b[39m\"\u001b[39;49m\u001b[39mbuildings.gpkg\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#W5sZmlsZQ%3D%3D?line=5'>6</a>\u001b[0m base_zone\u001b[39m=\u001b[39mgpd\u001b[39m.\u001b[39mread_file(Path(os\u001b[39m.\u001b[39mpath\u001b[39m.\u001b[39mabspath(\u001b[39m\"\u001b[39m\u001b[39m\"\u001b[39m)) \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mdata\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39maggregation_zones_example\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39maggregation_zones\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mbase_zones.gpkg\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#W5sZmlsZQ%3D%3D?line=7'>8</a>\u001b[0m m \u001b[39m=\u001b[39m base_zone\u001b[39m.\u001b[39mexplore(column \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mZONE_BASE\u001b[39m\u001b[39m'\u001b[39m)\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\geopandas\\io\\file.py:297\u001b[0m, in \u001b[0;36m_read_file\u001b[1;34m(filename, bbox, mask, rows, engine, **kwargs)\u001b[0m\n\u001b[0;32m    294\u001b[0m     \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    295\u001b[0m         path_or_bytes \u001b[39m=\u001b[39m filename\n\u001b[1;32m--> 297\u001b[0m     \u001b[39mreturn\u001b[39;00m _read_file_fiona(\n\u001b[0;32m    298\u001b[0m         path_or_bytes, from_bytes, bbox\u001b[39m=\u001b[39mbbox, mask\u001b[39m=\u001b[39mmask, rows\u001b[39m=\u001b[39mrows, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs\n\u001b[0;32m    299\u001b[0m     )\n\u001b[0;32m    301\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    302\u001b[0m     \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39munknown engine \u001b[39m\u001b[39m'\u001b[39m\u001b[39m{\u001b[39;00mengine\u001b[39m}\u001b[39;00m\u001b[39m'\u001b[39m\u001b[39m\"\u001b[39m)\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\geopandas\\io\\file.py:338\u001b[0m, in \u001b[0;36m_read_file_fiona\u001b[1;34m(path_or_bytes, from_bytes, bbox, mask, rows, where, **kwargs)\u001b[0m\n\u001b[0;32m    335\u001b[0m     reader \u001b[39m=\u001b[39m fiona\u001b[39m.\u001b[39mopen\n\u001b[0;32m    337\u001b[0m \u001b[39mwith\u001b[39;00m fiona_env():\n\u001b[1;32m--> 338\u001b[0m     \u001b[39mwith\u001b[39;00m reader(path_or_bytes, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs) \u001b[39mas\u001b[39;00m features:\n\u001b[0;32m    339\u001b[0m         crs \u001b[39m=\u001b[39m features\u001b[39m.\u001b[39mcrs_wkt\n\u001b[0;32m    340\u001b[0m         \u001b[39m# attempt to get EPSG code\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\env.py:408\u001b[0m, in \u001b[0;36mensure_env_with_credentials.<locals>.wrapper\u001b[1;34m(*args, **kwargs)\u001b[0m\n\u001b[0;32m    405\u001b[0m \u001b[39m@wraps\u001b[39m(f)\n\u001b[0;32m    406\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mwrapper\u001b[39m(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs):\n\u001b[0;32m    407\u001b[0m     \u001b[39mif\u001b[39;00m local\u001b[39m.\u001b[39m_env:\n\u001b[1;32m--> 408\u001b[0m         \u001b[39mreturn\u001b[39;00m f(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    409\u001b[0m     \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    410\u001b[0m         \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(args[\u001b[39m0\u001b[39m], \u001b[39mstr\u001b[39m):\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\__init__.py:278\u001b[0m, in \u001b[0;36mopen\u001b[1;34m(fp, mode, driver, schema, crs, encoding, layer, vfs, enabled_drivers, crs_wkt, **kwargs)\u001b[0m\n\u001b[0;32m    275\u001b[0m     path \u001b[39m=\u001b[39m parse_path(fp)\n\u001b[0;32m    277\u001b[0m \u001b[39mif\u001b[39;00m mode \u001b[39min\u001b[39;00m (\u001b[39m'\u001b[39m\u001b[39ma\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m):\n\u001b[1;32m--> 278\u001b[0m     c \u001b[39m=\u001b[39m Collection(path, mode, driver\u001b[39m=\u001b[39mdriver, encoding\u001b[39m=\u001b[39mencoding,\n\u001b[0;32m    279\u001b[0m                    layer\u001b[39m=\u001b[39mlayer, enabled_drivers\u001b[39m=\u001b[39menabled_drivers, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    280\u001b[0m \u001b[39melif\u001b[39;00m mode \u001b[39m==\u001b[39m \u001b[39m'\u001b[39m\u001b[39mw\u001b[39m\u001b[39m'\u001b[39m:\n\u001b[0;32m    281\u001b[0m     \u001b[39mif\u001b[39;00m schema:\n\u001b[0;32m    282\u001b[0m         \u001b[39m# Make an ordered dict of schema properties.\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\collection.py:162\u001b[0m, in \u001b[0;36mCollection.__init__\u001b[1;34m(self, path, mode, driver, schema, crs, encoding, layer, vsi, archive, enabled_drivers, crs_wkt, ignore_fields, ignore_geometry, **kwargs)\u001b[0m\n\u001b[0;32m    160\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mmode \u001b[39m==\u001b[39m \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m:\n\u001b[0;32m    161\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession \u001b[39m=\u001b[39m Session()\n\u001b[1;32m--> 162\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession\u001b[39m.\u001b[39mstart(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    163\u001b[0m \u001b[39melif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mmode \u001b[39min\u001b[39;00m (\u001b[39m'\u001b[39m\u001b[39ma\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mw\u001b[39m\u001b[39m'\u001b[39m):\n\u001b[0;32m    164\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession \u001b[39m=\u001b[39m WritingSession()\n",
+      "File \u001b[1;32mfiona\\ogrext.pyx:540\u001b[0m, in \u001b[0;36mfiona.ogrext.Session.start\u001b[1;34m()\u001b[0m\n",
+      "File \u001b[1;32mfiona\\_shim.pyx:90\u001b[0m, in \u001b[0;36mfiona._shim.gdal_open_vector\u001b[1;34m()\u001b[0m\n",
+      "\u001b[1;31mDriverError\u001b[0m: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones_example\\exposure\\buildings.gpkg: No such file or directory"
+     ]
+    }
+   ],
    "source": [
     "import geopandas as gpd\n",
     "from pathlib import Path\n",
@@ -91,7 +115,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -172,14 +196,57 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "{\n",
+      "    \"cases\": {\n",
+      "        \"test1_single_aggregation\": {\n",
+      "            \"new_root\": \"./data/Aggregation_zones_example/output/aggregation_zones_test1\",\n",
+      "            \"configuration\": {\n",
+      "                \"setup_aggregation_areas\": {\n",
+      "                    \"aggregation_area_fn\": \"./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg\",\n",
+      "                    \"attribute_names\": \"ZONE_BASE\",\n",
+      "                    \"label_names\": \"Base_zones\"\n",
+      "                }\n",
+      "            }\n",
+      "        },\n",
+      "        \"test2_multiple_aggregation\": {\n",
+      "            \"new_root\": \"./data/Aggregation_zones_example/output/aggregation_zones_test2\",\n",
+      "            \"configuration\": {\n",
+      "                \"setup_aggregation_areas\": {\n",
+      "                    \"aggregation_area_fn\": [\n",
+      "                        \"./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg\",\n",
+      "                        \"./data/Aggregation_zones_example/aggregation_zones/land_use.gpkg\",\n",
+      "                        \"./data/Aggregation_zones_example/aggregation_zones/accomodation_type.gpkg\"\n",
+      "                    ],\n",
+      "                    \"attribute_names\": [\n",
+      "                        \"ZONE_BASE\",\n",
+      "                        \"LAND_USE\",\n",
+      "                        \"ACCOM\"\n",
+      "                    ],\n",
+      "                    \"label_names\": [\n",
+      "                        \"Base_zones\",\n",
+      "                        \"Land_use\",\n",
+      "                        \"Accommodation_type\"\n",
+      "                    ]\n",
+      "                }\n",
+      "            }\n",
+      "        }\n",
+      "    }\n",
+      "}\n"
+     ]
+    }
+   ],
    "source": [
     "#Let's read the yaml file with the required information \n",
     "#and set up the FIAT model for the two test cases. \n",
     "\n",
-    "with open(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\" / \"config_aggregation.yml\", 'r') as file:\n",
+    "with open(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"config_aggregation.yml\", 'r') as file:\n",
     "    config_aggregation = yaml.safe_load(file)\n",
     "\n",
     "print(json.dumps(config_aggregation, indent=4, sort_keys=False))"
diff --git a/examples/data/aggregation_zones/config_aggregation.yml b/examples/data/aggregation_zones/config_aggregation.yml
index ee763e4d..1dffbf1a 100644
--- a/examples/data/aggregation_zones/config_aggregation.yml
+++ b/examples/data/aggregation_zones/config_aggregation.yml
@@ -1,20 +1,20 @@
 cases:
   test1_single_aggregation:
-    new_root: "./data/Aggregation_zones_example/output/aggregation_zones_test1"
+    new_root: "./examples/data/aggregation_zones/aggregation_zones_test1"
     configuration:
       setup_aggregation_areas:
-       aggregation_area_fn: "./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg"
+       aggregation_area_fn: "./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg"
        attribute_names: ZONE_BASE
        label_names: Base_zones
 
   test2_multiple_aggregation:
-    new_root: "./data/Aggregation_zones_example/output/aggregation_zones_test2"
+    new_root: "./examples/data/aggregation_zones/aggregation_zones_test2"
     configuration:
       setup_aggregation_areas:
         aggregation_area_fn:
-          - "./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg"
-          - "./data/Aggregation_zones_example/aggregation_zones/land_use.gpkg"
-          - "./data/Aggregation_zones_example/aggregation_zones/accomodation_type.gpkg"
+          - "./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg"
+          - "./examples/data/aggregation_zones/aggregation_zones/land_use.gpkg"
+          - "./examples/data/aggregation_zones/aggregation_zones//accomodation_type.gpkg"
         attribute_names: 
           - ZONE_BASE
           - LAND_USE

From a3ba0b0de3fdc3cc68207e55299ee0f776948233 Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Mon, 23 Oct 2023 19:40:44 +0200
Subject: [PATCH 06/11] update dictionary aggregation

---
 examples/aggregation_zones_example.ipynb | 761 ++++++++++++++++++++++-
 1 file changed, 735 insertions(+), 26 deletions(-)

diff --git a/examples/aggregation_zones_example.ipynb b/examples/aggregation_zones_example.ipynb
index 65d15209..539a272e 100644
--- a/examples/aggregation_zones_example.ipynb
+++ b/examples/aggregation_zones_example.ipynb
@@ -196,7 +196,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 44,
    "metadata": {},
    "outputs": [
     {
@@ -206,23 +206,23 @@
       "{\n",
       "    \"cases\": {\n",
       "        \"test1_single_aggregation\": {\n",
-      "            \"new_root\": \"./data/Aggregation_zones_example/output/aggregation_zones_test1\",\n",
+      "            \"new_root\": \"./examples/data/aggregation_zones/aggregation_zones_test1\",\n",
       "            \"configuration\": {\n",
       "                \"setup_aggregation_areas\": {\n",
-      "                    \"aggregation_area_fn\": \"./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg\",\n",
+      "                    \"aggregation_area_fn\": \"./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg\",\n",
       "                    \"attribute_names\": \"ZONE_BASE\",\n",
       "                    \"label_names\": \"Base_zones\"\n",
       "                }\n",
       "            }\n",
       "        },\n",
       "        \"test2_multiple_aggregation\": {\n",
-      "            \"new_root\": \"./data/Aggregation_zones_example/output/aggregation_zones_test2\",\n",
+      "            \"new_root\": \"C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones_test2\",\n",
       "            \"configuration\": {\n",
       "                \"setup_aggregation_areas\": {\n",
       "                    \"aggregation_area_fn\": [\n",
-      "                        \"./data/Aggregation_zones_example/aggregation_zones/base_zones.gpkg\",\n",
-      "                        \"./data/Aggregation_zones_example/aggregation_zones/land_use.gpkg\",\n",
-      "                        \"./data/Aggregation_zones_example/aggregation_zones/accomodation_type.gpkg\"\n",
+      "                        \"C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg\",\n",
+      "                        \"C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones/land_use.gpkg\",\n",
+      "                        \"C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones//accomodation_type.gpkg\"\n",
       "                    ],\n",
       "                    \"attribute_names\": [\n",
       "                        \"ZONE_BASE\",\n",
@@ -270,12 +270,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 45,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:37:44,713 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+     ]
+    }
+   ],
    "source": [
     "# Set up Fiat Model\n",
-    "root = Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\"\n",
+    "root = Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"fiat_model\"\n",
     "\n",
     "#If case exist\n",
     "if Path(config_aggregation[\"cases\"][\"test1_single_aggregation\"][\"new_root\"]).exists():\n",
@@ -302,9 +310,57 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 46,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:37:46,841 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\hydromt.log.\n",
+      "2023-10-23 19:37:46,842 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n",
+      "2023-10-23 19:37:46,845 - hydromt_fiat - fiat - INFO - Reading model data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\n",
+      "2023-10-23 19:37:46,847 - hydromt_fiat - model_api - DEBUG - User defined config read from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\settings.toml\n",
+      "2023-10-23 19:37:46,848 - hydromt_fiat - fiat - INFO - Reading model table files.\n",
+      "2023-10-23 19:37:46,849 - hydromt_fiat - fiat - DEBUG - Reading vulnerability table c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\vulnerability\\vulnerability_curves.csv\n",
+      "2023-10-23 19:37:46,883 - hydromt_fiat - fiat - DEBUG - Reading exposure table c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\exposure\\exposure.csv\n",
+      "2023-10-23 19:37:46,892 - hydromt_fiat - fiat - INFO - Reading exposure geometries.\n",
+      "2023-10-23 19:37:46,893 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to buildings...\n",
+      "2023-10-23 19:37:46,905 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n",
+      "2023-10-23 19:37:46,906 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.aggregation_area_fn: ./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg\n",
+      "2023-10-23 19:37:46,907 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.attribute_names: ZONE_BASE\n",
+      "2023-10-23 19:37:46,908 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.label_names: Base_zones\n"
+     ]
+    },
+    {
+     "ename": "DriverError",
+     "evalue": "./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg: No such file or directory",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[1;31mCPLE_OpenFailedError\u001b[0m                      Traceback (most recent call last)",
+      "File \u001b[1;32mfiona\\_shim.pyx:83\u001b[0m, in \u001b[0;36mfiona._shim.gdal_open_vector\u001b[1;34m()\u001b[0m\n",
+      "File \u001b[1;32mfiona\\_err.pyx:291\u001b[0m, in \u001b[0;36mfiona._err.exc_wrap_pointer\u001b[1;34m()\u001b[0m\n",
+      "\u001b[1;31mCPLE_OpenFailedError\u001b[0m: ./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg: No such file or directory",
+      "\nDuring handling of the above exception, another exception occurred:\n",
+      "\u001b[1;31mDriverError\u001b[0m                               Traceback (most recent call last)",
+      "\u001b[1;32mc:\\Users\\rautenba\\hydromt_fiat\\examples\\aggregation_zones_example.ipynb Cell 23\u001b[0m line \u001b[0;36m4\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#X31sZmlsZQ%3D%3D?line=1'>2</a>\u001b[0m fm \u001b[39m=\u001b[39m FiatModel(root\u001b[39m=\u001b[39mroot, mode\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mr\u001b[39m\u001b[39m\"\u001b[39m, logger\u001b[39m=\u001b[39mlogger)\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#X31sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m fm\u001b[39m.\u001b[39mread()\n\u001b[1;32m----> <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#X31sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m fm\u001b[39m.\u001b[39;49mbuild(write\u001b[39m=\u001b[39;49m\u001b[39mFalse\u001b[39;49;00m, opt\u001b[39m=\u001b[39;49mconfig_aggregation[\u001b[39m\"\u001b[39;49m\u001b[39mcases\u001b[39;49m\u001b[39m\"\u001b[39;49m][\u001b[39m\"\u001b[39;49m\u001b[39mtest1_single_aggregation\u001b[39;49m\u001b[39m\"\u001b[39;49m][\u001b[39m\"\u001b[39;49m\u001b[39mconfiguration\u001b[39;49m\u001b[39m\"\u001b[39;49m])\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#X31sZmlsZQ%3D%3D?line=4'>5</a>\u001b[0m fm\u001b[39m.\u001b[39mset_root(config_aggregation[\u001b[39m\"\u001b[39m\u001b[39mcases\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mtest1_single_aggregation\u001b[39m\u001b[39m\"\u001b[39m][\u001b[39m\"\u001b[39m\u001b[39mnew_root\u001b[39m\u001b[39m\"\u001b[39m])\n\u001b[0;32m      <a href='vscode-notebook-cell:/c%3A/Users/rautenba/hydromt_fiat/examples/aggregation_zones_example.ipynb#X31sZmlsZQ%3D%3D?line=5'>6</a>\u001b[0m fm\u001b[39m.\u001b[39mwrite()\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_api.py:220\u001b[0m, in \u001b[0;36mModel.build\u001b[1;34m(self, region, write, opt)\u001b[0m\n\u001b[0;32m    218\u001b[0m         write \u001b[39m=\u001b[39m \u001b[39mFalse\u001b[39;00m\n\u001b[0;32m    219\u001b[0m     kwargs \u001b[39m=\u001b[39m {} \u001b[39mif\u001b[39;00m opt[method] \u001b[39mis\u001b[39;00m \u001b[39mNone\u001b[39;00m \u001b[39melse\u001b[39;00m opt[method]\n\u001b[1;32m--> 220\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_run_log_method(method, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    222\u001b[0m \u001b[39m# write\u001b[39;00m\n\u001b[0;32m    223\u001b[0m \u001b[39mif\u001b[39;00m write:\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\models\\model_api.py:163\u001b[0m, in \u001b[0;36mModel._run_log_method\u001b[1;34m(self, method, *args, **kwargs)\u001b[0m\n\u001b[0;32m    161\u001b[0m     \u001b[39mif\u001b[39;00m v \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m inspect\u001b[39m.\u001b[39m_empty:\n\u001b[0;32m    162\u001b[0m         \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlogger\u001b[39m.\u001b[39minfo(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m{\u001b[39;00mmethod\u001b[39m}\u001b[39;00m\u001b[39m.\u001b[39m\u001b[39m{\u001b[39;00mk\u001b[39m}\u001b[39;00m\u001b[39m: \u001b[39m\u001b[39m{\u001b[39;00mv\u001b[39m}\u001b[39;00m\u001b[39m\"\u001b[39m)\n\u001b[1;32m--> 163\u001b[0m \u001b[39mreturn\u001b[39;00m func(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n",
+      "File \u001b[1;32m~\\hydromt_fiat\\hydromt_fiat\\fiat.py:651\u001b[0m, in \u001b[0;36mFiatModel.setup_aggregation_areas\u001b[1;34m(self, aggregation_area_fn, attribute_names, label_names)\u001b[0m\n\u001b[0;32m    634\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"_summary_\u001b[39;00m\n\u001b[0;32m    635\u001b[0m \n\u001b[0;32m    636\u001b[0m \u001b[39mParameters\u001b[39;00m\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m    647\u001b[0m \n\u001b[0;32m    648\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m    650\u001b[0m exposure_gdf \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mexposure\u001b[39m.\u001b[39mget_full_gdf(\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mexposure\u001b[39m.\u001b[39mexposure_db)\n\u001b[1;32m--> 651\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mexposure\u001b[39m.\u001b[39mexposure_db \u001b[39m=\u001b[39m join_exposure_aggregation_areas(\n\u001b[0;32m    652\u001b[0m     exposure_gdf, aggregation_area_fn, attribute_names, label_names\n\u001b[0;32m    653\u001b[0m )\n",
+      "File \u001b[1;32m~\\hydromt_fiat\\hydromt_fiat\\workflows\\aggregation_areas.py:106\u001b[0m, in \u001b[0;36mjoin_exposure_aggregation_areas\u001b[1;34m(exposure_gdf, aggregation_area_fn, attribute_names, label_names)\u001b[0m\n\u001b[0;32m    103\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(label_names, \u001b[39mstr\u001b[39m):\n\u001b[0;32m    104\u001b[0m     label_names \u001b[39m=\u001b[39m [label_names]\n\u001b[1;32m--> 106\u001b[0m exposure_gdf \u001b[39m=\u001b[39m join_exposure_aggregation_multiple_areas(exposure_gdf, aggregation_area_fn, attribute_names, label_names)\n\u001b[0;32m    108\u001b[0m \u001b[39m# Remove the geometry column from the exposure_gdf to return a dataframe\u001b[39;00m\n\u001b[0;32m    109\u001b[0m \u001b[39mdel\u001b[39;00m exposure_gdf[\u001b[39m\"\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m\"\u001b[39m]\n",
+      "File \u001b[1;32m~\\hydromt_fiat\\hydromt_fiat\\workflows\\aggregation_areas.py:38\u001b[0m, in \u001b[0;36mjoin_exposure_aggregation_multiple_areas\u001b[1;34m(exposure_gdf, aggregation_area_fn, attribute_names, label_names)\u001b[0m\n\u001b[0;32m     19\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"_summary_\u001b[39;00m\n\u001b[0;32m     20\u001b[0m \n\u001b[0;32m     21\u001b[0m \u001b[39mParameters\u001b[39;00m\n\u001b[1;32m   (...)\u001b[0m\n\u001b[0;32m     35\u001b[0m \u001b[39m    _description_\u001b[39;00m\n\u001b[0;32m     36\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m     37\u001b[0m \u001b[39mfor\u001b[39;00m file_path, attribute_name, label_name \u001b[39min\u001b[39;00m \u001b[39mzip\u001b[39m(aggregation_area_fn, attribute_names, label_names):\n\u001b[1;32m---> 38\u001b[0m     aggregation_gdf \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39;49mread_file(file_path)\n\u001b[0;32m     40\u001b[0m     \u001b[39m## check the projection of both gdf and if not match, reproject\u001b[39;00m\n\u001b[0;32m     41\u001b[0m     \u001b[39mif\u001b[39;00m exposure_gdf\u001b[39m.\u001b[39mcrs \u001b[39m!=\u001b[39m aggregation_gdf\u001b[39m.\u001b[39mcrs:\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\geopandas\\io\\file.py:297\u001b[0m, in \u001b[0;36m_read_file\u001b[1;34m(filename, bbox, mask, rows, engine, **kwargs)\u001b[0m\n\u001b[0;32m    294\u001b[0m     \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    295\u001b[0m         path_or_bytes \u001b[39m=\u001b[39m filename\n\u001b[1;32m--> 297\u001b[0m     \u001b[39mreturn\u001b[39;00m _read_file_fiona(\n\u001b[0;32m    298\u001b[0m         path_or_bytes, from_bytes, bbox\u001b[39m=\u001b[39mbbox, mask\u001b[39m=\u001b[39mmask, rows\u001b[39m=\u001b[39mrows, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs\n\u001b[0;32m    299\u001b[0m     )\n\u001b[0;32m    301\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    302\u001b[0m     \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39munknown engine \u001b[39m\u001b[39m'\u001b[39m\u001b[39m{\u001b[39;00mengine\u001b[39m}\u001b[39;00m\u001b[39m'\u001b[39m\u001b[39m\"\u001b[39m)\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\geopandas\\io\\file.py:338\u001b[0m, in \u001b[0;36m_read_file_fiona\u001b[1;34m(path_or_bytes, from_bytes, bbox, mask, rows, where, **kwargs)\u001b[0m\n\u001b[0;32m    335\u001b[0m     reader \u001b[39m=\u001b[39m fiona\u001b[39m.\u001b[39mopen\n\u001b[0;32m    337\u001b[0m \u001b[39mwith\u001b[39;00m fiona_env():\n\u001b[1;32m--> 338\u001b[0m     \u001b[39mwith\u001b[39;00m reader(path_or_bytes, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs) \u001b[39mas\u001b[39;00m features:\n\u001b[0;32m    339\u001b[0m         crs \u001b[39m=\u001b[39m features\u001b[39m.\u001b[39mcrs_wkt\n\u001b[0;32m    340\u001b[0m         \u001b[39m# attempt to get EPSG code\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\env.py:408\u001b[0m, in \u001b[0;36mensure_env_with_credentials.<locals>.wrapper\u001b[1;34m(*args, **kwargs)\u001b[0m\n\u001b[0;32m    405\u001b[0m \u001b[39m@wraps\u001b[39m(f)\n\u001b[0;32m    406\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mwrapper\u001b[39m(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs):\n\u001b[0;32m    407\u001b[0m     \u001b[39mif\u001b[39;00m local\u001b[39m.\u001b[39m_env:\n\u001b[1;32m--> 408\u001b[0m         \u001b[39mreturn\u001b[39;00m f(\u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    409\u001b[0m     \u001b[39melse\u001b[39;00m:\n\u001b[0;32m    410\u001b[0m         \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(args[\u001b[39m0\u001b[39m], \u001b[39mstr\u001b[39m):\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\__init__.py:278\u001b[0m, in \u001b[0;36mopen\u001b[1;34m(fp, mode, driver, schema, crs, encoding, layer, vfs, enabled_drivers, crs_wkt, **kwargs)\u001b[0m\n\u001b[0;32m    275\u001b[0m     path \u001b[39m=\u001b[39m parse_path(fp)\n\u001b[0;32m    277\u001b[0m \u001b[39mif\u001b[39;00m mode \u001b[39min\u001b[39;00m (\u001b[39m'\u001b[39m\u001b[39ma\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m):\n\u001b[1;32m--> 278\u001b[0m     c \u001b[39m=\u001b[39m Collection(path, mode, driver\u001b[39m=\u001b[39mdriver, encoding\u001b[39m=\u001b[39mencoding,\n\u001b[0;32m    279\u001b[0m                    layer\u001b[39m=\u001b[39mlayer, enabled_drivers\u001b[39m=\u001b[39menabled_drivers, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    280\u001b[0m \u001b[39melif\u001b[39;00m mode \u001b[39m==\u001b[39m \u001b[39m'\u001b[39m\u001b[39mw\u001b[39m\u001b[39m'\u001b[39m:\n\u001b[0;32m    281\u001b[0m     \u001b[39mif\u001b[39;00m schema:\n\u001b[0;32m    282\u001b[0m         \u001b[39m# Make an ordered dict of schema properties.\u001b[39;00m\n",
+      "File \u001b[1;32mc:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\fiona\\collection.py:162\u001b[0m, in \u001b[0;36mCollection.__init__\u001b[1;34m(self, path, mode, driver, schema, crs, encoding, layer, vsi, archive, enabled_drivers, crs_wkt, ignore_fields, ignore_geometry, **kwargs)\u001b[0m\n\u001b[0;32m    160\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mmode \u001b[39m==\u001b[39m \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m:\n\u001b[0;32m    161\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession \u001b[39m=\u001b[39m Session()\n\u001b[1;32m--> 162\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession\u001b[39m.\u001b[39mstart(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m    163\u001b[0m \u001b[39melif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mmode \u001b[39min\u001b[39;00m (\u001b[39m'\u001b[39m\u001b[39ma\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mw\u001b[39m\u001b[39m'\u001b[39m):\n\u001b[0;32m    164\u001b[0m     \u001b[39mself\u001b[39m\u001b[39m.\u001b[39msession \u001b[39m=\u001b[39m WritingSession()\n",
+      "File \u001b[1;32mfiona\\ogrext.pyx:540\u001b[0m, in \u001b[0;36mfiona.ogrext.Session.start\u001b[1;34m()\u001b[0m\n",
+      "File \u001b[1;32mfiona\\_shim.pyx:90\u001b[0m, in \u001b[0;36mfiona._shim.gdal_open_vector\u001b[1;34m()\u001b[0m\n",
+      "\u001b[1;31mDriverError\u001b[0m: ./examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg: No such file or directory"
+     ]
+    }
+   ],
    "source": [
     "#Start running the new model with the new exposure output \n",
     "fm = FiatModel(root=root, mode=\"r\", logger=logger)\n",
@@ -332,12 +388,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 32,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:30:21,527 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+     ]
+    }
+   ],
    "source": [
     "#If case exist\n",
-    "if Path(config_aggregation[\"cases\"][\"test1_single_aggregation\"][\"new_root\"]).exists():\n",
+    "if Path(config_aggregation[\"cases\"][\"test2_multiple_aggregation\"][\"new_root\"]).exists():\n",
     "        shutil.rmtree(config_aggregation[\"cases\"][\"test2_multiple_aggregation\"][\"new_root\"])\n",
     "        \n",
     "# Set up the logger\n",
@@ -346,9 +410,36 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 33,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-23 19:30:23,424 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\hydromt.log.\n",
+      "2023-10-23 19:30:23,426 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n",
+      "2023-10-23 19:30:23,431 - hydromt_fiat - fiat - INFO - Reading model data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\n",
+      "2023-10-23 19:30:23,435 - hydromt_fiat - model_api - DEBUG - User defined config read from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\settings.toml\n",
+      "2023-10-23 19:30:23,437 - hydromt_fiat - fiat - INFO - Reading model table files.\n",
+      "2023-10-23 19:30:23,439 - hydromt_fiat - fiat - DEBUG - Reading vulnerability table c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\vulnerability\\vulnerability_curves.csv\n",
+      "2023-10-23 19:30:23,482 - hydromt_fiat - fiat - DEBUG - Reading exposure table c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\fiat_model\\exposure\\exposure.csv\n",
+      "2023-10-23 19:30:23,494 - hydromt_fiat - fiat - INFO - Reading exposure geometries.\n",
+      "2023-10-23 19:30:23,496 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to buildings...\n",
+      "2023-10-23 19:30:23,511 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n",
+      "2023-10-23 19:30:23,513 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.aggregation_area_fn: ['C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones/base_zones.gpkg', 'C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones/land_use.gpkg', 'C:/Users/rautenba/hydromt_fiat/examples/data/aggregation_zones/aggregation_zones//accomodation_type.gpkg']\n",
+      "2023-10-23 19:30:23,514 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.attribute_names: ['ZONE_BASE', 'LAND_USE', 'ACCOM']\n",
+      "2023-10-23 19:30:23,515 - hydromt_fiat - model_api - INFO - setup_aggregation_areas.label_names: ['Base_zones', 'Land_use', 'Accommodation_type']\n",
+      "2023-10-23 19:30:24,026 - hydromt_fiat - log - DEBUG - Writing log messages to new file C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\aggregation_zones_test2\\hydromt.log.\n",
+      "2023-10-23 19:30:24,027 - hydromt_fiat - fiat - INFO - Updating all data objects...\n",
+      "2023-10-23 19:30:24,030 - hydromt_fiat - fiat - INFO - Writing model data to C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\aggregation_zones_test2\n",
+      "2023-10-23 19:30:24,031 - hydromt_fiat - model_api - INFO - Writing model config to C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\aggregation_zones\\aggregation_zones_test2\\settings.toml\n",
+      "2023-10-23 19:30:24,032 - hydromt_fiat - model_api - DEBUG - Writing file exposure/buildings.gpkg\n",
+      "2023-10-23 19:30:24,158 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n",
+      "2023-10-23 19:30:24,179 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+     ]
+    }
+   ],
    "source": [
     "#Start running the new model with the new exposure output \n",
     "fm = FiatModel(root=root, mode=\"r\", logger=logger)\n",
@@ -382,15 +473,324 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 35,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
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+       "      .maplegend {\n",
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+       "        display: block;\n",
+       "        float: left;\n",
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+       "        width: 14px;\n",
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+       "&lt;body&gt;\n",
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+       "            var tile_layer_0a30562b3975cdbdcebceab6cc0991fb = L.tileLayer(\n",
+       "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
+       "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
+       "            ).addTo(map_2ceacfa64c22cc46dcfb5075bd648fb9);\n",
+       "        \n",
+       "    \n",
+       "            map_2ceacfa64c22cc46dcfb5075bd648fb9.fitBounds(\n",
+       "                [[32.769791258, -79.94603104], [32.784158743, -79.92438222]],\n",
+       "                {}\n",
+       "            );\n",
+       "        \n",
+       "    \n",
+       "        function geo_json_ae2e0309147a9f137350e60683326baa_styler(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                case &quot;0&quot;: case &quot;4&quot;: case &quot;8&quot;: case &quot;14&quot;: case &quot;33&quot;: case &quot;39&quot;: case &quot;41&quot;: case &quot;59&quot;: case &quot;60&quot;: case &quot;61&quot;: case &quot;62&quot;: case &quot;63&quot;: case &quot;98&quot;: case &quot;99&quot;: case &quot;122&quot;: case &quot;146&quot;: case &quot;149&quot;: case &quot;159&quot;: case &quot;160&quot;: case &quot;161&quot;: case &quot;162&quot;: case &quot;164&quot;: case &quot;165&quot;: case &quot;184&quot;: case &quot;193&quot;: case &quot;197&quot;: case &quot;218&quot;: case &quot;219&quot;: case &quot;220&quot;: case &quot;222&quot;: case &quot;260&quot;: case &quot;310&quot;: case &quot;313&quot;: case &quot;314&quot;: case &quot;315&quot;: case &quot;370&quot;: case &quot;371&quot;: case &quot;373&quot;: case &quot;476&quot;: case &quot;478&quot;: case &quot;481&quot;: case &quot;482&quot;: case &quot;486&quot;: case &quot;488&quot;: case &quot;497&quot;: case &quot;507&quot;: case &quot;530&quot;: case &quot;536&quot;: case &quot;556&quot;: case &quot;568&quot;: case &quot;582&quot;: case &quot;585&quot;: case &quot;605&quot;: case &quot;608&quot;: case &quot;610&quot;: case &quot;611&quot;: case &quot;637&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;694&quot;: case &quot;695&quot;: case &quot;701&quot;: case &quot;702&quot;: case &quot;722&quot;: case &quot;734&quot;: case &quot;768&quot;: case &quot;843&quot;: case &quot;844&quot;: case &quot;846&quot;: case &quot;848&quot;: case &quot;862&quot;: case &quot;863&quot;: case &quot;872&quot;: case &quot;874&quot;: case &quot;875&quot;: case &quot;881&quot;: case &quot;892&quot;: case &quot;893&quot;: case &quot;895&quot;: case &quot;929&quot;: case &quot;931&quot;: case &quot;932&quot;: case &quot;933&quot;: case &quot;1071&quot;: case &quot;1182&quot;: case &quot;1183&quot;: case &quot;1186&quot;: case &quot;1197&quot;: case &quot;1198&quot;: case &quot;1210&quot;: case &quot;1235&quot;: case &quot;1240&quot;: case &quot;1241&quot;: case &quot;1253&quot;: case &quot;1418&quot;: case &quot;1420&quot;: case &quot;1421&quot;: case &quot;1433&quot;: case &quot;1434&quot;: case &quot;1435&quot;: case &quot;1436&quot;: case &quot;1437&quot;: case &quot;1438&quot;: case &quot;1439&quot;: case &quot;1447&quot;: case &quot;1448&quot;: case &quot;1449&quot;: case &quot;1450&quot;: case &quot;1458&quot;: case &quot;1459&quot;: case &quot;1460&quot;: case &quot;1464&quot;: case &quot;1466&quot;: case &quot;1476&quot;: case &quot;1489&quot;: case &quot;1492&quot;: case &quot;1493&quot;: case &quot;1494&quot;: case &quot;1528&quot;: case &quot;1529&quot;: case &quot;1530&quot;: case &quot;1531&quot;: case &quot;1534&quot;: case &quot;1535&quot;: case &quot;1536&quot;: case &quot;1537&quot;: case &quot;1538&quot;: case &quot;1631&quot;: case &quot;1633&quot;: case &quot;1746&quot;: case &quot;1774&quot;: case &quot;1776&quot;: case &quot;1778&quot;: case &quot;1779&quot;: case &quot;1785&quot;: case &quot;1786&quot;: case &quot;1787&quot;: case &quot;1788&quot;: case &quot;1789&quot;: case &quot;1790&quot;: case &quot;1791&quot;: case &quot;1792&quot;: case &quot;1793&quot;: case &quot;1794&quot;: case &quot;1802&quot;: case &quot;1803&quot;: case &quot;1804&quot;: case &quot;1808&quot;: case &quot;1820&quot;: case &quot;1821&quot;: case &quot;1822&quot;: case &quot;1850&quot;: case &quot;1851&quot;: case &quot;1853&quot;: case &quot;1854&quot;: case &quot;1855&quot;: case &quot;1860&quot;: case &quot;1861&quot;: case &quot;1863&quot;: case &quot;1878&quot;: case &quot;1998&quot;: case &quot;2000&quot;: case &quot;2015&quot;: case &quot;2016&quot;: case &quot;2019&quot;: case &quot;2070&quot;: case &quot;2078&quot;: case &quot;2093&quot;: case &quot;2100&quot;: case &quot;2121&quot;: case &quot;2123&quot;: case &quot;2156&quot;: case &quot;2191&quot;: case &quot;2192&quot;: case &quot;2241&quot;: case &quot;2247&quot;: case &quot;2366&quot;: case &quot;2369&quot;: case &quot;2393&quot;: case &quot;2406&quot;: case &quot;2407&quot;: case &quot;2408&quot;: case &quot;2409&quot;: case &quot;2410&quot;: case &quot;2411&quot;: case &quot;2430&quot;: case &quot;2431&quot;: case &quot;2475&quot;: case &quot;2476&quot;: case &quot;2477&quot;: case &quot;2484&quot;: case &quot;2486&quot;: case &quot;2487&quot;: case &quot;2490&quot;: case &quot;2505&quot;: case &quot;2509&quot;: case &quot;2527&quot;: case &quot;2528&quot;: case &quot;2534&quot;: case &quot;2544&quot;: case &quot;2545&quot;: case &quot;2546&quot;: case &quot;2547&quot;: case &quot;2563&quot;: case &quot;2564&quot;: case &quot;2565&quot;: case &quot;2577&quot;: case &quot;2585&quot;: case &quot;2586&quot;: case &quot;2614&quot;: case &quot;2678&quot;: case &quot;2680&quot;: case &quot;2681&quot;: case &quot;2735&quot;: case &quot;2736&quot;: case &quot;2740&quot;: case &quot;2741&quot;: case &quot;2747&quot;: case &quot;2748&quot;: case &quot;2750&quot;: case &quot;2752&quot;: case &quot;2754&quot;: case &quot;2755&quot;: case &quot;2756&quot;: case &quot;2861&quot;: case &quot;2956&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#c7c7c7&quot;, &quot;fillColor&quot;: &quot;#c7c7c7&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;1&quot;: case &quot;5&quot;: case &quot;9&quot;: case &quot;29&quot;: case &quot;34&quot;: case &quot;35&quot;: case &quot;37&quot;: case &quot;97&quot;: case &quot;110&quot;: case &quot;111&quot;: case &quot;119&quot;: case &quot;120&quot;: case &quot;121&quot;: case &quot;133&quot;: case &quot;134&quot;: case &quot;135&quot;: case &quot;136&quot;: case &quot;138&quot;: case &quot;145&quot;: case &quot;148&quot;: case &quot;150&quot;: case &quot;154&quot;: case &quot;156&quot;: case &quot;157&quot;: case &quot;158&quot;: case &quot;182&quot;: case &quot;183&quot;: case &quot;185&quot;: case &quot;186&quot;: case &quot;221&quot;: case &quot;273&quot;: case &quot;274&quot;: case &quot;306&quot;: case &quot;307&quot;: case &quot;319&quot;: case &quot;320&quot;: case &quot;372&quot;: case &quot;463&quot;: case &quot;475&quot;: case &quot;477&quot;: case &quot;479&quot;: case &quot;480&quot;: case &quot;496&quot;: case &quot;527&quot;: case &quot;529&quot;: case &quot;531&quot;: case &quot;538&quot;: case &quot;539&quot;: case &quot;551&quot;: case &quot;552&quot;: case &quot;555&quot;: case &quot;562&quot;: case &quot;584&quot;: case &quot;594&quot;: case &quot;601&quot;: case &quot;602&quot;: case &quot;603&quot;: case &quot;604&quot;: case &quot;609&quot;: case &quot;639&quot;: case &quot;640&quot;: case &quot;642&quot;: case &quot;643&quot;: case &quot;644&quot;: case &quot;645&quot;: case &quot;646&quot;: case &quot;690&quot;: case &quot;691&quot;: case &quot;692&quot;: case &quot;693&quot;: case &quot;700&quot;: case &quot;703&quot;: case &quot;704&quot;: case &quot;705&quot;: case &quot;712&quot;: case &quot;713&quot;: case &quot;714&quot;: case &quot;715&quot;: case &quot;723&quot;: case &quot;724&quot;: case &quot;733&quot;: case &quot;814&quot;: case &quot;821&quot;: case &quot;822&quot;: case &quot;823&quot;: case &quot;824&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;835&quot;: case &quot;836&quot;: case &quot;837&quot;: case &quot;838&quot;: case &quot;840&quot;: case &quot;841&quot;: case &quot;842&quot;: case &quot;845&quot;: case &quot;847&quot;: case &quot;849&quot;: case &quot;864&quot;: case &quot;871&quot;: case &quot;876&quot;: case &quot;894&quot;: case &quot;916&quot;: case &quot;924&quot;: case &quot;925&quot;: case &quot;928&quot;: case &quot;930&quot;: case &quot;1064&quot;: case &quot;1065&quot;: case &quot;1092&quot;: case &quot;1094&quot;: case &quot;1104&quot;: case &quot;1108&quot;: case &quot;1109&quot;: case &quot;1168&quot;: case &quot;1184&quot;: case &quot;1185&quot;: case &quot;1188&quot;: case &quot;1189&quot;: case &quot;1190&quot;: case &quot;1207&quot;: case &quot;1215&quot;: case &quot;1219&quot;: case &quot;1220&quot;: case &quot;1221&quot;: case &quot;1223&quot;: case &quot;1228&quot;: case &quot;1229&quot;: case &quot;1230&quot;: case &quot;1234&quot;: case &quot;1236&quot;: case &quot;1237&quot;: case &quot;1238&quot;: case &quot;1239&quot;: case &quot;1244&quot;: case &quot;1265&quot;: case &quot;1266&quot;: case &quot;1267&quot;: case &quot;1268&quot;: case &quot;1269&quot;: case &quot;1270&quot;: case &quot;1271&quot;: case &quot;1275&quot;: case &quot;1276&quot;: case &quot;1277&quot;: case &quot;1296&quot;: case &quot;1416&quot;: case &quot;1417&quot;: case &quot;1419&quot;: case &quot;1487&quot;: case &quot;1488&quot;: case &quot;1490&quot;: case &quot;1491&quot;: case &quot;1521&quot;: case &quot;1522&quot;: case &quot;1523&quot;: case &quot;1524&quot;: case &quot;1525&quot;: case &quot;1526&quot;: case &quot;1527&quot;: case &quot;1544&quot;: case &quot;1545&quot;: case &quot;1546&quot;: case &quot;1548&quot;: case &quot;1632&quot;: case &quot;1745&quot;: case &quot;1773&quot;: case &quot;1775&quot;: case &quot;1777&quot;: case &quot;1780&quot;: case &quot;1852&quot;: case &quot;1856&quot;: case &quot;1857&quot;: case &quot;1858&quot;: case &quot;1859&quot;: case &quot;1864&quot;: case &quot;1865&quot;: case &quot;1866&quot;: case &quot;1867&quot;: case &quot;1868&quot;: case &quot;1877&quot;: case &quot;1879&quot;: case &quot;1888&quot;: case &quot;1889&quot;: case &quot;1890&quot;: case &quot;1999&quot;: case &quot;2012&quot;: case &quot;2013&quot;: case &quot;2014&quot;: case &quot;2018&quot;: case &quot;2026&quot;: case &quot;2027&quot;: case &quot;2071&quot;: case &quot;2072&quot;: case &quot;2077&quot;: case &quot;2079&quot;: case &quot;2080&quot;: case &quot;2081&quot;: case &quot;2082&quot;: case &quot;2085&quot;: case &quot;2086&quot;: case &quot;2094&quot;: case &quot;2098&quot;: case &quot;2116&quot;: case &quot;2117&quot;: case &quot;2118&quot;: case &quot;2131&quot;: case &quot;2172&quot;: case &quot;2175&quot;: case &quot;2188&quot;: case &quot;2189&quot;: case &quot;2193&quot;: case &quot;2194&quot;: case &quot;2221&quot;: case &quot;2350&quot;: case &quot;2351&quot;: case &quot;2352&quot;: case &quot;2353&quot;: case &quot;2354&quot;: case &quot;2356&quot;: case &quot;2359&quot;: case &quot;2360&quot;: case &quot;2361&quot;: case &quot;2362&quot;: case &quot;2363&quot;: case &quot;2364&quot;: case &quot;2365&quot;: case &quot;2392&quot;: case &quot;2394&quot;: case &quot;2395&quot;: case &quot;2396&quot;: case &quot;2397&quot;: case &quot;2398&quot;: case &quot;2399&quot;: case &quot;2400&quot;: case &quot;2401&quot;: case &quot;2412&quot;: case &quot;2415&quot;: case &quot;2474&quot;: case &quot;2485&quot;: case &quot;2488&quot;: case &quot;2491&quot;: case &quot;2492&quot;: case &quot;2493&quot;: case &quot;2494&quot;: case &quot;2495&quot;: case &quot;2506&quot;: case &quot;2507&quot;: case &quot;2508&quot;: case &quot;2510&quot;: case &quot;2511&quot;: case &quot;2525&quot;: case &quot;2526&quot;: case &quot;2529&quot;: case &quot;2530&quot;: case &quot;2531&quot;: case &quot;2532&quot;: case &quot;2533&quot;: case &quot;2679&quot;: case &quot;2734&quot;: case &quot;2767&quot;: case &quot;2768&quot;: case &quot;2769&quot;: case &quot;2862&quot;: case &quot;2863&quot;: case &quot;2864&quot;: case &quot;2990&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#bcbd22&quot;, &quot;fillColor&quot;: &quot;#bcbd22&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2&quot;: case &quot;3&quot;: case &quot;20&quot;: case &quot;23&quot;: case &quot;30&quot;: case &quot;31&quot;: case &quot;32&quot;: case &quot;38&quot;: case &quot;40&quot;: case &quot;55&quot;: case &quot;71&quot;: case &quot;77&quot;: case &quot;87&quot;: case &quot;88&quot;: case &quot;107&quot;: case &quot;108&quot;: case &quot;109&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;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;137&quot;: case &quot;139&quot;: case &quot;140&quot;: case &quot;142&quot;: case &quot;151&quot;: case &quot;152&quot;: case &quot;153&quot;: case &quot;163&quot;: case &quot;175&quot;: case &quot;190&quot;: case &quot;191&quot;: case &quot;192&quot;: case &quot;195&quot;: case &quot;196&quot;: case &quot;199&quot;: case &quot;200&quot;: case &quot;201&quot;: case &quot;211&quot;: case &quot;231&quot;: case &quot;234&quot;: case &quot;235&quot;: case &quot;272&quot;: case &quot;284&quot;: case &quot;285&quot;: case &quot;286&quot;: case &quot;287&quot;: case &quot;295&quot;: case &quot;305&quot;: case &quot;501&quot;: case &quot;502&quot;: case &quot;504&quot;: case &quot;506&quot;: case &quot;514&quot;: case &quot;515&quot;: case &quot;523&quot;: case &quot;528&quot;: case &quot;533&quot;: case &quot;534&quot;: case &quot;535&quot;: case &quot;537&quot;: case &quot;549&quot;: case &quot;550&quot;: case &quot;563&quot;: case &quot;567&quot;: case &quot;573&quot;: case &quot;576&quot;: case &quot;583&quot;: case &quot;589&quot;: case &quot;593&quot;: case &quot;606&quot;: case &quot;607&quot;: case &quot;625&quot;: case &quot;630&quot;: case &quot;631&quot;: case &quot;638&quot;: case &quot;659&quot;: case &quot;662&quot;: case &quot;666&quot;: case &quot;669&quot;: case &quot;706&quot;: case &quot;707&quot;: case &quot;708&quot;: case &quot;709&quot;: case &quot;710&quot;: case &quot;716&quot;: case &quot;717&quot;: case &quot;718&quot;: case &quot;719&quot;: case &quot;720&quot;: case &quot;721&quot;: case &quot;725&quot;: case &quot;726&quot;: case &quot;727&quot;: case &quot;728&quot;: case &quot;729&quot;: case &quot;730&quot;: case &quot;732&quot;: case &quot;737&quot;: case &quot;744&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;758&quot;: case &quot;759&quot;: case &quot;760&quot;: case &quot;761&quot;: case &quot;762&quot;: case &quot;763&quot;: case &quot;765&quot;: case &quot;766&quot;: case &quot;793&quot;: case &quot;794&quot;: case &quot;795&quot;: case &quot;803&quot;: case &quot;805&quot;: case &quot;806&quot;: case &quot;809&quot;: case &quot;810&quot;: case &quot;811&quot;: case &quot;812&quot;: case &quot;839&quot;: case &quot;852&quot;: case &quot;853&quot;: case &quot;857&quot;: case &quot;882&quot;: case &quot;926&quot;: case &quot;927&quot;: case &quot;1093&quot;: case &quot;1095&quot;: case &quot;1096&quot;: case &quot;1101&quot;: case &quot;1102&quot;: case &quot;1103&quot;: case &quot;1105&quot;: case &quot;1121&quot;: case &quot;1123&quot;: case &quot;1125&quot;: case &quot;1129&quot;: case &quot;1155&quot;: case &quot;1156&quot;: case &quot;1173&quot;: case &quot;1181&quot;: case &quot;1187&quot;: case &quot;1195&quot;: case &quot;1204&quot;: case &quot;1213&quot;: case &quot;1222&quot;: case &quot;1224&quot;: case &quot;1225&quot;: case &quot;1226&quot;: case &quot;1227&quot;: case &quot;1233&quot;: case &quot;1242&quot;: case &quot;1243&quot;: case &quot;1245&quot;: case &quot;1246&quot;: case &quot;1247&quot;: case &quot;1248&quot;: case &quot;1249&quot;: case &quot;1250&quot;: case &quot;1251&quot;: case &quot;1252&quot;: case &quot;1254&quot;: case &quot;1255&quot;: case &quot;1272&quot;: case &quot;1273&quot;: case &quot;1294&quot;: case &quot;1295&quot;: case &quot;1318&quot;: case &quot;1371&quot;: case &quot;1374&quot;: case &quot;1375&quot;: case &quot;1395&quot;: case &quot;1408&quot;: case &quot;1409&quot;: case &quot;1410&quot;: case &quot;1414&quot;: case &quot;1415&quot;: case &quot;1422&quot;: case &quot;1423&quot;: case &quot;1424&quot;: case &quot;1425&quot;: case &quot;1427&quot;: case &quot;1431&quot;: case &quot;1432&quot;: case &quot;1443&quot;: case &quot;1444&quot;: case &quot;1445&quot;: case &quot;1446&quot;: case &quot;1451&quot;: case &quot;1452&quot;: case &quot;1453&quot;: case &quot;1454&quot;: case &quot;1456&quot;: case &quot;1457&quot;: case &quot;1465&quot;: case &quot;1471&quot;: case &quot;1472&quot;: case &quot;1499&quot;: case &quot;1504&quot;: case &quot;1507&quot;: case &quot;1508&quot;: case &quot;1510&quot;: case &quot;1516&quot;: case &quot;1862&quot;: case &quot;1869&quot;: case &quot;1870&quot;: case &quot;1871&quot;: case &quot;1872&quot;: case &quot;1873&quot;: case &quot;1874&quot;: case &quot;1875&quot;: case &quot;1880&quot;: case &quot;1881&quot;: case &quot;1882&quot;: case &quot;1883&quot;: case &quot;1884&quot;: case &quot;1885&quot;: case &quot;1886&quot;: case &quot;1887&quot;: case &quot;1896&quot;: case &quot;1897&quot;: case &quot;1898&quot;: case &quot;1899&quot;: case &quot;1900&quot;: case &quot;1901&quot;: case &quot;1902&quot;: case &quot;1903&quot;: case &quot;1904&quot;: case &quot;1914&quot;: case &quot;1915&quot;: case &quot;1918&quot;: case &quot;1926&quot;: case &quot;1929&quot;: case &quot;1930&quot;: case &quot;1931&quot;: case &quot;1939&quot;: case &quot;1945&quot;: case &quot;1946&quot;: case &quot;1958&quot;: case &quot;1959&quot;: case &quot;1960&quot;: case &quot;1961&quot;: case &quot;1962&quot;: case &quot;1972&quot;: case &quot;1979&quot;: case &quot;1980&quot;: case &quot;1981&quot;: case &quot;1991&quot;: case &quot;2037&quot;: case &quot;2038&quot;: case &quot;2073&quot;: case &quot;2074&quot;: case &quot;2075&quot;: case &quot;2076&quot;: case &quot;2083&quot;: case &quot;2084&quot;: case &quot;2087&quot;: case &quot;2088&quot;: case &quot;2092&quot;: case &quot;2097&quot;: case &quot;2099&quot;: case &quot;2103&quot;: case &quot;2107&quot;: case &quot;2108&quot;: case &quot;2109&quot;: case &quot;2113&quot;: case &quot;2114&quot;: case &quot;2119&quot;: case &quot;2122&quot;: case &quot;2137&quot;: case &quot;2159&quot;: case &quot;2160&quot;: case &quot;2162&quot;: case &quot;2170&quot;: case &quot;2171&quot;: case &quot;2173&quot;: case &quot;2349&quot;: case &quot;2355&quot;: case &quot;2357&quot;: case &quot;2358&quot;: case &quot;2367&quot;: case &quot;2368&quot;: case &quot;2370&quot;: case &quot;2371&quot;: case &quot;2372&quot;: case &quot;2373&quot;: case &quot;2374&quot;: case &quot;2375&quot;: case &quot;2376&quot;: case &quot;2377&quot;: case &quot;2413&quot;: case &quot;2414&quot;: case &quot;2416&quot;: case &quot;2417&quot;: case &quot;2418&quot;: case &quot;2470&quot;: case &quot;2471&quot;: case &quot;2472&quot;: case &quot;2473&quot;: case &quot;2489&quot;: case &quot;2496&quot;: case &quot;2497&quot;: case &quot;2498&quot;: case &quot;2499&quot;: case &quot;2500&quot;: case &quot;2501&quot;: case &quot;2503&quot;: case &quot;2504&quot;: case &quot;2514&quot;: case &quot;2515&quot;: case &quot;2516&quot;: case &quot;2517&quot;: case &quot;2518&quot;: case &quot;2519&quot;: case &quot;2520&quot;: case &quot;2521&quot;: case &quot;2522&quot;: case &quot;2523&quot;: case &quot;2524&quot;: case &quot;2535&quot;: case &quot;2538&quot;: case &quot;2540&quot;: case &quot;2542&quot;: case &quot;2552&quot;: case &quot;2557&quot;: case &quot;2562&quot;: case &quot;2572&quot;: case &quot;2573&quot;: case &quot;2574&quot;: case &quot;2582&quot;: case &quot;2583&quot;: case &quot;2584&quot;: case &quot;2587&quot;: case &quot;2588&quot;: case &quot;2603&quot;: case &quot;2604&quot;: case &quot;2621&quot;: case &quot;2622&quot;: case &quot;2638&quot;: case &quot;2659&quot;: case &quot;2660&quot;: case &quot;2700&quot;: case &quot;2701&quot;: case &quot;2702&quot;: case &quot;2705&quot;: case &quot;2706&quot;: case &quot;2707&quot;: case &quot;2708&quot;: case &quot;2709&quot;: case &quot;2716&quot;: case &quot;2717&quot;: case &quot;2723&quot;: case &quot;2724&quot;: case &quot;2727&quot;: case &quot;2728&quot;: case &quot;2729&quot;: case &quot;2730&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#dbdb8d&quot;, &quot;fillColor&quot;: &quot;#dbdb8d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;6&quot;: case &quot;7&quot;: case &quot;16&quot;: case &quot;19&quot;: case &quot;25&quot;: case &quot;56&quot;: case &quot;72&quot;: case &quot;73&quot;: case &quot;74&quot;: case &quot;81&quot;: case &quot;89&quot;: case &quot;90&quot;: case &quot;103&quot;: case &quot;106&quot;: case &quot;123&quot;: case &quot;124&quot;: case &quot;125&quot;: case &quot;141&quot;: case &quot;143&quot;: case &quot;144&quot;: case &quot;170&quot;: case &quot;173&quot;: case &quot;174&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;194&quot;: case &quot;202&quot;: case &quot;203&quot;: case &quot;204&quot;: case &quot;205&quot;: case &quot;206&quot;: case &quot;207&quot;: case &quot;209&quot;: case &quot;210&quot;: case &quot;225&quot;: case &quot;233&quot;: case &quot;236&quot;: case &quot;237&quot;: case &quot;238&quot;: case &quot;239&quot;: case &quot;240&quot;: case &quot;241&quot;: case &quot;245&quot;: case &quot;246&quot;: case &quot;247&quot;: case &quot;248&quot;: case &quot;249&quot;: case &quot;250&quot;: case &quot;251&quot;: case &quot;252&quot;: case &quot;253&quot;: case &quot;255&quot;: case &quot;256&quot;: case &quot;257&quot;: case &quot;258&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;268&quot;: case &quot;269&quot;: case &quot;270&quot;: case &quot;271&quot;: case &quot;275&quot;: case &quot;276&quot;: case &quot;277&quot;: case &quot;278&quot;: case &quot;279&quot;: case &quot;426&quot;: case &quot;436&quot;: case &quot;438&quot;: case &quot;439&quot;: case &quot;440&quot;: case &quot;485&quot;: case &quot;491&quot;: case &quot;503&quot;: case &quot;505&quot;: case &quot;513&quot;: case &quot;518&quot;: case &quot;520&quot;: case &quot;524&quot;: case &quot;554&quot;: case &quot;564&quot;: case &quot;565&quot;: case &quot;574&quot;: case &quot;575&quot;: case &quot;577&quot;: case &quot;578&quot;: case &quot;595&quot;: case &quot;596&quot;: case &quot;597&quot;: case &quot;614&quot;: case &quot;615&quot;: case &quot;616&quot;: case &quot;617&quot;: case &quot;618&quot;: case &quot;624&quot;: case &quot;629&quot;: case &quot;633&quot;: case &quot;634&quot;: case &quot;641&quot;: case &quot;652&quot;: case &quot;657&quot;: case &quot;661&quot;: case &quot;663&quot;: case &quot;667&quot;: case &quot;668&quot;: case &quot;670&quot;: case &quot;671&quot;: case &quot;672&quot;: case &quot;673&quot;: case &quot;674&quot;: case &quot;675&quot;: case &quot;676&quot;: case &quot;677&quot;: case &quot;678&quot;: case &quot;681&quot;: case &quot;683&quot;: case &quot;711&quot;: case &quot;731&quot;: case &quot;738&quot;: case &quot;739&quot;: case &quot;747&quot;: case &quot;748&quot;: case &quot;749&quot;: case &quot;775&quot;: case &quot;776&quot;: case &quot;781&quot;: case &quot;787&quot;: case &quot;788&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;832&quot;: case &quot;833&quot;: case &quot;834&quot;: case &quot;858&quot;: case &quot;859&quot;: case &quot;860&quot;: case &quot;861&quot;: case &quot;886&quot;: case &quot;887&quot;: case &quot;897&quot;: case &quot;900&quot;: case &quot;902&quot;: case &quot;905&quot;: case &quot;908&quot;: case &quot;911&quot;: case &quot;912&quot;: case &quot;913&quot;: case &quot;914&quot;: case &quot;915&quot;: case &quot;917&quot;: case &quot;918&quot;: case &quot;919&quot;: case &quot;920&quot;: case &quot;921&quot;: case &quot;942&quot;: case &quot;943&quot;: case &quot;1090&quot;: case &quot;1097&quot;: case &quot;1099&quot;: case &quot;1100&quot;: case &quot;1106&quot;: case &quot;1126&quot;: case &quot;1130&quot;: case &quot;1135&quot;: case &quot;1139&quot;: case &quot;1141&quot;: case &quot;1142&quot;: case &quot;1145&quot;: case &quot;1169&quot;: case &quot;1170&quot;: case &quot;1171&quot;: case &quot;1172&quot;: case &quot;1174&quot;: case &quot;1175&quot;: case &quot;1179&quot;: case &quot;1208&quot;: case &quot;1209&quot;: case &quot;1216&quot;: case &quot;1218&quot;: case &quot;1260&quot;: case &quot;1261&quot;: case &quot;1262&quot;: case &quot;1263&quot;: case &quot;1264&quot;: case &quot;1274&quot;: case &quot;1278&quot;: case &quot;1279&quot;: case &quot;1280&quot;: case &quot;1281&quot;: case &quot;1282&quot;: case &quot;1283&quot;: case &quot;1284&quot;: case &quot;1285&quot;: case &quot;1286&quot;: case &quot;1287&quot;: case &quot;1288&quot;: case &quot;1289&quot;: case &quot;1290&quot;: case &quot;1291&quot;: case &quot;1292&quot;: case &quot;1293&quot;: case &quot;1297&quot;: case &quot;1298&quot;: case &quot;1299&quot;: case &quot;1300&quot;: case &quot;1301&quot;: case &quot;1302&quot;: case &quot;1303&quot;: case &quot;1304&quot;: case &quot;1305&quot;: case &quot;1306&quot;: case &quot;1307&quot;: case &quot;1308&quot;: case &quot;1309&quot;: case &quot;1310&quot;: case &quot;1311&quot;: case &quot;1312&quot;: case &quot;1313&quot;: case &quot;1314&quot;: case &quot;1315&quot;: case &quot;1316&quot;: case &quot;1317&quot;: case &quot;1319&quot;: case &quot;1320&quot;: case &quot;1322&quot;: case &quot;1327&quot;: case &quot;1328&quot;: case &quot;1329&quot;: case &quot;1330&quot;: case &quot;1331&quot;: case &quot;1332&quot;: case &quot;1336&quot;: case &quot;1338&quot;: case &quot;1339&quot;: case &quot;1342&quot;: case &quot;1343&quot;: case &quot;1344&quot;: case &quot;1345&quot;: case &quot;1346&quot;: case &quot;1347&quot;: case &quot;1348&quot;: case &quot;1349&quot;: case &quot;1350&quot;: case &quot;1351&quot;: case &quot;1352&quot;: case &quot;1353&quot;: case &quot;1354&quot;: case &quot;1355&quot;: case &quot;1356&quot;: case &quot;1357&quot;: case &quot;1359&quot;: case &quot;1362&quot;: case &quot;1363&quot;: case &quot;1364&quot;: case &quot;1366&quot;: case &quot;1372&quot;: case &quot;1373&quot;: case &quot;1379&quot;: case &quot;1384&quot;: case &quot;1385&quot;: case &quot;1386&quot;: case &quot;1390&quot;: case &quot;1391&quot;: case &quot;1393&quot;: case &quot;1397&quot;: case &quot;1398&quot;: case &quot;1399&quot;: case &quot;1400&quot;: case &quot;1401&quot;: case &quot;1403&quot;: case &quot;1404&quot;: case &quot;1405&quot;: case &quot;1406&quot;: case &quot;1426&quot;: case &quot;1428&quot;: case &quot;1429&quot;: case &quot;1430&quot;: case &quot;1467&quot;: case &quot;1468&quot;: case &quot;1469&quot;: case &quot;1470&quot;: case &quot;1484&quot;: case &quot;1485&quot;: case &quot;1486&quot;: case &quot;1515&quot;: case &quot;1708&quot;: case &quot;1715&quot;: case &quot;1809&quot;: case &quot;1810&quot;: case &quot;1811&quot;: case &quot;1812&quot;: case &quot;1813&quot;: case &quot;1814&quot;: case &quot;1815&quot;: case &quot;1816&quot;: case &quot;1817&quot;: case &quot;1818&quot;: case &quot;1819&quot;: case &quot;1824&quot;: case &quot;1839&quot;: case &quot;1847&quot;: case &quot;1849&quot;: case &quot;1876&quot;: case &quot;1910&quot;: case &quot;1911&quot;: case &quot;1912&quot;: case &quot;1935&quot;: case &quot;1937&quot;: case &quot;1944&quot;: case &quot;1948&quot;: case &quot;1949&quot;: case &quot;1950&quot;: case &quot;2017&quot;: case &quot;2020&quot;: case &quot;2021&quot;: case &quot;2023&quot;: case &quot;2024&quot;: case &quot;2025&quot;: case &quot;2041&quot;: case &quot;2043&quot;: case &quot;2045&quot;: case &quot;2051&quot;: case &quot;2069&quot;: case &quot;2089&quot;: case &quot;2090&quot;: case &quot;2091&quot;: case &quot;2095&quot;: case &quot;2096&quot;: case &quot;2110&quot;: case &quot;2115&quot;: case &quot;2124&quot;: case &quot;2125&quot;: case &quot;2126&quot;: case &quot;2132&quot;: case &quot;2138&quot;: case &quot;2139&quot;: case &quot;2140&quot;: case &quot;2141&quot;: case &quot;2142&quot;: case &quot;2143&quot;: case &quot;2145&quot;: case &quot;2146&quot;: case &quot;2149&quot;: case &quot;2150&quot;: case &quot;2151&quot;: case &quot;2152&quot;: case &quot;2153&quot;: case &quot;2154&quot;: case &quot;2155&quot;: case &quot;2157&quot;: case &quot;2158&quot;: case &quot;2263&quot;: case &quot;2264&quot;: case &quot;2265&quot;: case &quot;2268&quot;: case &quot;2269&quot;: case &quot;2270&quot;: case &quot;2271&quot;: case &quot;2272&quot;: case &quot;2273&quot;: case &quot;2274&quot;: case &quot;2275&quot;: case &quot;2276&quot;: case &quot;2277&quot;: case &quot;2278&quot;: case &quot;2279&quot;: case &quot;2280&quot;: case &quot;2281&quot;: case &quot;2293&quot;: case &quot;2294&quot;: case &quot;2295&quot;: case &quot;2296&quot;: case &quot;2297&quot;: case &quot;2298&quot;: case &quot;2299&quot;: case &quot;2382&quot;: case &quot;2383&quot;: case &quot;2384&quot;: case &quot;2385&quot;: case &quot;2386&quot;: case &quot;2387&quot;: case &quot;2388&quot;: case &quot;2389&quot;: case &quot;2390&quot;: case &quot;2391&quot;: case &quot;2405&quot;: case &quot;2419&quot;: case &quot;2420&quot;: case &quot;2421&quot;: case &quot;2422&quot;: case &quot;2423&quot;: case &quot;2424&quot;: case &quot;2425&quot;: case &quot;2427&quot;: case &quot;2429&quot;: case &quot;2434&quot;: case &quot;2435&quot;: case &quot;2436&quot;: case &quot;2437&quot;: case &quot;2438&quot;: case &quot;2439&quot;: case &quot;2440&quot;: case &quot;2441&quot;: case &quot;2442&quot;: case &quot;2443&quot;: case &quot;2444&quot;: case &quot;2445&quot;: case &quot;2446&quot;: case &quot;2447&quot;: case &quot;2448&quot;: case &quot;2449&quot;: case &quot;2450&quot;: case &quot;2451&quot;: case &quot;2452&quot;: case &quot;2453&quot;: case &quot;2454&quot;: case &quot;2455&quot;: case &quot;2456&quot;: case &quot;2457&quot;: case &quot;2458&quot;: case &quot;2459&quot;: case &quot;2460&quot;: case &quot;2461&quot;: case &quot;2462&quot;: case &quot;2463&quot;: case &quot;2464&quot;: case &quot;2465&quot;: case &quot;2466&quot;: case &quot;2467&quot;: case &quot;2468&quot;: case &quot;2469&quot;: case &quot;2478&quot;: case &quot;2479&quot;: case &quot;2480&quot;: case &quot;2481&quot;: case &quot;2502&quot;: case &quot;2512&quot;: case &quot;2513&quot;: case &quot;2536&quot;: case &quot;2537&quot;: case &quot;2539&quot;: case &quot;2541&quot;: case &quot;2543&quot;: case &quot;2558&quot;: case &quot;2561&quot;: case &quot;2566&quot;: case &quot;2575&quot;: case &quot;2581&quot;: case &quot;2589&quot;: case &quot;2590&quot;: case &quot;2591&quot;: case &quot;2593&quot;: case &quot;2594&quot;: case &quot;2595&quot;: case &quot;2596&quot;: case &quot;2597&quot;: case &quot;2598&quot;: case &quot;2599&quot;: case &quot;2600&quot;: case &quot;2628&quot;: case &quot;2630&quot;: case &quot;2631&quot;: case &quot;2632&quot;: case &quot;2639&quot;: case &quot;2640&quot;: case &quot;2641&quot;: case &quot;2642&quot;: case &quot;2643&quot;: case &quot;2644&quot;: case &quot;2645&quot;: case &quot;2646&quot;: case &quot;2647&quot;: case &quot;2648&quot;: case &quot;2651&quot;: case &quot;2652&quot;: case &quot;2653&quot;: case &quot;2654&quot;: case &quot;2658&quot;: case &quot;2667&quot;: case &quot;2668&quot;: case &quot;2669&quot;: case &quot;2682&quot;: case &quot;2683&quot;: case &quot;2684&quot;: case &quot;2685&quot;: case &quot;2686&quot;: case &quot;2687&quot;: case &quot;2688&quot;: case &quot;2737&quot;: case &quot;2738&quot;: case &quot;2951&quot;: case &quot;2952&quot;: case &quot;2955&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#d62728&quot;, &quot;fillColor&quot;: &quot;#d62728&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;12&quot;: case &quot;15&quot;: case &quot;17&quot;: case &quot;18&quot;: case &quot;22&quot;: case &quot;36&quot;: case &quot;84&quot;: case &quot;147&quot;: case &quot;155&quot;: case &quot;167&quot;: case &quot;168&quot;: case &quot;169&quot;: case &quot;171&quot;: case &quot;208&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;223&quot;: case &quot;224&quot;: case &quot;227&quot;: case &quot;228&quot;: case &quot;229&quot;: case &quot;230&quot;: case &quot;232&quot;: case &quot;242&quot;: case &quot;243&quot;: case &quot;244&quot;: case &quot;254&quot;: case &quot;259&quot;: case &quot;282&quot;: case &quot;283&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;296&quot;: case &quot;297&quot;: case &quot;303&quot;: case &quot;304&quot;: case &quot;492&quot;: case &quot;498&quot;: case &quot;517&quot;: case &quot;525&quot;: case &quot;526&quot;: case &quot;532&quot;: case &quot;546&quot;: case &quot;547&quot;: case &quot;548&quot;: case &quot;566&quot;: case &quot;571&quot;: case &quot;572&quot;: case &quot;590&quot;: case &quot;591&quot;: case &quot;592&quot;: case &quot;600&quot;: case &quot;619&quot;: case &quot;635&quot;: case &quot;636&quot;: case &quot;656&quot;: case &quot;682&quot;: case &quot;735&quot;: case &quot;736&quot;: case &quot;740&quot;: case &quot;741&quot;: case &quot;742&quot;: case &quot;743&quot;: case &quot;767&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;777&quot;: case &quot;778&quot;: case &quot;779&quot;: case &quot;780&quot;: case &quot;782&quot;: case &quot;783&quot;: case &quot;784&quot;: case &quot;785&quot;: case &quot;790&quot;: case &quot;791&quot;: case &quot;792&quot;: case &quot;796&quot;: case &quot;797&quot;: case &quot;798&quot;: case &quot;799&quot;: case &quot;800&quot;: case &quot;801&quot;: case &quot;802&quot;: case &quot;804&quot;: case &quot;808&quot;: case &quot;854&quot;: case &quot;855&quot;: case &quot;856&quot;: case &quot;898&quot;: case &quot;907&quot;: case &quot;1080&quot;: case &quot;1089&quot;: case &quot;1098&quot;: case &quot;1107&quot;: case &quot;1119&quot;: case &quot;1120&quot;: case &quot;1122&quot;: case &quot;1136&quot;: case &quot;1137&quot;: case &quot;1138&quot;: case &quot;1143&quot;: case &quot;1144&quot;: case &quot;1157&quot;: case &quot;1158&quot;: case &quot;1159&quot;: case &quot;1160&quot;: case &quot;1161&quot;: case &quot;1162&quot;: case &quot;1163&quot;: case &quot;1164&quot;: case &quot;1180&quot;: case &quot;1205&quot;: case &quot;1206&quot;: case &quot;1211&quot;: case &quot;1212&quot;: case &quot;1217&quot;: case &quot;1231&quot;: case &quot;1232&quot;: case &quot;1256&quot;: case &quot;1257&quot;: case &quot;1258&quot;: case &quot;1259&quot;: case &quot;1365&quot;: case &quot;1376&quot;: case &quot;1377&quot;: case &quot;1378&quot;: case &quot;1394&quot;: case &quot;1396&quot;: case &quot;1402&quot;: case &quot;1440&quot;: case &quot;1441&quot;: case &quot;1442&quot;: case &quot;1455&quot;: case &quot;1461&quot;: case &quot;1462&quot;: case &quot;1463&quot;: case &quot;1517&quot;: case &quot;1520&quot;: case &quot;1541&quot;: case &quot;1840&quot;: case &quot;1842&quot;: case &quot;1843&quot;: case &quot;1844&quot;: case &quot;1891&quot;: case &quot;1892&quot;: case &quot;1913&quot;: case &quot;1916&quot;: case &quot;1917&quot;: case &quot;1919&quot;: case &quot;1920&quot;: case &quot;1921&quot;: case &quot;1922&quot;: case &quot;1923&quot;: case &quot;1924&quot;: case &quot;1927&quot;: case &quot;1928&quot;: case &quot;1932&quot;: case &quot;1933&quot;: case &quot;1934&quot;: case &quot;1936&quot;: case &quot;1938&quot;: case &quot;1940&quot;: case &quot;1941&quot;: case &quot;1942&quot;: case &quot;1943&quot;: case &quot;1947&quot;: case &quot;1951&quot;: case &quot;1952&quot;: case &quot;1953&quot;: case &quot;1954&quot;: case &quot;1955&quot;: case &quot;1956&quot;: case &quot;1957&quot;: case &quot;1963&quot;: case &quot;1964&quot;: case &quot;1965&quot;: case &quot;1966&quot;: case &quot;1967&quot;: case &quot;1968&quot;: case &quot;1969&quot;: case &quot;1970&quot;: case &quot;1971&quot;: case &quot;1973&quot;: case &quot;1974&quot;: case &quot;1977&quot;: case &quot;1978&quot;: case &quot;1984&quot;: case &quot;1985&quot;: case &quot;1986&quot;: case &quot;1987&quot;: case &quot;2011&quot;: case &quot;2046&quot;: case &quot;2047&quot;: case &quot;2057&quot;: case &quot;2104&quot;: case &quot;2105&quot;: case &quot;2127&quot;: case &quot;2128&quot;: case &quot;2129&quot;: case &quot;2130&quot;: case &quot;2133&quot;: case &quot;2134&quot;: case &quot;2136&quot;: case &quot;2144&quot;: case &quot;2147&quot;: case &quot;2148&quot;: case &quot;2163&quot;: case &quot;2164&quot;: case &quot;2165&quot;: case &quot;2166&quot;: case &quot;2167&quot;: case &quot;2168&quot;: case &quot;2169&quot;: case &quot;2266&quot;: case &quot;2287&quot;: case &quot;2288&quot;: case &quot;2289&quot;: case &quot;2290&quot;: case &quot;2303&quot;: case &quot;2378&quot;: case &quot;2379&quot;: case &quot;2380&quot;: case &quot;2381&quot;: case &quot;2549&quot;: case &quot;2550&quot;: case &quot;2551&quot;: case &quot;2553&quot;: case &quot;2554&quot;: case &quot;2555&quot;: case &quot;2556&quot;: case &quot;2601&quot;: case &quot;2602&quot;: case &quot;2605&quot;: case &quot;2606&quot;: case &quot;2607&quot;: case &quot;2608&quot;: case &quot;2609&quot;: case &quot;2610&quot;: case &quot;2611&quot;: case &quot;2612&quot;: case &quot;2613&quot;: case &quot;2615&quot;: case &quot;2619&quot;: case &quot;2620&quot;: case &quot;2623&quot;: case &quot;2624&quot;: case &quot;2625&quot;: case &quot;2626&quot;: case &quot;2627&quot;: case &quot;2629&quot;: case &quot;2635&quot;: case &quot;2636&quot;: case &quot;2637&quot;: case &quot;2649&quot;: case &quot;2650&quot;: case &quot;2661&quot;: case &quot;2662&quot;: case &quot;2663&quot;: case &quot;2664&quot;: case &quot;2665&quot;: case &quot;2666&quot;: case &quot;2670&quot;: case &quot;2671&quot;: case &quot;2672&quot;: case &quot;2673&quot;: case &quot;2674&quot;: case &quot;2675&quot;: case &quot;2676&quot;: case &quot;2677&quot;: case &quot;2692&quot;: case &quot;2693&quot;: case &quot;2694&quot;: case &quot;2695&quot;: case &quot;2696&quot;: case &quot;2697&quot;: case &quot;2698&quot;: case &quot;2699&quot;: case &quot;2710&quot;: case &quot;2711&quot;: case &quot;2712&quot;: case &quot;2713&quot;: case &quot;2714&quot;: case &quot;2715&quot;: case &quot;2718&quot;: case &quot;2719&quot;: case &quot;2720&quot;: case &quot;2721&quot;: case &quot;2722&quot;: case &quot;2726&quot;: case &quot;2757&quot;: case &quot;2760&quot;: case &quot;2761&quot;: case &quot;2948&quot;: case &quot;3028&quot;: case &quot;3029&quot;: case &quot;3030&quot;: case &quot;3031&quot;: case &quot;3032&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#9467bd&quot;, &quot;fillColor&quot;: &quot;#9467bd&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;21&quot;: case &quot;499&quot;: case &quot;1154&quot;: case &quot;1411&quot;: case &quot;1412&quot;: case &quot;1413&quot;: case &quot;2050&quot;: case &quot;2056&quot;: case &quot;2135&quot;: case &quot;2161&quot;: case &quot;2633&quot;: case &quot;2634&quot;: case &quot;2703&quot;: case &quot;2704&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#c49c94&quot;, &quot;fillColor&quot;: &quot;#c49c94&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;24&quot;: case &quot;298&quot;: case &quot;299&quot;: case &quot;300&quot;: case &quot;301&quot;: case &quot;500&quot;: case &quot;1845&quot;: case &quot;1906&quot;: case &quot;1975&quot;: case &quot;1976&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#f7b6d2&quot;, &quot;fillColor&quot;: &quot;#f7b6d2&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;26&quot;: case &quot;612&quot;: case &quot;696&quot;: case &quot;697&quot;: case &quot;698&quot;: case &quot;1367&quot;: case &quot;2259&quot;: case &quot;2432&quot;: case &quot;2433&quot;: case &quot;2657&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#1f77b4&quot;, &quot;fillColor&quot;: &quot;#1f77b4&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;27&quot;: case &quot;28&quot;: case &quot;50&quot;: case &quot;51&quot;: case &quot;52&quot;: case &quot;53&quot;: case &quot;54&quot;: case &quot;58&quot;: case &quot;69&quot;: case &quot;86&quot;: case &quot;91&quot;: case &quot;92&quot;: case &quot;172&quot;: case &quot;280&quot;: case &quot;281&quot;: case &quot;331&quot;: case &quot;346&quot;: case &quot;348&quot;: case &quot;349&quot;: case &quot;350&quot;: case &quot;354&quot;: case &quot;355&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;408&quot;: case &quot;416&quot;: case &quot;417&quot;: case &quot;418&quot;: case &quot;433&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;448&quot;: case &quot;449&quot;: case &quot;450&quot;: case &quot;451&quot;: case &quot;456&quot;: case &quot;457&quot;: case &quot;459&quot;: case &quot;484&quot;: case &quot;493&quot;: case &quot;494&quot;: case &quot;544&quot;: case &quot;553&quot;: case &quot;570&quot;: case &quot;580&quot;: case &quot;598&quot;: case &quot;599&quot;: case &quot;613&quot;: case &quot;627&quot;: case &quot;647&quot;: case &quot;648&quot;: case &quot;649&quot;: case &quot;653&quot;: case &quot;654&quot;: case &quot;699&quot;: case &quot;745&quot;: case &quot;746&quot;: case &quot;789&quot;: case &quot;965&quot;: case &quot;966&quot;: case &quot;972&quot;: case &quot;974&quot;: case &quot;979&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;994&quot;: case &quot;996&quot;: case &quot;1000&quot;: case &quot;1001&quot;: case &quot;1002&quot;: case &quot;1003&quot;: case &quot;1004&quot;: case &quot;1005&quot;: case &quot;1007&quot;: case &quot;1017&quot;: case &quot;1019&quot;: case &quot;1027&quot;: case &quot;1028&quot;: case &quot;1037&quot;: case &quot;1038&quot;: case &quot;1039&quot;: case &quot;1040&quot;: case &quot;1041&quot;: case &quot;1042&quot;: case &quot;1043&quot;: case &quot;1044&quot;: case &quot;1045&quot;: case &quot;1046&quot;: case &quot;1047&quot;: case &quot;1048&quot;: case &quot;1049&quot;: case &quot;1050&quot;: case &quot;1055&quot;: case &quot;1056&quot;: case &quot;1057&quot;: case &quot;1058&quot;: case &quot;1059&quot;: case &quot;1068&quot;: case &quot;1078&quot;: case &quot;1081&quot;: case &quot;1091&quot;: case &quot;1114&quot;: case &quot;1116&quot;: case &quot;1117&quot;: case &quot;1124&quot;: case &quot;1140&quot;: case &quot;1146&quot;: case &quot;1147&quot;: case &quot;1148&quot;: case &quot;1153&quot;: case &quot;1176&quot;: case &quot;1177&quot;: case &quot;1193&quot;: case &quot;1214&quot;: case &quot;1368&quot;: case &quot;1369&quot;: case &quot;1370&quot;: case &quot;1407&quot;: case &quot;1479&quot;: case &quot;1480&quot;: case &quot;1497&quot;: case &quot;1501&quot;: case &quot;1503&quot;: case &quot;1506&quot;: case &quot;1573&quot;: case &quot;1574&quot;: case &quot;1593&quot;: case &quot;1595&quot;: case &quot;1602&quot;: case &quot;1604&quot;: case &quot;1605&quot;: case &quot;1606&quot;: case &quot;1607&quot;: case &quot;1608&quot;: case &quot;1609&quot;: case &quot;1611&quot;: case &quot;1613&quot;: case &quot;1621&quot;: case &quot;1625&quot;: case &quot;1626&quot;: case &quot;1627&quot;: case &quot;1628&quot;: case &quot;1629&quot;: case &quot;1630&quot;: case &quot;1685&quot;: case &quot;1686&quot;: case &quot;1687&quot;: case &quot;1720&quot;: case &quot;1721&quot;: case &quot;1723&quot;: case &quot;1725&quot;: case &quot;1730&quot;: case &quot;1731&quot;: case &quot;1734&quot;: case &quot;1735&quot;: case &quot;1829&quot;: case &quot;1831&quot;: case &quot;2022&quot;: case &quot;2030&quot;: case &quot;2036&quot;: case &quot;2058&quot;: case &quot;2060&quot;: case &quot;2061&quot;: case &quot;2062&quot;: case &quot;2063&quot;: case &quot;2064&quot;: case &quot;2065&quot;: case &quot;2066&quot;: case &quot;2067&quot;: case &quot;2068&quot;: case &quot;2176&quot;: case &quot;2177&quot;: case &quot;2178&quot;: case &quot;2181&quot;: case &quot;2182&quot;: case &quot;2183&quot;: case &quot;2184&quot;: case &quot;2185&quot;: case &quot;2203&quot;: case &quot;2211&quot;: case &quot;2217&quot;: case &quot;2218&quot;: case &quot;2219&quot;: case &quot;2220&quot;: case &quot;2232&quot;: case &quot;2233&quot;: case &quot;2242&quot;: case &quot;2246&quot;: case &quot;2260&quot;: case &quot;2261&quot;: case &quot;2262&quot;: case &quot;2267&quot;: case &quot;2282&quot;: case &quot;2283&quot;: case &quot;2284&quot;: case &quot;2285&quot;: case &quot;2286&quot;: case &quot;2291&quot;: case &quot;2292&quot;: case &quot;2300&quot;: case &quot;2301&quot;: case &quot;2302&quot;: case &quot;2307&quot;: case &quot;2309&quot;: case &quot;2310&quot;: case &quot;2311&quot;: case &quot;2312&quot;: case &quot;2313&quot;: case &quot;2316&quot;: case &quot;2317&quot;: case &quot;2318&quot;: case &quot;2320&quot;: case &quot;2322&quot;: case &quot;2323&quot;: case &quot;2324&quot;: case &quot;2325&quot;: case &quot;2326&quot;: case &quot;2327&quot;: case &quot;2328&quot;: case &quot;2329&quot;: case &quot;2330&quot;: case &quot;2331&quot;: case &quot;2332&quot;: case &quot;2333&quot;: case &quot;2334&quot;: case &quot;2346&quot;: case &quot;2347&quot;: case &quot;2348&quot;: case &quot;2559&quot;: case &quot;2560&quot;: case &quot;2689&quot;: case &quot;2690&quot;: case &quot;2691&quot;: case &quot;2790&quot;: case &quot;2791&quot;: case &quot;2792&quot;: case &quot;2797&quot;: case &quot;2800&quot;: case &quot;2814&quot;: case &quot;2815&quot;: case &quot;2824&quot;: case &quot;2826&quot;: case &quot;2829&quot;: case &quot;2830&quot;: case &quot;2831&quot;: case &quot;2832&quot;: case &quot;2833&quot;: case &quot;2834&quot;: case &quot;2835&quot;: case &quot;2848&quot;: case &quot;2851&quot;: case &quot;2852&quot;: case &quot;2853&quot;: case &quot;2854&quot;: case &quot;2855&quot;: case &quot;2856&quot;: case &quot;2857&quot;: case &quot;2858&quot;: case &quot;2859&quot;: case &quot;2860&quot;: case &quot;2924&quot;: case &quot;2925&quot;: case &quot;2926&quot;: case &quot;2927&quot;: case &quot;2928&quot;: case &quot;2929&quot;: case &quot;2930&quot;: case &quot;2940&quot;: case &quot;2957&quot;: case &quot;2973&quot;: case &quot;2974&quot;: case &quot;2975&quot;: case &quot;2976&quot;: case &quot;2977&quot;: case &quot;2978&quot;: case &quot;2979&quot;: case &quot;2980&quot;: case &quot;3033&quot;: case &quot;3034&quot;: case &quot;3035&quot;: case &quot;3036&quot;: case &quot;3037&quot;: case &quot;3038&quot;: case &quot;3039&quot;: case &quot;3041&quot;: case &quot;3042&quot;: case &quot;3043&quot;: case &quot;3046&quot;: case &quot;3047&quot;: case &quot;3048&quot;: case &quot;3050&quot;: case &quot;3051&quot;: case &quot;3052&quot;: case &quot;3053&quot;: case &quot;3054&quot;: case &quot;3055&quot;: case &quot;3056&quot;: case &quot;3057&quot;: case &quot;3058&quot;: case &quot;3059&quot;: case &quot;3060&quot;: case &quot;3061&quot;: case &quot;3062&quot;: case &quot;3065&quot;: case &quot;3066&quot;: case &quot;3067&quot;: case &quot;3068&quot;: case &quot;3069&quot;: case &quot;3070&quot;: case &quot;3071&quot;: case &quot;3075&quot;: case &quot;3076&quot;: case &quot;3077&quot;: case &quot;3078&quot;: case &quot;3079&quot;: case &quot;3080&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#17becf&quot;, &quot;fillColor&quot;: &quot;#17becf&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;47&quot;: case &quot;57&quot;: case &quot;68&quot;: case &quot;75&quot;: case &quot;316&quot;: case &quot;317&quot;: case &quot;318&quot;: case &quot;325&quot;: case &quot;341&quot;: case &quot;360&quot;: case &quot;399&quot;: case &quot;400&quot;: case &quot;404&quot;: case &quot;406&quot;: case &quot;407&quot;: case &quot;415&quot;: case &quot;464&quot;: case &quot;465&quot;: case &quot;467&quot;: case &quot;508&quot;: case &quot;512&quot;: case &quot;519&quot;: case &quot;586&quot;: case &quot;935&quot;: case &quot;936&quot;: case &quot;937&quot;: case &quot;938&quot;: case &quot;976&quot;: case &quot;978&quot;: case &quot;998&quot;: case &quot;1069&quot;: case &quot;1111&quot;: case &quot;1321&quot;: case &quot;1323&quot;: case &quot;1324&quot;: case &quot;1325&quot;: case &quot;1326&quot;: case &quot;1334&quot;: case &quot;1335&quot;: case &quot;1360&quot;: case &quot;1361&quot;: case &quot;1512&quot;: case &quot;1540&quot;: case &quot;1542&quot;: case &quot;1543&quot;: case &quot;1555&quot;: case &quot;1560&quot;: case &quot;1599&quot;: case &quot;1664&quot;: case &quot;1665&quot;: case &quot;1666&quot;: case &quot;1667&quot;: case &quot;1668&quot;: case &quot;1671&quot;: case &quot;1672&quot;: case &quot;1673&quot;: case &quot;1727&quot;: case &quot;1750&quot;: case &quot;1751&quot;: case &quot;1825&quot;: case &quot;1833&quot;: case &quot;1836&quot;: case &quot;1837&quot;: case &quot;1848&quot;: case &quot;2032&quot;: case &quot;2033&quot;: case &quot;2039&quot;: case &quot;2208&quot;: case &quot;2213&quot;: case &quot;2758&quot;: case &quot;2759&quot;: case &quot;2762&quot;: case &quot;2763&quot;: case &quot;2764&quot;: case &quot;2765&quot;: case &quot;2766&quot;: case &quot;2780&quot;: case &quot;2816&quot;: case &quot;2817&quot;: case &quot;2818&quot;: case &quot;2820&quot;: case &quot;2821&quot;: case &quot;2846&quot;: case &quot;2847&quot;: case &quot;2896&quot;: case &quot;2897&quot;: case &quot;2898&quot;: case &quot;2899&quot;: case &quot;2900&quot;: case &quot;2901&quot;: case &quot;2905&quot;: case &quot;2910&quot;: case &quot;2921&quot;: case &quot;2923&quot;: case &quot;2991&quot;: case &quot;2992&quot;: case &quot;2993&quot;: case &quot;2999&quot;: case &quot;3000&quot;: case &quot;3001&quot;: case &quot;3002&quot;: case &quot;3003&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#2ca02c&quot;, &quot;fillColor&quot;: &quot;#2ca02c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;64&quot;: case &quot;70&quot;: case &quot;82&quot;: case &quot;83&quot;: case &quot;329&quot;: case &quot;337&quot;: case &quot;353&quot;: case &quot;356&quot;: case &quot;384&quot;: case &quot;401&quot;: case &quot;402&quot;: case &quot;403&quot;: case &quot;409&quot;: case &quot;410&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;489&quot;: case &quot;490&quot;: case &quot;516&quot;: case &quot;542&quot;: case &quot;543&quot;: case &quot;558&quot;: case &quot;621&quot;: case &quot;626&quot;: case &quot;628&quot;: case &quot;865&quot;: case &quot;873&quot;: case &quot;883&quot;: case &quot;884&quot;: case &quot;885&quot;: case &quot;953&quot;: case &quot;958&quot;: case &quot;959&quot;: case &quot;960&quot;: case &quot;961&quot;: case &quot;963&quot;: case &quot;964&quot;: case &quot;973&quot;: case &quot;989&quot;: case &quot;990&quot;: case &quot;991&quot;: case &quot;992&quot;: case &quot;993&quot;: case &quot;995&quot;: case &quot;1020&quot;: case &quot;1021&quot;: case &quot;1022&quot;: case &quot;1023&quot;: case &quot;1024&quot;: case &quot;1025&quot;: case &quot;1026&quot;: case &quot;1032&quot;: case &quot;1035&quot;: case &quot;1036&quot;: case &quot;1066&quot;: case &quot;1070&quot;: case &quot;1074&quot;: case &quot;1077&quot;: case &quot;1082&quot;: case &quot;1113&quot;: case &quot;1115&quot;: case &quot;1194&quot;: case &quot;1196&quot;: case &quot;1201&quot;: case &quot;1202&quot;: case &quot;1203&quot;: case &quot;1473&quot;: case &quot;1474&quot;: case &quot;1475&quot;: case &quot;1477&quot;: case &quot;1478&quot;: case &quot;1482&quot;: case &quot;1483&quot;: case &quot;1496&quot;: case &quot;1498&quot;: case &quot;1519&quot;: case &quot;1532&quot;: case &quot;1562&quot;: case &quot;1563&quot;: case &quot;1564&quot;: case &quot;1565&quot;: case &quot;1566&quot;: case &quot;1567&quot;: case &quot;1568&quot;: case &quot;1569&quot;: case &quot;1570&quot;: case &quot;1588&quot;: case &quot;1589&quot;: case &quot;1590&quot;: case &quot;1591&quot;: case &quot;1592&quot;: case &quot;1594&quot;: case &quot;1645&quot;: case &quot;1646&quot;: case &quot;1675&quot;: case &quot;1676&quot;: case &quot;1677&quot;: case &quot;1678&quot;: case &quot;1701&quot;: case &quot;1702&quot;: case &quot;1703&quot;: case &quot;1704&quot;: case &quot;1709&quot;: case &quot;1710&quot;: case &quot;1711&quot;: case &quot;1712&quot;: case &quot;1713&quot;: case &quot;1714&quot;: case &quot;1738&quot;: case &quot;1781&quot;: case &quot;1782&quot;: case &quot;1783&quot;: case &quot;1784&quot;: case &quot;1795&quot;: case &quot;1796&quot;: case &quot;1797&quot;: case &quot;1798&quot;: case &quot;1799&quot;: case &quot;1800&quot;: case &quot;1801&quot;: case &quot;1805&quot;: case &quot;1806&quot;: case &quot;1807&quot;: case &quot;2007&quot;: case &quot;2008&quot;: case &quot;2059&quot;: case &quot;2200&quot;: case &quot;2201&quot;: case &quot;2202&quot;: case &quot;2206&quot;: case &quot;2207&quot;: case &quot;2212&quot;: case &quot;2230&quot;: case &quot;2239&quot;: case &quot;2304&quot;: case &quot;2305&quot;: case &quot;2306&quot;: case &quot;2308&quot;: case &quot;2314&quot;: case &quot;2315&quot;: case &quot;2319&quot;: case &quot;2321&quot;: case &quot;2402&quot;: case &quot;2403&quot;: case &quot;2404&quot;: case &quot;2781&quot;: case &quot;2783&quot;: case &quot;2784&quot;: case &quot;2785&quot;: case &quot;2786&quot;: case &quot;2787&quot;: case &quot;2788&quot;: case &quot;2789&quot;: case &quot;2813&quot;: case &quot;2875&quot;: case &quot;2876&quot;: case &quot;2877&quot;: case &quot;2878&quot;: case &quot;2879&quot;: case &quot;2880&quot;: case &quot;2881&quot;: case &quot;2902&quot;: case &quot;2903&quot;: case &quot;2904&quot;: case &quot;2911&quot;: case &quot;2912&quot;: case &quot;2938&quot;: case &quot;2939&quot;: case &quot;2942&quot;: case &quot;2944&quot;: case &quot;2945&quot;: case &quot;2949&quot;: case &quot;3022&quot;: case &quot;3023&quot;: case &quot;3024&quot;: case &quot;3025&quot;: case &quot;3026&quot;: case &quot;3027&quot;: case &quot;3040&quot;: case &quot;3044&quot;: case &quot;3045&quot;: case &quot;3049&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#7f7f7f&quot;, &quot;fillColor&quot;: &quot;#7f7f7f&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;66&quot;: case &quot;76&quot;: case &quot;80&quot;: case &quot;308&quot;: case &quot;309&quot;: case &quot;311&quot;: case &quot;328&quot;: case &quot;330&quot;: case &quot;374&quot;: case &quot;411&quot;: case &quot;419&quot;: case &quot;458&quot;: case &quot;581&quot;: case &quot;623&quot;: case &quot;651&quot;: case &quot;655&quot;: case &quot;899&quot;: case &quot;954&quot;: case &quot;955&quot;: case &quot;962&quot;: case &quot;975&quot;: case &quot;997&quot;: case &quot;1029&quot;: case &quot;1030&quot;: case &quot;1031&quot;: case &quot;1079&quot;: case &quot;1110&quot;: case &quot;1134&quot;: case &quot;1191&quot;: case &quot;1481&quot;: case &quot;1518&quot;: case &quot;1533&quot;: case &quot;1688&quot;: case &quot;1689&quot;: case &quot;1690&quot;: case &quot;1691&quot;: case &quot;1692&quot;: case &quot;1693&quot;: case &quot;1736&quot;: case &quot;1737&quot;: case &quot;2003&quot;: case &quot;2009&quot;: case &quot;2180&quot;: case &quot;2199&quot;: case &quot;2234&quot;: case &quot;2235&quot;: case &quot;2236&quot;: case &quot;2237&quot;: case &quot;2482&quot;: case &quot;2483&quot;: case &quot;2742&quot;: case &quot;2743&quot;: case &quot;2744&quot;: case &quot;2745&quot;: case &quot;2746&quot;: case &quot;2782&quot;: case &quot;2885&quot;: case &quot;2931&quot;: case &quot;2932&quot;: case &quot;2933&quot;: case &quot;2982&quot;: case &quot;2983&quot;: case &quot;2984&quot;: case &quot;3063&quot;: case &quot;3064&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#aec7e8&quot;, &quot;fillColor&quot;: &quot;#aec7e8&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;85&quot;: case &quot;906&quot;: case &quot;2946&quot;: case &quot;2947&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#98df8a&quot;, &quot;fillColor&quot;: &quot;#98df8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;93&quot;: case &quot;94&quot;: case &quot;452&quot;: case &quot;495&quot;: case &quot;1051&quot;: case &quot;1052&quot;: case &quot;1053&quot;: case &quot;1083&quot;: case &quot;1084&quot;: case &quot;1505&quot;: case &quot;2179&quot;: case &quot;2186&quot;: case &quot;2187&quot;: case &quot;2335&quot;: case &quot;2336&quot;: case &quot;2337&quot;: case &quot;2338&quot;: case &quot;2339&quot;: case &quot;2340&quot;: case &quot;2341&quot;: case &quot;2342&quot;: case &quot;2343&quot;: case &quot;2344&quot;: case &quot;2345&quot;: case &quot;3072&quot;: case &quot;3073&quot;: case &quot;3074&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#ffbb78&quot;, &quot;fillColor&quot;: &quot;#ffbb78&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;102&quot;: case &quot;437&quot;: case &quot;679&quot;: case &quot;680&quot;: case &quot;2052&quot;: case &quot;2739&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#9edae5&quot;, &quot;fillColor&quot;: &quot;#9edae5&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;664&quot;: case &quot;757&quot;: case &quot;1387&quot;: case &quot;1388&quot;: case &quot;1389&quot;: case &quot;2576&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#e377c2&quot;, &quot;fillColor&quot;: &quot;#e377c2&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;665&quot;: case &quot;750&quot;: case &quot;764&quot;: case &quot;786&quot;: case &quot;1131&quot;: case &quot;1132&quot;: case &quot;1380&quot;: case &quot;1381&quot;: case &quot;1382&quot;: case &quot;1383&quot;: case &quot;1392&quot;: case &quot;1905&quot;: case &quot;2567&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#8c564b&quot;, &quot;fillColor&quot;: &quot;#8c564b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;1823&quot;: case &quot;2258&quot;: \n",
+       "                    return {&quot;color&quot;: null, &quot;fillColor&quot;: null, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2040&quot;: case &quot;2106&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#ff9896&quot;, &quot;fillColor&quot;: &quot;#ff9896&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                default:\n",
+       "                    return {&quot;color&quot;: &quot;#ff7f0e&quot;, &quot;fillColor&quot;: &quot;#ff7f0e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_ae2e0309147a9f137350e60683326baa_highlighter(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                default:\n",
+       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_ae2e0309147a9f137350e60683326baa_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_ae2e0309147a9f137350e60683326baa_styler(feature)\n",
+       "            Object.assign(opts, style)\n",
+       "            \n",
+       "            return new L.CircleMarker(latlng, opts)\n",
+       "        }\n",
+       "\n",
+       "        function geo_json_ae2e0309147a9f137350e60683326baa_onEachFeature(feature, layer) {\n",
+       "            layer.on({\n",
+       "                mouseout: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        geo_json_ae2e0309147a9f137350e60683326baa.resetStyle(e.target);\n",
+       "                    }\n",
+       "                },\n",
+       "                mouseover: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        const highlightStyle = geo_json_ae2e0309147a9f137350e60683326baa_highlighter(e.target.feature)\n",
+       "                        e.target.setStyle(highlightStyle);\n",
+       "                    }\n",
+       "                },\n",
+       "            });\n",
+       "        };\n",
+       "        var geo_json_ae2e0309147a9f137350e60683326baa = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_ae2e0309147a9f137350e60683326baa_onEachFeature,\n",
+       "            \n",
+       "                style: geo_json_ae2e0309147a9f137350e60683326baa_styler,\n",
+       "                pointToLayer: geo_json_ae2e0309147a9f137350e60683326baa_pointToLayer\n",
+       "        });\n",
+       "\n",
+       "        function geo_json_ae2e0309147a9f137350e60683326baa_add (data) {\n",
+       "            geo_json_ae2e0309147a9f137350e60683326baa\n",
+       "                .addData(data)\n",
+       "                .addTo(map_2ceacfa64c22cc46dcfb5075bd648fb9);\n",
+       "        }\n",
+       "            geo_json_ae2e0309147a9f137350e60683326baa_add({&quot;bbox&quot;: [-79.94603104, 32.769791258, -79.92438222, 32.784158743], &quot;features&quot;: [{&quot;bbox&quot;: [-79.93000008, 32.770545239, -79.93000008, 32.770545239], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93000008, 32.770545239], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-3&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002010, &quot;Damage Function: Structure&quot;: &quot;RES4&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 8.381748561544418, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 588807.1, &quot;Max Potential Damage: Structure&quot;: 1177614.2, &quot;Object ID&quot;: 573783417, &quot;Object Name&quot;: 573783417, &quot;Primary Object Type&quot;: &quot;COM&quot;, &quot;Secondary Object Type&quot;: &quot;RES4&quot;, &quot;X Coordinate&quot;: -79.93000008, &quot;Y Coordinate&quot;: 32.770545239, &quot;__folium_color&quot;: &quot;#c7c7c7&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.92968382, 32.771271301, -79.92968382, 32.771271301], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.92968382, 32.771271301], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-4&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002010, &quot;Damage Function: Structure&quot;: &quot;RES4&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 7.374183635444641, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 238108.127, &quot;Max Potential Damage: Structure&quot;: 476216.254, &quot;Object ID&quot;: 573783433, &quot;Object Name&quot;: 573783433, &quot;Primary Object Type&quot;: &quot;COM&quot;, &quot;Secondary Object Type&quot;: &quot;RES4&quot;, &quot;X Coordinate&quot;: -79.92968382, &quot;Y Coordinate&quot;: 32.771271301, &quot;__folium_color&quot;: &quot;#bcbd22&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93179589, 32.773364727, -79.93179589, 32.773364727], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93179589, 32.773364727], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-5&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002004, &quot;Damage Function: Structure&quot;: &quot;RES1-2SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 7.364031290178299, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 165003.71, &quot;Max Potential Damage: Structure&quot;: 330007.42, &quot;Object ID&quot;: 573785665, &quot;Object Name&quot;: 573785665, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-2SNB&quot;, &quot;X Coordinate&quot;: -79.93179589, &quot;Y Coordinate&quot;: 32.773364727, &quot;__folium_color&quot;: &quot;#dbdb8d&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93064525, 32.774854333, -79.93064525, 32.774854333], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93064525, 32.774854333], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-5&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002001030, &quot;Damage Function: Structure&quot;: &quot;RES3A&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 10.902030923233031, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 236142.574, &quot;Max Potential Damage: Structure&quot;: 472285.148, &quot;Object ID&quot;: 574346729, &quot;Object Name&quot;: 574346729, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES3A&quot;, &quot;X Coordinate&quot;: -79.93064525, &quot;Y Coordinate&quot;: 32.774854333, &quot;__folium_color&quot;: &quot;#dbdb8d&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93187273, 32.770989143, -79.93187273, 32.770989143], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93187273, 32.770989143], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;4&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-3&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002008, &quot;Damage Function: Structure&quot;: &quot;RES1-3SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 6.365223632082939, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 194681.904, &quot;Max Potential Damage: Structure&quot;: 389363.808, &quot;Object ID&quot;: 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{&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 101632.377, &quot;Max Potential Damage: Structure&quot;: 203264.754, &quot;Object ID&quot;: 574486815, &quot;Object Name&quot;: 574486815, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3076&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 109280.507, &quot;Max Potential Damage: Structure&quot;: 218561.014, &quot;Object ID&quot;: 574486817, &quot;Object Name&quot;: 574486817, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3077&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 111886.711, &quot;Max Potential Damage: Structure&quot;: 223773.423, &quot;Object ID&quot;: 574486819, &quot;Object Name&quot;: 574486819, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3078&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 101632.377, &quot;Max Potential Damage: Structure&quot;: 203264.754, &quot;Object ID&quot;: 574486820, &quot;Object Name&quot;: 574486820, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3079&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 109280.507, &quot;Max Potential Damage: Structure&quot;: 218561.014, &quot;Object ID&quot;: 574486821, &quot;Object Name&quot;: 574486821, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3080&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 107082.589, &quot;Max Potential Damage: Structure&quot;: 214165.178, &quot;Object ID&quot;: 574486822, &quot;Object Name&quot;: 574486822, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
+       "\n",
+       "        \n",
+       "    \n",
+       "    geo_json_ae2e0309147a9f137350e60683326baa.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;Object ID&quot;, &quot;Object Name&quot;, &quot;Primary Object Type&quot;, &quot;Secondary Object Type&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Max Potential Damage: Content&quot;, &quot;Ground Elevation&quot;, &quot;X Coordinate&quot;, &quot;Y Coordinate&quot;, &quot;Aggregation Label: Census Block&quot;, &quot;Ground Floor Height&quot;, &quot;Extraction Method&quot;, &quot;Damage Function: Structure&quot;, &quot;Aggregation Label: Base_zones&quot;];\n",
+       "    let aliases = [&quot;Object ID&quot;, &quot;Object Name&quot;, &quot;Primary Object Type&quot;, &quot;Secondary Object Type&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Max Potential Damage: Content&quot;, &quot;Ground Elevation&quot;, &quot;X Coordinate&quot;, &quot;Y Coordinate&quot;, &quot;Aggregation Label: Census Block&quot;, &quot;Ground Floor Height&quot;, &quot;Extraction Method&quot;, &quot;Damage Function: Structure&quot;, &quot;Aggregation Label: Base_zones&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",
+       "&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 0x2597be83670>"
+      ]
+     },
+     "execution_count": 35,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "#Load *.csv into dataframe\n",
-    "df_single_aggregation = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\" / \"output\" / \"aggregation_zones_test1\" / \"exposure\" / \"exposure.csv\")\n",
+    "df_single_aggregation = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"aggregation_zones_test1\" / \"exposure\" / \"exposure.csv\")\n",
     "\n",
     "#Load original exposure geopackage into GeoDataFrame\n",
-    "new_exposure=gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\" / \"output\" / \"aggregation_zones_test1\" / \"exposure\" / \"buildings.gpkg\")\n",
+    "new_exposure=gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"aggregation_zones_test1\" / \"exposure\" / \"buildings.gpkg\")\n",
     "\n",
     "#Merge dataframe with GeoDataFrame\n",
     "merged_gdf = new_exposure.merge(df_single_aggregation, left_on='Object ID', right_on='Object ID', how='inner')\n",
@@ -416,15 +816,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 36,
    "metadata": {},
    "outputs": [],
    "source": [
     "#Load *.csv into dataframe\n",
-    "df_multiple_aggregation = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\" / \"output\" / \"aggregation_zones_test2\" / \"exposure\" / \"exposure.csv\")\n",
+    "df_multiple_aggregation = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"aggregation_zones_test2\" / \"exposure\" / \"exposure.csv\")\n",
     "\n",
     "#Load original exposure geopackage into GeoDataFrame\n",
-    "new_exposure=gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones_example\" / \"output\" / \"aggregation_zones_test2\" / \"exposure\" / \"buildings.gpkg\")\n",
+    "new_exposure=gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"aggregation_zones\" / \"aggregation_zones_test2\" / \"exposure\" / \"buildings.gpkg\")\n",
     "\n",
     "#Merge dataframe with GeoDataFrame\n",
     "merged_gdf_multiple = new_exposure.merge(df_multiple_aggregation, left_on='Object ID', right_on='Object ID', how='inner')"
@@ -439,9 +839,318 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 37,
    "metadata": {},
-   "outputs": [],
+   "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-1.12.4.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_f27d377dee306cec5799e73ea4cb2846 {\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",
+       "    \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;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 Aggregation Label: Base_zones&#x27; class=&#x27;maplegend&#x27;&gt;\n",
+       "        &lt;div class=&#x27;legend-title&#x27;&gt;Aggregation Label: Base_zones&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:#1f77b4&#x27;&gt;&lt;/span&gt;CT&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#aec7e8&#x27;&gt;&lt;/span&gt;DR-1&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#ff7f0e&#x27;&gt;&lt;/span&gt;DR-1F&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#ffbb78&#x27;&gt;&lt;/span&gt;DR-2&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#2ca02c&#x27;&gt;&lt;/span&gt;DR-2F&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#98df8a&#x27;&gt;&lt;/span&gt;DR-4&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#d62728&#x27;&gt;&lt;/span&gt;GB&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#ff9896&#x27;&gt;&lt;/span&gt;GO&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#9467bd&#x27;&gt;&lt;/span&gt;LB&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#8c564b&#x27;&gt;&lt;/span&gt;LI&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#c49c94&#x27;&gt;&lt;/span&gt;MU-2&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#e377c2&#x27;&gt;&lt;/span&gt;MU-2/WH&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#f7b6d2&#x27;&gt;&lt;/span&gt;PUD&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#7f7f7f&#x27;&gt;&lt;/span&gt;SR-2&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#c7c7c7&#x27;&gt;&lt;/span&gt;SR-3&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#bcbd22&#x27;&gt;&lt;/span&gt;SR-4&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#dbdb8d&#x27;&gt;&lt;/span&gt;SR-5&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#17becf&#x27;&gt;&lt;/span&gt;STR&lt;/li&gt;\n",
+       "                &lt;li&gt;&lt;span style=&#x27;background:#9edae5&#x27;&gt;&lt;/span&gt;UC&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_f27d377dee306cec5799e73ea4cb2846&quot; &gt;&lt;/div&gt;\n",
+       "        \n",
+       "&lt;/body&gt;\n",
+       "&lt;script&gt;\n",
+       "    \n",
+       "    \n",
+       "            var map_f27d377dee306cec5799e73ea4cb2846 = L.map(\n",
+       "                &quot;map_f27d377dee306cec5799e73ea4cb2846&quot;,\n",
+       "                {\n",
+       "                    center: [32.7769750005, -79.93520663],\n",
+       "                    crs: L.CRS.EPSG3857,\n",
+       "                    zoom: 10,\n",
+       "                    zoomControl: true,\n",
+       "                    preferCanvas: false,\n",
+       "                }\n",
+       "            );\n",
+       "            L.control.scale().addTo(map_f27d377dee306cec5799e73ea4cb2846);\n",
+       "\n",
+       "            \n",
+       "\n",
+       "        \n",
+       "    \n",
+       "            var tile_layer_aa7c82b445392d478148ebb18824cf0c = L.tileLayer(\n",
+       "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
+       "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
+       "            ).addTo(map_f27d377dee306cec5799e73ea4cb2846);\n",
+       "        \n",
+       "    \n",
+       "            map_f27d377dee306cec5799e73ea4cb2846.fitBounds(\n",
+       "                [[32.769791258, -79.94603104], [32.784158743, -79.92438222]],\n",
+       "                {}\n",
+       "            );\n",
+       "        \n",
+       "    \n",
+       "        function geo_json_2ff9f7c38c2a568d4369dceb731dea06_styler(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                case &quot;0&quot;: case &quot;4&quot;: case &quot;8&quot;: case &quot;14&quot;: case &quot;33&quot;: case &quot;39&quot;: case &quot;41&quot;: case &quot;59&quot;: case &quot;60&quot;: case &quot;61&quot;: case &quot;62&quot;: case &quot;63&quot;: case &quot;98&quot;: case &quot;99&quot;: case &quot;122&quot;: case &quot;146&quot;: case &quot;149&quot;: case &quot;159&quot;: case &quot;160&quot;: case &quot;161&quot;: case &quot;162&quot;: case &quot;164&quot;: case &quot;165&quot;: case &quot;184&quot;: case &quot;193&quot;: case &quot;197&quot;: case &quot;218&quot;: case &quot;219&quot;: case &quot;220&quot;: case &quot;222&quot;: case &quot;260&quot;: case &quot;310&quot;: case &quot;313&quot;: case &quot;314&quot;: case &quot;315&quot;: case &quot;370&quot;: case &quot;371&quot;: case &quot;373&quot;: case &quot;476&quot;: case &quot;478&quot;: case &quot;481&quot;: case &quot;482&quot;: case &quot;486&quot;: case &quot;488&quot;: case &quot;497&quot;: case &quot;507&quot;: case &quot;530&quot;: case &quot;536&quot;: case &quot;556&quot;: case &quot;568&quot;: case &quot;582&quot;: case &quot;585&quot;: case &quot;605&quot;: case &quot;608&quot;: case &quot;610&quot;: case &quot;611&quot;: case &quot;637&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;694&quot;: case &quot;695&quot;: case &quot;701&quot;: case &quot;702&quot;: case &quot;722&quot;: case &quot;734&quot;: case &quot;768&quot;: case &quot;843&quot;: case &quot;844&quot;: case &quot;846&quot;: case &quot;848&quot;: case &quot;862&quot;: case &quot;863&quot;: case &quot;872&quot;: case &quot;874&quot;: case &quot;875&quot;: case &quot;881&quot;: case &quot;892&quot;: case &quot;893&quot;: case &quot;895&quot;: case &quot;929&quot;: case &quot;931&quot;: case &quot;932&quot;: case &quot;933&quot;: case &quot;1071&quot;: case &quot;1182&quot;: case &quot;1183&quot;: case &quot;1186&quot;: case &quot;1197&quot;: case &quot;1198&quot;: case &quot;1210&quot;: case &quot;1235&quot;: case &quot;1240&quot;: case &quot;1241&quot;: case &quot;1253&quot;: case &quot;1418&quot;: case &quot;1420&quot;: case &quot;1421&quot;: case &quot;1433&quot;: case &quot;1434&quot;: case &quot;1435&quot;: case &quot;1436&quot;: case &quot;1437&quot;: case &quot;1438&quot;: case &quot;1439&quot;: case &quot;1447&quot;: case &quot;1448&quot;: case &quot;1449&quot;: case &quot;1450&quot;: case &quot;1458&quot;: case &quot;1459&quot;: case &quot;1460&quot;: case &quot;1464&quot;: case &quot;1466&quot;: case &quot;1476&quot;: case &quot;1489&quot;: case &quot;1492&quot;: case &quot;1493&quot;: case &quot;1494&quot;: case &quot;1528&quot;: case &quot;1529&quot;: case &quot;1530&quot;: case &quot;1531&quot;: case &quot;1534&quot;: case &quot;1535&quot;: case &quot;1536&quot;: case &quot;1537&quot;: case &quot;1538&quot;: case &quot;1631&quot;: case &quot;1633&quot;: case &quot;1746&quot;: case &quot;1774&quot;: case &quot;1776&quot;: case &quot;1778&quot;: case &quot;1779&quot;: case &quot;1785&quot;: case &quot;1786&quot;: case &quot;1787&quot;: case &quot;1788&quot;: case &quot;1789&quot;: case &quot;1790&quot;: case &quot;1791&quot;: case &quot;1792&quot;: case &quot;1793&quot;: case &quot;1794&quot;: case &quot;1802&quot;: case &quot;1803&quot;: case &quot;1804&quot;: case &quot;1808&quot;: case &quot;1820&quot;: case &quot;1821&quot;: case &quot;1822&quot;: case &quot;1850&quot;: case &quot;1851&quot;: case &quot;1853&quot;: case &quot;1854&quot;: case &quot;1855&quot;: case &quot;1860&quot;: case &quot;1861&quot;: case &quot;1863&quot;: case &quot;1878&quot;: case &quot;1998&quot;: case &quot;2000&quot;: case &quot;2015&quot;: case &quot;2016&quot;: case &quot;2019&quot;: case &quot;2070&quot;: case &quot;2078&quot;: case &quot;2093&quot;: case &quot;2100&quot;: case &quot;2121&quot;: case &quot;2123&quot;: case &quot;2156&quot;: case &quot;2191&quot;: case &quot;2192&quot;: case &quot;2241&quot;: case &quot;2247&quot;: case &quot;2366&quot;: case &quot;2369&quot;: case &quot;2393&quot;: case &quot;2406&quot;: case &quot;2407&quot;: case &quot;2408&quot;: case &quot;2409&quot;: case &quot;2410&quot;: case &quot;2411&quot;: case &quot;2430&quot;: case &quot;2431&quot;: case &quot;2475&quot;: case &quot;2476&quot;: case &quot;2477&quot;: case &quot;2484&quot;: case &quot;2486&quot;: case &quot;2487&quot;: case &quot;2490&quot;: case &quot;2505&quot;: case &quot;2509&quot;: case &quot;2527&quot;: case &quot;2528&quot;: case &quot;2534&quot;: case &quot;2544&quot;: case &quot;2545&quot;: case &quot;2546&quot;: case &quot;2547&quot;: case &quot;2563&quot;: case &quot;2564&quot;: case &quot;2565&quot;: case &quot;2577&quot;: case &quot;2585&quot;: case &quot;2586&quot;: case &quot;2614&quot;: case &quot;2678&quot;: case &quot;2680&quot;: case &quot;2681&quot;: case &quot;2735&quot;: case &quot;2736&quot;: case &quot;2740&quot;: case &quot;2741&quot;: case &quot;2747&quot;: case &quot;2748&quot;: case &quot;2750&quot;: case &quot;2752&quot;: case &quot;2754&quot;: case &quot;2755&quot;: case &quot;2756&quot;: case &quot;2861&quot;: case &quot;2956&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#c7c7c7&quot;, &quot;fillColor&quot;: &quot;#c7c7c7&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;1&quot;: case &quot;5&quot;: case &quot;9&quot;: case &quot;29&quot;: case &quot;34&quot;: case &quot;35&quot;: case &quot;37&quot;: case &quot;97&quot;: case &quot;110&quot;: case &quot;111&quot;: case &quot;119&quot;: case &quot;120&quot;: case &quot;121&quot;: case &quot;133&quot;: case &quot;134&quot;: case &quot;135&quot;: case &quot;136&quot;: case &quot;138&quot;: case &quot;145&quot;: case &quot;148&quot;: case &quot;150&quot;: case &quot;154&quot;: case &quot;156&quot;: case &quot;157&quot;: case &quot;158&quot;: case &quot;182&quot;: case &quot;183&quot;: case &quot;185&quot;: case &quot;186&quot;: case &quot;221&quot;: case &quot;273&quot;: case &quot;274&quot;: case &quot;306&quot;: case &quot;307&quot;: case &quot;319&quot;: case &quot;320&quot;: case &quot;372&quot;: case &quot;463&quot;: case &quot;475&quot;: case &quot;477&quot;: case &quot;479&quot;: case &quot;480&quot;: case &quot;496&quot;: case &quot;527&quot;: case &quot;529&quot;: case &quot;531&quot;: case &quot;538&quot;: case &quot;539&quot;: case &quot;551&quot;: case &quot;552&quot;: case &quot;555&quot;: case &quot;562&quot;: case &quot;584&quot;: case &quot;594&quot;: case &quot;601&quot;: case &quot;602&quot;: case &quot;603&quot;: case &quot;604&quot;: case &quot;609&quot;: case &quot;639&quot;: case &quot;640&quot;: case &quot;642&quot;: case &quot;643&quot;: case &quot;644&quot;: case &quot;645&quot;: case &quot;646&quot;: case &quot;690&quot;: case &quot;691&quot;: case &quot;692&quot;: case &quot;693&quot;: case &quot;700&quot;: case &quot;703&quot;: case &quot;704&quot;: case &quot;705&quot;: case &quot;712&quot;: case &quot;713&quot;: case &quot;714&quot;: case &quot;715&quot;: case &quot;723&quot;: case &quot;724&quot;: case &quot;733&quot;: case &quot;814&quot;: case &quot;821&quot;: case &quot;822&quot;: case &quot;823&quot;: case &quot;824&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;835&quot;: case &quot;836&quot;: case &quot;837&quot;: case &quot;838&quot;: case &quot;840&quot;: case &quot;841&quot;: case &quot;842&quot;: case &quot;845&quot;: case &quot;847&quot;: case &quot;849&quot;: case &quot;864&quot;: case &quot;871&quot;: case &quot;876&quot;: case &quot;894&quot;: case &quot;916&quot;: case &quot;924&quot;: case &quot;925&quot;: case &quot;928&quot;: case &quot;930&quot;: case &quot;1064&quot;: case &quot;1065&quot;: case &quot;1092&quot;: case &quot;1094&quot;: case &quot;1104&quot;: case &quot;1108&quot;: case &quot;1109&quot;: case &quot;1168&quot;: case &quot;1184&quot;: case &quot;1185&quot;: case &quot;1188&quot;: case &quot;1189&quot;: case &quot;1190&quot;: case &quot;1207&quot;: case &quot;1215&quot;: case &quot;1219&quot;: case &quot;1220&quot;: case &quot;1221&quot;: case &quot;1223&quot;: case &quot;1228&quot;: case &quot;1229&quot;: case &quot;1230&quot;: case &quot;1234&quot;: case &quot;1236&quot;: case &quot;1237&quot;: case &quot;1238&quot;: case &quot;1239&quot;: case &quot;1244&quot;: case &quot;1265&quot;: case &quot;1266&quot;: case &quot;1267&quot;: case &quot;1268&quot;: case &quot;1269&quot;: case &quot;1270&quot;: case &quot;1271&quot;: case &quot;1275&quot;: case &quot;1276&quot;: case &quot;1277&quot;: case &quot;1296&quot;: case &quot;1416&quot;: case &quot;1417&quot;: case &quot;1419&quot;: case &quot;1487&quot;: case &quot;1488&quot;: case &quot;1490&quot;: case &quot;1491&quot;: case &quot;1521&quot;: case &quot;1522&quot;: case &quot;1523&quot;: case &quot;1524&quot;: case &quot;1525&quot;: case &quot;1526&quot;: case &quot;1527&quot;: case &quot;1544&quot;: case &quot;1545&quot;: case &quot;1546&quot;: case &quot;1548&quot;: case &quot;1632&quot;: case &quot;1745&quot;: case &quot;1773&quot;: case &quot;1775&quot;: case &quot;1777&quot;: case &quot;1780&quot;: case &quot;1852&quot;: case &quot;1856&quot;: case &quot;1857&quot;: case &quot;1858&quot;: case &quot;1859&quot;: case &quot;1864&quot;: case &quot;1865&quot;: case &quot;1866&quot;: case &quot;1867&quot;: case &quot;1868&quot;: case &quot;1877&quot;: case &quot;1879&quot;: case &quot;1888&quot;: case &quot;1889&quot;: case &quot;1890&quot;: case &quot;1999&quot;: case &quot;2012&quot;: case &quot;2013&quot;: case &quot;2014&quot;: case &quot;2018&quot;: case &quot;2026&quot;: case &quot;2027&quot;: case &quot;2071&quot;: case &quot;2072&quot;: case &quot;2077&quot;: case &quot;2079&quot;: case &quot;2080&quot;: case &quot;2081&quot;: case &quot;2082&quot;: case &quot;2085&quot;: case &quot;2086&quot;: case &quot;2094&quot;: case &quot;2098&quot;: case &quot;2116&quot;: case &quot;2117&quot;: case &quot;2118&quot;: case &quot;2131&quot;: case &quot;2172&quot;: case &quot;2175&quot;: case &quot;2188&quot;: case &quot;2189&quot;: case &quot;2193&quot;: case &quot;2194&quot;: case &quot;2221&quot;: case &quot;2350&quot;: case &quot;2351&quot;: case &quot;2352&quot;: case &quot;2353&quot;: case &quot;2354&quot;: case &quot;2356&quot;: case &quot;2359&quot;: case &quot;2360&quot;: case &quot;2361&quot;: case &quot;2362&quot;: case &quot;2363&quot;: case &quot;2364&quot;: case &quot;2365&quot;: case &quot;2392&quot;: case &quot;2394&quot;: case &quot;2395&quot;: case &quot;2396&quot;: case &quot;2397&quot;: case &quot;2398&quot;: case &quot;2399&quot;: case &quot;2400&quot;: case &quot;2401&quot;: case &quot;2412&quot;: case &quot;2415&quot;: case &quot;2474&quot;: case &quot;2485&quot;: case &quot;2488&quot;: case &quot;2491&quot;: case &quot;2492&quot;: case &quot;2493&quot;: case &quot;2494&quot;: case &quot;2495&quot;: case &quot;2506&quot;: case &quot;2507&quot;: case &quot;2508&quot;: case &quot;2510&quot;: case &quot;2511&quot;: case &quot;2525&quot;: case &quot;2526&quot;: case &quot;2529&quot;: case &quot;2530&quot;: case &quot;2531&quot;: case &quot;2532&quot;: case &quot;2533&quot;: case &quot;2679&quot;: case &quot;2734&quot;: case &quot;2767&quot;: case &quot;2768&quot;: case &quot;2769&quot;: case &quot;2862&quot;: case &quot;2863&quot;: case &quot;2864&quot;: case &quot;2990&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#bcbd22&quot;, &quot;fillColor&quot;: &quot;#bcbd22&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2&quot;: case &quot;3&quot;: case &quot;20&quot;: case &quot;23&quot;: case &quot;30&quot;: case &quot;31&quot;: case &quot;32&quot;: case &quot;38&quot;: case &quot;40&quot;: case &quot;55&quot;: case &quot;71&quot;: case &quot;77&quot;: case &quot;87&quot;: case &quot;88&quot;: case &quot;107&quot;: case &quot;108&quot;: case &quot;109&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;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;137&quot;: case &quot;139&quot;: case &quot;140&quot;: case &quot;142&quot;: case &quot;151&quot;: case &quot;152&quot;: case &quot;153&quot;: case &quot;163&quot;: case &quot;175&quot;: case &quot;190&quot;: case &quot;191&quot;: case &quot;192&quot;: case &quot;195&quot;: case &quot;196&quot;: case &quot;199&quot;: case &quot;200&quot;: case &quot;201&quot;: case &quot;211&quot;: case &quot;231&quot;: case &quot;234&quot;: case &quot;235&quot;: case &quot;272&quot;: case &quot;284&quot;: case &quot;285&quot;: case &quot;286&quot;: case &quot;287&quot;: case &quot;295&quot;: case &quot;305&quot;: case &quot;501&quot;: case &quot;502&quot;: case &quot;504&quot;: case &quot;506&quot;: case &quot;514&quot;: case &quot;515&quot;: case &quot;523&quot;: case &quot;528&quot;: case &quot;533&quot;: case &quot;534&quot;: case &quot;535&quot;: case &quot;537&quot;: case &quot;549&quot;: case &quot;550&quot;: case &quot;563&quot;: case &quot;567&quot;: case &quot;573&quot;: case &quot;576&quot;: case &quot;583&quot;: case &quot;589&quot;: case &quot;593&quot;: case &quot;606&quot;: case &quot;607&quot;: case &quot;625&quot;: case &quot;630&quot;: case &quot;631&quot;: case &quot;638&quot;: case &quot;659&quot;: case &quot;662&quot;: case &quot;666&quot;: case &quot;669&quot;: case &quot;706&quot;: case &quot;707&quot;: case &quot;708&quot;: case &quot;709&quot;: case &quot;710&quot;: case &quot;716&quot;: case &quot;717&quot;: case &quot;718&quot;: case &quot;719&quot;: case &quot;720&quot;: case &quot;721&quot;: case &quot;725&quot;: case &quot;726&quot;: case &quot;727&quot;: case &quot;728&quot;: case &quot;729&quot;: case &quot;730&quot;: case &quot;732&quot;: case &quot;737&quot;: case &quot;744&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;758&quot;: case &quot;759&quot;: case &quot;760&quot;: case &quot;761&quot;: case &quot;762&quot;: case &quot;763&quot;: case &quot;765&quot;: case &quot;766&quot;: case &quot;793&quot;: case &quot;794&quot;: case &quot;795&quot;: case &quot;803&quot;: case &quot;805&quot;: case &quot;806&quot;: case &quot;809&quot;: case &quot;810&quot;: case &quot;811&quot;: case &quot;812&quot;: case &quot;839&quot;: case &quot;852&quot;: case &quot;853&quot;: case &quot;857&quot;: case &quot;882&quot;: case &quot;926&quot;: case &quot;927&quot;: case &quot;1093&quot;: case &quot;1095&quot;: case &quot;1096&quot;: case &quot;1101&quot;: case &quot;1102&quot;: case &quot;1103&quot;: case &quot;1105&quot;: case &quot;1121&quot;: case &quot;1123&quot;: case &quot;1125&quot;: case &quot;1129&quot;: case &quot;1155&quot;: case &quot;1156&quot;: case &quot;1173&quot;: case &quot;1181&quot;: case &quot;1187&quot;: case &quot;1195&quot;: case &quot;1204&quot;: case &quot;1213&quot;: case &quot;1222&quot;: case &quot;1224&quot;: case &quot;1225&quot;: case &quot;1226&quot;: case &quot;1227&quot;: case &quot;1233&quot;: case &quot;1242&quot;: case &quot;1243&quot;: case &quot;1245&quot;: case &quot;1246&quot;: case &quot;1247&quot;: case &quot;1248&quot;: case &quot;1249&quot;: case &quot;1250&quot;: case &quot;1251&quot;: case &quot;1252&quot;: case &quot;1254&quot;: case &quot;1255&quot;: case &quot;1272&quot;: case &quot;1273&quot;: case &quot;1294&quot;: case &quot;1295&quot;: case &quot;1318&quot;: case &quot;1371&quot;: case &quot;1374&quot;: case &quot;1375&quot;: case &quot;1395&quot;: case &quot;1408&quot;: case &quot;1409&quot;: case &quot;1410&quot;: case &quot;1414&quot;: case &quot;1415&quot;: case &quot;1422&quot;: case &quot;1423&quot;: case &quot;1424&quot;: case &quot;1425&quot;: case &quot;1427&quot;: case &quot;1431&quot;: case &quot;1432&quot;: case &quot;1443&quot;: case &quot;1444&quot;: case &quot;1445&quot;: case &quot;1446&quot;: case &quot;1451&quot;: case &quot;1452&quot;: case &quot;1453&quot;: case &quot;1454&quot;: case &quot;1456&quot;: case &quot;1457&quot;: case &quot;1465&quot;: case &quot;1471&quot;: case &quot;1472&quot;: case &quot;1499&quot;: case &quot;1504&quot;: case &quot;1507&quot;: case &quot;1508&quot;: case &quot;1510&quot;: case &quot;1516&quot;: case &quot;1862&quot;: case &quot;1869&quot;: case &quot;1870&quot;: case &quot;1871&quot;: case &quot;1872&quot;: case &quot;1873&quot;: case &quot;1874&quot;: case &quot;1875&quot;: case &quot;1880&quot;: case &quot;1881&quot;: case &quot;1882&quot;: case &quot;1883&quot;: case &quot;1884&quot;: case &quot;1885&quot;: case &quot;1886&quot;: case &quot;1887&quot;: case &quot;1896&quot;: case &quot;1897&quot;: case &quot;1898&quot;: case &quot;1899&quot;: case &quot;1900&quot;: case &quot;1901&quot;: case &quot;1902&quot;: case &quot;1903&quot;: case &quot;1904&quot;: case &quot;1914&quot;: case &quot;1915&quot;: case &quot;1918&quot;: case &quot;1926&quot;: case &quot;1929&quot;: case &quot;1930&quot;: case &quot;1931&quot;: case &quot;1939&quot;: case &quot;1945&quot;: case &quot;1946&quot;: case &quot;1958&quot;: case &quot;1959&quot;: case &quot;1960&quot;: case &quot;1961&quot;: case &quot;1962&quot;: case &quot;1972&quot;: case &quot;1979&quot;: case &quot;1980&quot;: case &quot;1981&quot;: case &quot;1991&quot;: case &quot;2037&quot;: case &quot;2038&quot;: case &quot;2073&quot;: case &quot;2074&quot;: case &quot;2075&quot;: case &quot;2076&quot;: case &quot;2083&quot;: case &quot;2084&quot;: case &quot;2087&quot;: case &quot;2088&quot;: case &quot;2092&quot;: case &quot;2097&quot;: case &quot;2099&quot;: case &quot;2103&quot;: case &quot;2107&quot;: case &quot;2108&quot;: case &quot;2109&quot;: case &quot;2113&quot;: case &quot;2114&quot;: case &quot;2119&quot;: case &quot;2122&quot;: case &quot;2137&quot;: case &quot;2159&quot;: case &quot;2160&quot;: case &quot;2162&quot;: case &quot;2170&quot;: case &quot;2171&quot;: case &quot;2173&quot;: case &quot;2349&quot;: case &quot;2355&quot;: case &quot;2357&quot;: case &quot;2358&quot;: case &quot;2367&quot;: case &quot;2368&quot;: case &quot;2370&quot;: case &quot;2371&quot;: case &quot;2372&quot;: case &quot;2373&quot;: case &quot;2374&quot;: case &quot;2375&quot;: case &quot;2376&quot;: case &quot;2377&quot;: case &quot;2413&quot;: case &quot;2414&quot;: case &quot;2416&quot;: case &quot;2417&quot;: case &quot;2418&quot;: case &quot;2470&quot;: case &quot;2471&quot;: case &quot;2472&quot;: case &quot;2473&quot;: case &quot;2489&quot;: case &quot;2496&quot;: case &quot;2497&quot;: case &quot;2498&quot;: case &quot;2499&quot;: case &quot;2500&quot;: case &quot;2501&quot;: case &quot;2503&quot;: case &quot;2504&quot;: case &quot;2514&quot;: case &quot;2515&quot;: case &quot;2516&quot;: case &quot;2517&quot;: case &quot;2518&quot;: case &quot;2519&quot;: case &quot;2520&quot;: case &quot;2521&quot;: case &quot;2522&quot;: case &quot;2523&quot;: case &quot;2524&quot;: case &quot;2535&quot;: case &quot;2538&quot;: case &quot;2540&quot;: case &quot;2542&quot;: case &quot;2552&quot;: case &quot;2557&quot;: case &quot;2562&quot;: case &quot;2572&quot;: case &quot;2573&quot;: case &quot;2574&quot;: case &quot;2582&quot;: case &quot;2583&quot;: case &quot;2584&quot;: case &quot;2587&quot;: case &quot;2588&quot;: case &quot;2603&quot;: case &quot;2604&quot;: case &quot;2621&quot;: case &quot;2622&quot;: case &quot;2638&quot;: case &quot;2659&quot;: case &quot;2660&quot;: case &quot;2700&quot;: case &quot;2701&quot;: case &quot;2702&quot;: case &quot;2705&quot;: case &quot;2706&quot;: case &quot;2707&quot;: case &quot;2708&quot;: case &quot;2709&quot;: case &quot;2716&quot;: case &quot;2717&quot;: case &quot;2723&quot;: case &quot;2724&quot;: case &quot;2727&quot;: case &quot;2728&quot;: case &quot;2729&quot;: case &quot;2730&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#dbdb8d&quot;, &quot;fillColor&quot;: &quot;#dbdb8d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;6&quot;: case &quot;7&quot;: case &quot;16&quot;: case &quot;19&quot;: case &quot;25&quot;: case &quot;56&quot;: case &quot;72&quot;: case &quot;73&quot;: case &quot;74&quot;: case &quot;81&quot;: case &quot;89&quot;: case &quot;90&quot;: case &quot;103&quot;: case &quot;106&quot;: case &quot;123&quot;: case &quot;124&quot;: case &quot;125&quot;: case &quot;141&quot;: case &quot;143&quot;: case &quot;144&quot;: case &quot;170&quot;: case &quot;173&quot;: case &quot;174&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;194&quot;: case &quot;202&quot;: case &quot;203&quot;: case &quot;204&quot;: case &quot;205&quot;: case &quot;206&quot;: case &quot;207&quot;: case &quot;209&quot;: case &quot;210&quot;: case &quot;225&quot;: case &quot;233&quot;: case &quot;236&quot;: case &quot;237&quot;: case &quot;238&quot;: case &quot;239&quot;: case &quot;240&quot;: case &quot;241&quot;: case &quot;245&quot;: case &quot;246&quot;: case &quot;247&quot;: case &quot;248&quot;: case &quot;249&quot;: case &quot;250&quot;: case &quot;251&quot;: case &quot;252&quot;: case &quot;253&quot;: case &quot;255&quot;: case &quot;256&quot;: case &quot;257&quot;: case &quot;258&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;268&quot;: case &quot;269&quot;: case &quot;270&quot;: case &quot;271&quot;: case &quot;275&quot;: case &quot;276&quot;: case &quot;277&quot;: case &quot;278&quot;: case &quot;279&quot;: case &quot;426&quot;: case &quot;436&quot;: case &quot;438&quot;: case &quot;439&quot;: case &quot;440&quot;: case &quot;485&quot;: case &quot;491&quot;: case &quot;503&quot;: case &quot;505&quot;: case &quot;513&quot;: case &quot;518&quot;: case &quot;520&quot;: case &quot;524&quot;: case &quot;554&quot;: case &quot;564&quot;: case &quot;565&quot;: case &quot;574&quot;: case &quot;575&quot;: case &quot;577&quot;: case &quot;578&quot;: case &quot;595&quot;: case &quot;596&quot;: case &quot;597&quot;: case &quot;614&quot;: case &quot;615&quot;: case &quot;616&quot;: case &quot;617&quot;: case &quot;618&quot;: case &quot;624&quot;: case &quot;629&quot;: case &quot;633&quot;: case &quot;634&quot;: case &quot;641&quot;: case &quot;652&quot;: case &quot;657&quot;: case &quot;661&quot;: case &quot;663&quot;: case &quot;667&quot;: case &quot;668&quot;: case &quot;670&quot;: case &quot;671&quot;: case &quot;672&quot;: case &quot;673&quot;: case &quot;674&quot;: case &quot;675&quot;: case &quot;676&quot;: case &quot;677&quot;: case &quot;678&quot;: case &quot;681&quot;: case &quot;683&quot;: case &quot;711&quot;: case &quot;731&quot;: case &quot;738&quot;: case &quot;739&quot;: case &quot;747&quot;: case &quot;748&quot;: case &quot;749&quot;: case &quot;775&quot;: case &quot;776&quot;: case &quot;781&quot;: case &quot;787&quot;: case &quot;788&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;832&quot;: case &quot;833&quot;: case &quot;834&quot;: case &quot;858&quot;: case &quot;859&quot;: case &quot;860&quot;: case &quot;861&quot;: case &quot;886&quot;: case &quot;887&quot;: case &quot;897&quot;: case &quot;900&quot;: case &quot;902&quot;: case &quot;905&quot;: case &quot;908&quot;: case &quot;911&quot;: case &quot;912&quot;: case &quot;913&quot;: case &quot;914&quot;: case &quot;915&quot;: case &quot;917&quot;: case &quot;918&quot;: case &quot;919&quot;: case &quot;920&quot;: case &quot;921&quot;: case &quot;942&quot;: case &quot;943&quot;: case &quot;1090&quot;: case &quot;1097&quot;: case &quot;1099&quot;: case &quot;1100&quot;: case &quot;1106&quot;: case &quot;1126&quot;: case &quot;1130&quot;: case &quot;1135&quot;: case &quot;1139&quot;: case &quot;1141&quot;: case &quot;1142&quot;: case &quot;1145&quot;: case &quot;1169&quot;: case &quot;1170&quot;: case &quot;1171&quot;: case &quot;1172&quot;: case &quot;1174&quot;: case &quot;1175&quot;: case &quot;1179&quot;: case &quot;1208&quot;: case &quot;1209&quot;: case &quot;1216&quot;: case &quot;1218&quot;: case &quot;1260&quot;: case &quot;1261&quot;: case &quot;1262&quot;: case &quot;1263&quot;: case &quot;1264&quot;: case &quot;1274&quot;: case &quot;1278&quot;: case &quot;1279&quot;: case &quot;1280&quot;: case &quot;1281&quot;: case &quot;1282&quot;: case &quot;1283&quot;: case &quot;1284&quot;: case &quot;1285&quot;: case &quot;1286&quot;: case &quot;1287&quot;: case &quot;1288&quot;: case &quot;1289&quot;: case &quot;1290&quot;: case &quot;1291&quot;: case &quot;1292&quot;: case &quot;1293&quot;: case &quot;1297&quot;: case &quot;1298&quot;: case &quot;1299&quot;: case &quot;1300&quot;: case &quot;1301&quot;: case &quot;1302&quot;: case &quot;1303&quot;: case &quot;1304&quot;: case &quot;1305&quot;: case &quot;1306&quot;: case &quot;1307&quot;: case &quot;1308&quot;: case &quot;1309&quot;: case &quot;1310&quot;: case &quot;1311&quot;: case &quot;1312&quot;: case &quot;1313&quot;: case &quot;1314&quot;: case &quot;1315&quot;: case &quot;1316&quot;: case &quot;1317&quot;: case &quot;1319&quot;: case &quot;1320&quot;: case &quot;1322&quot;: case &quot;1327&quot;: case &quot;1328&quot;: case &quot;1329&quot;: case &quot;1330&quot;: case &quot;1331&quot;: case &quot;1332&quot;: case &quot;1336&quot;: case &quot;1338&quot;: case &quot;1339&quot;: case &quot;1342&quot;: case &quot;1343&quot;: case &quot;1344&quot;: case &quot;1345&quot;: case &quot;1346&quot;: case &quot;1347&quot;: case &quot;1348&quot;: case &quot;1349&quot;: case &quot;1350&quot;: case &quot;1351&quot;: case &quot;1352&quot;: case &quot;1353&quot;: case &quot;1354&quot;: case &quot;1355&quot;: case &quot;1356&quot;: case &quot;1357&quot;: case &quot;1359&quot;: case &quot;1362&quot;: case &quot;1363&quot;: case &quot;1364&quot;: case &quot;1366&quot;: case &quot;1372&quot;: case &quot;1373&quot;: case &quot;1379&quot;: case &quot;1384&quot;: case &quot;1385&quot;: case &quot;1386&quot;: case &quot;1390&quot;: case &quot;1391&quot;: case &quot;1393&quot;: case &quot;1397&quot;: case &quot;1398&quot;: case &quot;1399&quot;: case &quot;1400&quot;: case &quot;1401&quot;: case &quot;1403&quot;: case &quot;1404&quot;: case &quot;1405&quot;: case &quot;1406&quot;: case &quot;1426&quot;: case &quot;1428&quot;: case &quot;1429&quot;: case &quot;1430&quot;: case &quot;1467&quot;: case &quot;1468&quot;: case &quot;1469&quot;: case &quot;1470&quot;: case &quot;1484&quot;: case &quot;1485&quot;: case &quot;1486&quot;: case &quot;1515&quot;: case &quot;1708&quot;: case &quot;1715&quot;: case &quot;1809&quot;: case &quot;1810&quot;: case &quot;1811&quot;: case &quot;1812&quot;: case &quot;1813&quot;: case &quot;1814&quot;: case &quot;1815&quot;: case &quot;1816&quot;: case &quot;1817&quot;: case &quot;1818&quot;: case &quot;1819&quot;: case &quot;1824&quot;: case &quot;1839&quot;: case &quot;1847&quot;: case &quot;1849&quot;: case &quot;1876&quot;: case &quot;1910&quot;: case &quot;1911&quot;: case &quot;1912&quot;: case &quot;1935&quot;: case &quot;1937&quot;: case &quot;1944&quot;: case &quot;1948&quot;: case &quot;1949&quot;: case &quot;1950&quot;: case &quot;2017&quot;: case &quot;2020&quot;: case &quot;2021&quot;: case &quot;2023&quot;: case &quot;2024&quot;: case &quot;2025&quot;: case &quot;2041&quot;: case &quot;2043&quot;: case &quot;2045&quot;: case &quot;2051&quot;: case &quot;2069&quot;: case &quot;2089&quot;: case &quot;2090&quot;: case &quot;2091&quot;: case &quot;2095&quot;: case &quot;2096&quot;: case &quot;2110&quot;: case &quot;2115&quot;: case &quot;2124&quot;: case &quot;2125&quot;: case &quot;2126&quot;: case &quot;2132&quot;: case &quot;2138&quot;: case &quot;2139&quot;: case &quot;2140&quot;: case &quot;2141&quot;: case &quot;2142&quot;: case &quot;2143&quot;: case &quot;2145&quot;: case &quot;2146&quot;: case &quot;2149&quot;: case &quot;2150&quot;: case &quot;2151&quot;: case &quot;2152&quot;: case &quot;2153&quot;: case &quot;2154&quot;: case &quot;2155&quot;: case &quot;2157&quot;: case &quot;2158&quot;: case &quot;2263&quot;: case &quot;2264&quot;: case &quot;2265&quot;: case &quot;2268&quot;: case &quot;2269&quot;: case &quot;2270&quot;: case &quot;2271&quot;: case &quot;2272&quot;: case &quot;2273&quot;: case &quot;2274&quot;: case &quot;2275&quot;: case &quot;2276&quot;: case &quot;2277&quot;: case &quot;2278&quot;: case &quot;2279&quot;: case &quot;2280&quot;: case &quot;2281&quot;: case &quot;2293&quot;: case &quot;2294&quot;: case &quot;2295&quot;: case &quot;2296&quot;: case &quot;2297&quot;: case &quot;2298&quot;: case &quot;2299&quot;: case &quot;2382&quot;: case &quot;2383&quot;: case &quot;2384&quot;: case &quot;2385&quot;: case &quot;2386&quot;: case &quot;2387&quot;: case &quot;2388&quot;: case &quot;2389&quot;: case &quot;2390&quot;: case &quot;2391&quot;: case &quot;2405&quot;: case &quot;2419&quot;: case &quot;2420&quot;: case &quot;2421&quot;: case &quot;2422&quot;: case &quot;2423&quot;: case &quot;2424&quot;: case &quot;2425&quot;: case &quot;2427&quot;: case &quot;2429&quot;: case &quot;2434&quot;: case &quot;2435&quot;: case &quot;2436&quot;: case &quot;2437&quot;: case &quot;2438&quot;: case &quot;2439&quot;: case &quot;2440&quot;: case &quot;2441&quot;: case &quot;2442&quot;: case &quot;2443&quot;: case &quot;2444&quot;: case &quot;2445&quot;: case &quot;2446&quot;: case &quot;2447&quot;: case &quot;2448&quot;: case &quot;2449&quot;: case &quot;2450&quot;: case &quot;2451&quot;: case &quot;2452&quot;: case &quot;2453&quot;: case &quot;2454&quot;: case &quot;2455&quot;: case &quot;2456&quot;: case &quot;2457&quot;: case &quot;2458&quot;: case &quot;2459&quot;: case &quot;2460&quot;: case &quot;2461&quot;: case &quot;2462&quot;: case &quot;2463&quot;: case &quot;2464&quot;: case &quot;2465&quot;: case &quot;2466&quot;: case &quot;2467&quot;: case &quot;2468&quot;: case &quot;2469&quot;: case &quot;2478&quot;: case &quot;2479&quot;: case &quot;2480&quot;: case &quot;2481&quot;: case &quot;2502&quot;: case &quot;2512&quot;: case &quot;2513&quot;: case &quot;2536&quot;: case &quot;2537&quot;: case &quot;2539&quot;: case &quot;2541&quot;: case &quot;2543&quot;: case &quot;2558&quot;: case &quot;2561&quot;: case &quot;2566&quot;: case &quot;2575&quot;: case &quot;2581&quot;: case &quot;2589&quot;: case &quot;2590&quot;: case &quot;2591&quot;: case &quot;2593&quot;: case &quot;2594&quot;: case &quot;2595&quot;: case &quot;2596&quot;: case &quot;2597&quot;: case &quot;2598&quot;: case &quot;2599&quot;: case &quot;2600&quot;: case &quot;2628&quot;: case &quot;2630&quot;: case &quot;2631&quot;: case &quot;2632&quot;: case &quot;2639&quot;: case &quot;2640&quot;: case &quot;2641&quot;: case &quot;2642&quot;: case &quot;2643&quot;: case &quot;2644&quot;: case &quot;2645&quot;: case &quot;2646&quot;: case &quot;2647&quot;: case &quot;2648&quot;: case &quot;2651&quot;: case &quot;2652&quot;: case &quot;2653&quot;: case &quot;2654&quot;: case &quot;2658&quot;: case &quot;2667&quot;: case &quot;2668&quot;: case &quot;2669&quot;: case &quot;2682&quot;: case &quot;2683&quot;: case &quot;2684&quot;: case &quot;2685&quot;: case &quot;2686&quot;: case &quot;2687&quot;: case &quot;2688&quot;: case &quot;2737&quot;: case &quot;2738&quot;: case &quot;2951&quot;: case &quot;2952&quot;: case &quot;2955&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#d62728&quot;, &quot;fillColor&quot;: &quot;#d62728&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;12&quot;: case &quot;15&quot;: case &quot;17&quot;: case &quot;18&quot;: case &quot;22&quot;: case &quot;36&quot;: case &quot;84&quot;: case &quot;147&quot;: case &quot;155&quot;: case &quot;167&quot;: case &quot;168&quot;: case &quot;169&quot;: case &quot;171&quot;: case &quot;208&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;223&quot;: case &quot;224&quot;: case &quot;227&quot;: case &quot;228&quot;: case &quot;229&quot;: case &quot;230&quot;: case &quot;232&quot;: case &quot;242&quot;: case &quot;243&quot;: case &quot;244&quot;: case &quot;254&quot;: case &quot;259&quot;: case &quot;282&quot;: case &quot;283&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;296&quot;: case &quot;297&quot;: case &quot;303&quot;: case &quot;304&quot;: case &quot;492&quot;: case &quot;498&quot;: case &quot;517&quot;: case &quot;525&quot;: case &quot;526&quot;: case &quot;532&quot;: case &quot;546&quot;: case &quot;547&quot;: case &quot;548&quot;: case &quot;566&quot;: case &quot;571&quot;: case &quot;572&quot;: case &quot;590&quot;: case &quot;591&quot;: case &quot;592&quot;: case &quot;600&quot;: case &quot;619&quot;: case &quot;635&quot;: case &quot;636&quot;: case &quot;656&quot;: case &quot;682&quot;: case &quot;735&quot;: case &quot;736&quot;: case &quot;740&quot;: case &quot;741&quot;: case &quot;742&quot;: case &quot;743&quot;: case &quot;767&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;777&quot;: case &quot;778&quot;: case &quot;779&quot;: case &quot;780&quot;: case &quot;782&quot;: case &quot;783&quot;: case &quot;784&quot;: case &quot;785&quot;: case &quot;790&quot;: case &quot;791&quot;: case &quot;792&quot;: case &quot;796&quot;: case &quot;797&quot;: case &quot;798&quot;: case &quot;799&quot;: case &quot;800&quot;: case &quot;801&quot;: case &quot;802&quot;: case &quot;804&quot;: case &quot;808&quot;: case &quot;854&quot;: case &quot;855&quot;: case &quot;856&quot;: case &quot;898&quot;: case &quot;907&quot;: case &quot;1080&quot;: case &quot;1089&quot;: case &quot;1098&quot;: case &quot;1107&quot;: case &quot;1119&quot;: case &quot;1120&quot;: case &quot;1122&quot;: case &quot;1136&quot;: case &quot;1137&quot;: case &quot;1138&quot;: case &quot;1143&quot;: case &quot;1144&quot;: case &quot;1157&quot;: case &quot;1158&quot;: case &quot;1159&quot;: case &quot;1160&quot;: case &quot;1161&quot;: case &quot;1162&quot;: case &quot;1163&quot;: case &quot;1164&quot;: case &quot;1180&quot;: case &quot;1205&quot;: case &quot;1206&quot;: case &quot;1211&quot;: case &quot;1212&quot;: case &quot;1217&quot;: case &quot;1231&quot;: case &quot;1232&quot;: case &quot;1256&quot;: case &quot;1257&quot;: case &quot;1258&quot;: case &quot;1259&quot;: case &quot;1365&quot;: case &quot;1376&quot;: case &quot;1377&quot;: case &quot;1378&quot;: case &quot;1394&quot;: case &quot;1396&quot;: case &quot;1402&quot;: case &quot;1440&quot;: case &quot;1441&quot;: case &quot;1442&quot;: case &quot;1455&quot;: case &quot;1461&quot;: case &quot;1462&quot;: case &quot;1463&quot;: case &quot;1517&quot;: case &quot;1520&quot;: case &quot;1541&quot;: case &quot;1840&quot;: case &quot;1842&quot;: case &quot;1843&quot;: case &quot;1844&quot;: case &quot;1891&quot;: case &quot;1892&quot;: case &quot;1913&quot;: case &quot;1916&quot;: case &quot;1917&quot;: case &quot;1919&quot;: case &quot;1920&quot;: case &quot;1921&quot;: case &quot;1922&quot;: case &quot;1923&quot;: case &quot;1924&quot;: case &quot;1927&quot;: case &quot;1928&quot;: case &quot;1932&quot;: case &quot;1933&quot;: case &quot;1934&quot;: case &quot;1936&quot;: case &quot;1938&quot;: case &quot;1940&quot;: case &quot;1941&quot;: case &quot;1942&quot;: case &quot;1943&quot;: case &quot;1947&quot;: case &quot;1951&quot;: case &quot;1952&quot;: case &quot;1953&quot;: case &quot;1954&quot;: case &quot;1955&quot;: case &quot;1956&quot;: case &quot;1957&quot;: case &quot;1963&quot;: case &quot;1964&quot;: case &quot;1965&quot;: case &quot;1966&quot;: case &quot;1967&quot;: case &quot;1968&quot;: case &quot;1969&quot;: case &quot;1970&quot;: case &quot;1971&quot;: case &quot;1973&quot;: case &quot;1974&quot;: case &quot;1977&quot;: case &quot;1978&quot;: case &quot;1984&quot;: case &quot;1985&quot;: case &quot;1986&quot;: case &quot;1987&quot;: case &quot;2011&quot;: case &quot;2046&quot;: case &quot;2047&quot;: case &quot;2057&quot;: case &quot;2104&quot;: case &quot;2105&quot;: case &quot;2127&quot;: case &quot;2128&quot;: case &quot;2129&quot;: case &quot;2130&quot;: case &quot;2133&quot;: case &quot;2134&quot;: case &quot;2136&quot;: case &quot;2144&quot;: case &quot;2147&quot;: case &quot;2148&quot;: case &quot;2163&quot;: case &quot;2164&quot;: case &quot;2165&quot;: case &quot;2166&quot;: case &quot;2167&quot;: case &quot;2168&quot;: case &quot;2169&quot;: case &quot;2266&quot;: case &quot;2287&quot;: case &quot;2288&quot;: case &quot;2289&quot;: case &quot;2290&quot;: case &quot;2303&quot;: case &quot;2378&quot;: case &quot;2379&quot;: case &quot;2380&quot;: case &quot;2381&quot;: case &quot;2549&quot;: case &quot;2550&quot;: case &quot;2551&quot;: case &quot;2553&quot;: case &quot;2554&quot;: case &quot;2555&quot;: case &quot;2556&quot;: case &quot;2601&quot;: case &quot;2602&quot;: case &quot;2605&quot;: case &quot;2606&quot;: case &quot;2607&quot;: case &quot;2608&quot;: case &quot;2609&quot;: case &quot;2610&quot;: case &quot;2611&quot;: case &quot;2612&quot;: case &quot;2613&quot;: case &quot;2615&quot;: case &quot;2619&quot;: case &quot;2620&quot;: case &quot;2623&quot;: case &quot;2624&quot;: case &quot;2625&quot;: case &quot;2626&quot;: case &quot;2627&quot;: case &quot;2629&quot;: case &quot;2635&quot;: case &quot;2636&quot;: case &quot;2637&quot;: case &quot;2649&quot;: case &quot;2650&quot;: case &quot;2661&quot;: case &quot;2662&quot;: case &quot;2663&quot;: case &quot;2664&quot;: case &quot;2665&quot;: case &quot;2666&quot;: case &quot;2670&quot;: case &quot;2671&quot;: case &quot;2672&quot;: case &quot;2673&quot;: case &quot;2674&quot;: case &quot;2675&quot;: case &quot;2676&quot;: case &quot;2677&quot;: case &quot;2692&quot;: case &quot;2693&quot;: case &quot;2694&quot;: case &quot;2695&quot;: case &quot;2696&quot;: case &quot;2697&quot;: case &quot;2698&quot;: case &quot;2699&quot;: case &quot;2710&quot;: case &quot;2711&quot;: case &quot;2712&quot;: case &quot;2713&quot;: case &quot;2714&quot;: case &quot;2715&quot;: case &quot;2718&quot;: case &quot;2719&quot;: case &quot;2720&quot;: case &quot;2721&quot;: case &quot;2722&quot;: case &quot;2726&quot;: case &quot;2757&quot;: case &quot;2760&quot;: case &quot;2761&quot;: case &quot;2948&quot;: case &quot;3028&quot;: case &quot;3029&quot;: case &quot;3030&quot;: case &quot;3031&quot;: case &quot;3032&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#9467bd&quot;, &quot;fillColor&quot;: &quot;#9467bd&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;21&quot;: case &quot;499&quot;: case &quot;1154&quot;: case &quot;1411&quot;: case &quot;1412&quot;: case &quot;1413&quot;: case &quot;2050&quot;: case &quot;2056&quot;: case &quot;2135&quot;: case &quot;2161&quot;: case &quot;2633&quot;: case &quot;2634&quot;: case &quot;2703&quot;: case &quot;2704&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#c49c94&quot;, &quot;fillColor&quot;: &quot;#c49c94&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;24&quot;: case &quot;298&quot;: case &quot;299&quot;: case &quot;300&quot;: case &quot;301&quot;: case &quot;500&quot;: case &quot;1845&quot;: case &quot;1906&quot;: case &quot;1975&quot;: case &quot;1976&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#f7b6d2&quot;, &quot;fillColor&quot;: &quot;#f7b6d2&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;26&quot;: case &quot;612&quot;: case &quot;696&quot;: case &quot;697&quot;: case &quot;698&quot;: case &quot;1367&quot;: case &quot;2259&quot;: case &quot;2432&quot;: case &quot;2433&quot;: case &quot;2657&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#1f77b4&quot;, &quot;fillColor&quot;: &quot;#1f77b4&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;27&quot;: case &quot;28&quot;: case &quot;50&quot;: case &quot;51&quot;: case &quot;52&quot;: case &quot;53&quot;: case &quot;54&quot;: case &quot;58&quot;: case &quot;69&quot;: case &quot;86&quot;: case &quot;91&quot;: case &quot;92&quot;: case &quot;172&quot;: case &quot;280&quot;: case &quot;281&quot;: case &quot;331&quot;: case &quot;346&quot;: case &quot;348&quot;: case &quot;349&quot;: case &quot;350&quot;: case &quot;354&quot;: case &quot;355&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;408&quot;: case &quot;416&quot;: case &quot;417&quot;: case &quot;418&quot;: case &quot;433&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;448&quot;: case &quot;449&quot;: case &quot;450&quot;: case &quot;451&quot;: case &quot;456&quot;: case &quot;457&quot;: case &quot;459&quot;: case &quot;484&quot;: case &quot;493&quot;: case &quot;494&quot;: case &quot;544&quot;: case &quot;553&quot;: case &quot;570&quot;: case &quot;580&quot;: case &quot;598&quot;: case &quot;599&quot;: case &quot;613&quot;: case &quot;627&quot;: case &quot;647&quot;: case &quot;648&quot;: case &quot;649&quot;: case &quot;653&quot;: case &quot;654&quot;: case &quot;699&quot;: case &quot;745&quot;: case &quot;746&quot;: case &quot;789&quot;: case &quot;965&quot;: case &quot;966&quot;: case &quot;972&quot;: case &quot;974&quot;: case &quot;979&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;994&quot;: case &quot;996&quot;: case &quot;1000&quot;: case &quot;1001&quot;: case &quot;1002&quot;: case &quot;1003&quot;: case &quot;1004&quot;: case &quot;1005&quot;: case &quot;1007&quot;: case &quot;1017&quot;: case &quot;1019&quot;: case &quot;1027&quot;: case &quot;1028&quot;: case &quot;1037&quot;: case &quot;1038&quot;: case &quot;1039&quot;: case &quot;1040&quot;: case &quot;1041&quot;: case &quot;1042&quot;: case &quot;1043&quot;: case &quot;1044&quot;: case &quot;1045&quot;: case &quot;1046&quot;: case &quot;1047&quot;: case &quot;1048&quot;: case &quot;1049&quot;: case &quot;1050&quot;: case &quot;1055&quot;: case &quot;1056&quot;: case &quot;1057&quot;: case &quot;1058&quot;: case &quot;1059&quot;: case &quot;1068&quot;: case &quot;1078&quot;: case &quot;1081&quot;: case &quot;1091&quot;: case &quot;1114&quot;: case &quot;1116&quot;: case &quot;1117&quot;: case &quot;1124&quot;: case &quot;1140&quot;: case &quot;1146&quot;: case &quot;1147&quot;: case &quot;1148&quot;: case &quot;1153&quot;: case &quot;1176&quot;: case &quot;1177&quot;: case &quot;1193&quot;: case &quot;1214&quot;: case &quot;1368&quot;: case &quot;1369&quot;: case &quot;1370&quot;: case &quot;1407&quot;: case &quot;1479&quot;: case &quot;1480&quot;: case &quot;1497&quot;: case &quot;1501&quot;: case &quot;1503&quot;: case &quot;1506&quot;: case &quot;1573&quot;: case &quot;1574&quot;: case &quot;1593&quot;: case &quot;1595&quot;: case &quot;1602&quot;: case &quot;1604&quot;: case &quot;1605&quot;: case &quot;1606&quot;: case &quot;1607&quot;: case &quot;1608&quot;: case &quot;1609&quot;: case &quot;1611&quot;: case &quot;1613&quot;: case &quot;1621&quot;: case &quot;1625&quot;: case &quot;1626&quot;: case &quot;1627&quot;: case &quot;1628&quot;: case &quot;1629&quot;: case &quot;1630&quot;: case &quot;1685&quot;: case &quot;1686&quot;: case &quot;1687&quot;: case &quot;1720&quot;: case &quot;1721&quot;: case &quot;1723&quot;: case &quot;1725&quot;: case &quot;1730&quot;: case &quot;1731&quot;: case &quot;1734&quot;: case &quot;1735&quot;: case &quot;1829&quot;: case &quot;1831&quot;: case &quot;2022&quot;: case &quot;2030&quot;: case &quot;2036&quot;: case &quot;2058&quot;: case &quot;2060&quot;: case &quot;2061&quot;: case &quot;2062&quot;: case &quot;2063&quot;: case &quot;2064&quot;: case &quot;2065&quot;: case &quot;2066&quot;: case &quot;2067&quot;: case &quot;2068&quot;: case &quot;2176&quot;: case &quot;2177&quot;: case &quot;2178&quot;: case &quot;2181&quot;: case &quot;2182&quot;: case &quot;2183&quot;: case &quot;2184&quot;: case &quot;2185&quot;: case &quot;2203&quot;: case &quot;2211&quot;: case &quot;2217&quot;: case &quot;2218&quot;: case &quot;2219&quot;: case &quot;2220&quot;: case &quot;2232&quot;: case &quot;2233&quot;: case &quot;2242&quot;: case &quot;2246&quot;: case &quot;2260&quot;: case &quot;2261&quot;: case &quot;2262&quot;: case &quot;2267&quot;: case &quot;2282&quot;: case &quot;2283&quot;: case &quot;2284&quot;: case &quot;2285&quot;: case &quot;2286&quot;: case &quot;2291&quot;: case &quot;2292&quot;: case &quot;2300&quot;: case &quot;2301&quot;: case &quot;2302&quot;: case &quot;2307&quot;: case &quot;2309&quot;: case &quot;2310&quot;: case &quot;2311&quot;: case &quot;2312&quot;: case &quot;2313&quot;: case &quot;2316&quot;: case &quot;2317&quot;: case &quot;2318&quot;: case &quot;2320&quot;: case &quot;2322&quot;: case &quot;2323&quot;: case &quot;2324&quot;: case &quot;2325&quot;: case &quot;2326&quot;: case &quot;2327&quot;: case &quot;2328&quot;: case &quot;2329&quot;: case &quot;2330&quot;: case &quot;2331&quot;: case &quot;2332&quot;: case &quot;2333&quot;: case &quot;2334&quot;: case &quot;2346&quot;: case &quot;2347&quot;: case &quot;2348&quot;: case &quot;2559&quot;: case &quot;2560&quot;: case &quot;2689&quot;: case &quot;2690&quot;: case &quot;2691&quot;: case &quot;2790&quot;: case &quot;2791&quot;: case &quot;2792&quot;: case &quot;2797&quot;: case &quot;2800&quot;: case &quot;2814&quot;: case &quot;2815&quot;: case &quot;2824&quot;: case &quot;2826&quot;: case &quot;2829&quot;: case &quot;2830&quot;: case &quot;2831&quot;: case &quot;2832&quot;: case &quot;2833&quot;: case &quot;2834&quot;: case &quot;2835&quot;: case &quot;2848&quot;: case &quot;2851&quot;: case &quot;2852&quot;: case &quot;2853&quot;: case &quot;2854&quot;: case &quot;2855&quot;: case &quot;2856&quot;: case &quot;2857&quot;: case &quot;2858&quot;: case &quot;2859&quot;: case &quot;2860&quot;: case &quot;2924&quot;: case &quot;2925&quot;: case &quot;2926&quot;: case &quot;2927&quot;: case &quot;2928&quot;: case &quot;2929&quot;: case &quot;2930&quot;: case &quot;2940&quot;: case &quot;2957&quot;: case &quot;2973&quot;: case &quot;2974&quot;: case &quot;2975&quot;: case &quot;2976&quot;: case &quot;2977&quot;: case &quot;2978&quot;: case &quot;2979&quot;: case &quot;2980&quot;: case &quot;3033&quot;: case &quot;3034&quot;: case &quot;3035&quot;: case &quot;3036&quot;: case &quot;3037&quot;: case &quot;3038&quot;: case &quot;3039&quot;: case &quot;3041&quot;: case &quot;3042&quot;: case &quot;3043&quot;: case &quot;3046&quot;: case &quot;3047&quot;: case &quot;3048&quot;: case &quot;3050&quot;: case &quot;3051&quot;: case &quot;3052&quot;: case &quot;3053&quot;: case &quot;3054&quot;: case &quot;3055&quot;: case &quot;3056&quot;: case &quot;3057&quot;: case &quot;3058&quot;: case &quot;3059&quot;: case &quot;3060&quot;: case &quot;3061&quot;: case &quot;3062&quot;: case &quot;3065&quot;: case &quot;3066&quot;: case &quot;3067&quot;: case &quot;3068&quot;: case &quot;3069&quot;: case &quot;3070&quot;: case &quot;3071&quot;: case &quot;3075&quot;: case &quot;3076&quot;: case &quot;3077&quot;: case &quot;3078&quot;: case &quot;3079&quot;: case &quot;3080&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#17becf&quot;, &quot;fillColor&quot;: &quot;#17becf&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;47&quot;: case &quot;57&quot;: case &quot;68&quot;: case &quot;75&quot;: case &quot;316&quot;: case &quot;317&quot;: case &quot;318&quot;: case &quot;325&quot;: case &quot;341&quot;: case &quot;360&quot;: case &quot;399&quot;: case &quot;400&quot;: case &quot;404&quot;: case &quot;406&quot;: case &quot;407&quot;: case &quot;415&quot;: case &quot;464&quot;: case &quot;465&quot;: case &quot;467&quot;: case &quot;508&quot;: case &quot;512&quot;: case &quot;519&quot;: case &quot;586&quot;: case &quot;935&quot;: case &quot;936&quot;: case &quot;937&quot;: case &quot;938&quot;: case &quot;976&quot;: case &quot;978&quot;: case &quot;998&quot;: case &quot;1069&quot;: case &quot;1111&quot;: case &quot;1321&quot;: case &quot;1323&quot;: case &quot;1324&quot;: case &quot;1325&quot;: case &quot;1326&quot;: case &quot;1334&quot;: case &quot;1335&quot;: case &quot;1360&quot;: case &quot;1361&quot;: case &quot;1512&quot;: case &quot;1540&quot;: case &quot;1542&quot;: case &quot;1543&quot;: case &quot;1555&quot;: case &quot;1560&quot;: case &quot;1599&quot;: case &quot;1664&quot;: case &quot;1665&quot;: case &quot;1666&quot;: case &quot;1667&quot;: case &quot;1668&quot;: case &quot;1671&quot;: case &quot;1672&quot;: case &quot;1673&quot;: case &quot;1727&quot;: case &quot;1750&quot;: case &quot;1751&quot;: case &quot;1825&quot;: case &quot;1833&quot;: case &quot;1836&quot;: case &quot;1837&quot;: case &quot;1848&quot;: case &quot;2032&quot;: case &quot;2033&quot;: case &quot;2039&quot;: case &quot;2208&quot;: case &quot;2213&quot;: case &quot;2758&quot;: case &quot;2759&quot;: case &quot;2762&quot;: case &quot;2763&quot;: case &quot;2764&quot;: case &quot;2765&quot;: case &quot;2766&quot;: case &quot;2780&quot;: case &quot;2816&quot;: case &quot;2817&quot;: case &quot;2818&quot;: case &quot;2820&quot;: case &quot;2821&quot;: case &quot;2846&quot;: case &quot;2847&quot;: case &quot;2896&quot;: case &quot;2897&quot;: case &quot;2898&quot;: case &quot;2899&quot;: case &quot;2900&quot;: case &quot;2901&quot;: case &quot;2905&quot;: case &quot;2910&quot;: case &quot;2921&quot;: case &quot;2923&quot;: case &quot;2991&quot;: case &quot;2992&quot;: case &quot;2993&quot;: case &quot;2999&quot;: case &quot;3000&quot;: case &quot;3001&quot;: case &quot;3002&quot;: case &quot;3003&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#2ca02c&quot;, &quot;fillColor&quot;: &quot;#2ca02c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;64&quot;: case &quot;70&quot;: case &quot;82&quot;: case &quot;83&quot;: case &quot;329&quot;: case &quot;337&quot;: case &quot;353&quot;: case &quot;356&quot;: case &quot;384&quot;: case &quot;401&quot;: case &quot;402&quot;: case &quot;403&quot;: case &quot;409&quot;: case &quot;410&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;489&quot;: case &quot;490&quot;: case &quot;516&quot;: case &quot;542&quot;: case &quot;543&quot;: case &quot;558&quot;: case &quot;621&quot;: case &quot;626&quot;: case &quot;628&quot;: case &quot;865&quot;: case &quot;873&quot;: case &quot;883&quot;: case &quot;884&quot;: case &quot;885&quot;: case &quot;953&quot;: case &quot;958&quot;: case &quot;959&quot;: case &quot;960&quot;: case &quot;961&quot;: case &quot;963&quot;: case &quot;964&quot;: case &quot;973&quot;: case &quot;989&quot;: case &quot;990&quot;: case &quot;991&quot;: case &quot;992&quot;: case &quot;993&quot;: case &quot;995&quot;: case &quot;1020&quot;: case &quot;1021&quot;: case &quot;1022&quot;: case &quot;1023&quot;: case &quot;1024&quot;: case &quot;1025&quot;: case &quot;1026&quot;: case &quot;1032&quot;: case &quot;1035&quot;: case &quot;1036&quot;: case &quot;1066&quot;: case &quot;1070&quot;: case &quot;1074&quot;: case &quot;1077&quot;: case &quot;1082&quot;: case &quot;1113&quot;: case &quot;1115&quot;: case &quot;1194&quot;: case &quot;1196&quot;: case &quot;1201&quot;: case &quot;1202&quot;: case &quot;1203&quot;: case &quot;1473&quot;: case &quot;1474&quot;: case &quot;1475&quot;: case &quot;1477&quot;: case &quot;1478&quot;: case &quot;1482&quot;: case &quot;1483&quot;: case &quot;1496&quot;: case &quot;1498&quot;: case &quot;1519&quot;: case &quot;1532&quot;: case &quot;1562&quot;: case &quot;1563&quot;: case &quot;1564&quot;: case &quot;1565&quot;: case &quot;1566&quot;: case &quot;1567&quot;: case &quot;1568&quot;: case &quot;1569&quot;: case &quot;1570&quot;: case &quot;1588&quot;: case &quot;1589&quot;: case &quot;1590&quot;: case &quot;1591&quot;: case &quot;1592&quot;: case &quot;1594&quot;: case &quot;1645&quot;: case &quot;1646&quot;: case &quot;1675&quot;: case &quot;1676&quot;: case &quot;1677&quot;: case &quot;1678&quot;: case &quot;1701&quot;: case &quot;1702&quot;: case &quot;1703&quot;: case &quot;1704&quot;: case &quot;1709&quot;: case &quot;1710&quot;: case &quot;1711&quot;: case &quot;1712&quot;: case &quot;1713&quot;: case &quot;1714&quot;: case &quot;1738&quot;: case &quot;1781&quot;: case &quot;1782&quot;: case &quot;1783&quot;: case &quot;1784&quot;: case &quot;1795&quot;: case &quot;1796&quot;: case &quot;1797&quot;: case &quot;1798&quot;: case &quot;1799&quot;: case &quot;1800&quot;: case &quot;1801&quot;: case &quot;1805&quot;: case &quot;1806&quot;: case &quot;1807&quot;: case &quot;2007&quot;: case &quot;2008&quot;: case &quot;2059&quot;: case &quot;2200&quot;: case &quot;2201&quot;: case &quot;2202&quot;: case &quot;2206&quot;: case &quot;2207&quot;: case &quot;2212&quot;: case &quot;2230&quot;: case &quot;2239&quot;: case &quot;2304&quot;: case &quot;2305&quot;: case &quot;2306&quot;: case &quot;2308&quot;: case &quot;2314&quot;: case &quot;2315&quot;: case &quot;2319&quot;: case &quot;2321&quot;: case &quot;2402&quot;: case &quot;2403&quot;: case &quot;2404&quot;: case &quot;2781&quot;: case &quot;2783&quot;: case &quot;2784&quot;: case &quot;2785&quot;: case &quot;2786&quot;: case &quot;2787&quot;: case &quot;2788&quot;: case &quot;2789&quot;: case &quot;2813&quot;: case &quot;2875&quot;: case &quot;2876&quot;: case &quot;2877&quot;: case &quot;2878&quot;: case &quot;2879&quot;: case &quot;2880&quot;: case &quot;2881&quot;: case &quot;2902&quot;: case &quot;2903&quot;: case &quot;2904&quot;: case &quot;2911&quot;: case &quot;2912&quot;: case &quot;2938&quot;: case &quot;2939&quot;: case &quot;2942&quot;: case &quot;2944&quot;: case &quot;2945&quot;: case &quot;2949&quot;: case &quot;3022&quot;: case &quot;3023&quot;: case &quot;3024&quot;: case &quot;3025&quot;: case &quot;3026&quot;: case &quot;3027&quot;: case &quot;3040&quot;: case &quot;3044&quot;: case &quot;3045&quot;: case &quot;3049&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#7f7f7f&quot;, &quot;fillColor&quot;: &quot;#7f7f7f&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;66&quot;: case &quot;76&quot;: case &quot;80&quot;: case &quot;308&quot;: case &quot;309&quot;: case &quot;311&quot;: case &quot;328&quot;: case &quot;330&quot;: case &quot;374&quot;: case &quot;411&quot;: case &quot;419&quot;: case &quot;458&quot;: case &quot;581&quot;: case &quot;623&quot;: case &quot;651&quot;: case &quot;655&quot;: case &quot;899&quot;: case &quot;954&quot;: case &quot;955&quot;: case &quot;962&quot;: case &quot;975&quot;: case &quot;997&quot;: case &quot;1029&quot;: case &quot;1030&quot;: case &quot;1031&quot;: case &quot;1079&quot;: case &quot;1110&quot;: case &quot;1134&quot;: case &quot;1191&quot;: case &quot;1481&quot;: case &quot;1518&quot;: case &quot;1533&quot;: case &quot;1688&quot;: case &quot;1689&quot;: case &quot;1690&quot;: case &quot;1691&quot;: case &quot;1692&quot;: case &quot;1693&quot;: case &quot;1736&quot;: case &quot;1737&quot;: case &quot;2003&quot;: case &quot;2009&quot;: case &quot;2180&quot;: case &quot;2199&quot;: case &quot;2234&quot;: case &quot;2235&quot;: case &quot;2236&quot;: case &quot;2237&quot;: case &quot;2482&quot;: case &quot;2483&quot;: case &quot;2742&quot;: case &quot;2743&quot;: case &quot;2744&quot;: case &quot;2745&quot;: case &quot;2746&quot;: case &quot;2782&quot;: case &quot;2885&quot;: case &quot;2931&quot;: case &quot;2932&quot;: case &quot;2933&quot;: case &quot;2982&quot;: case &quot;2983&quot;: case &quot;2984&quot;: case &quot;3063&quot;: case &quot;3064&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#aec7e8&quot;, &quot;fillColor&quot;: &quot;#aec7e8&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;85&quot;: case &quot;906&quot;: case &quot;2946&quot;: case &quot;2947&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#98df8a&quot;, &quot;fillColor&quot;: &quot;#98df8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;93&quot;: case &quot;94&quot;: case &quot;452&quot;: case &quot;495&quot;: case &quot;1051&quot;: case &quot;1052&quot;: case &quot;1053&quot;: case &quot;1083&quot;: case &quot;1084&quot;: case &quot;1505&quot;: case &quot;2179&quot;: case &quot;2186&quot;: case &quot;2187&quot;: case &quot;2335&quot;: case &quot;2336&quot;: case &quot;2337&quot;: case &quot;2338&quot;: case &quot;2339&quot;: case &quot;2340&quot;: case &quot;2341&quot;: case &quot;2342&quot;: case &quot;2343&quot;: case &quot;2344&quot;: case &quot;2345&quot;: case &quot;3072&quot;: case &quot;3073&quot;: case &quot;3074&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#ffbb78&quot;, &quot;fillColor&quot;: &quot;#ffbb78&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;102&quot;: case &quot;437&quot;: case &quot;679&quot;: case &quot;680&quot;: case &quot;2052&quot;: case &quot;2739&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#9edae5&quot;, &quot;fillColor&quot;: &quot;#9edae5&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;664&quot;: case &quot;757&quot;: case &quot;1387&quot;: case &quot;1388&quot;: case &quot;1389&quot;: case &quot;2576&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#e377c2&quot;, &quot;fillColor&quot;: &quot;#e377c2&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;665&quot;: case &quot;750&quot;: case &quot;764&quot;: case &quot;786&quot;: case &quot;1131&quot;: case &quot;1132&quot;: case &quot;1380&quot;: case &quot;1381&quot;: case &quot;1382&quot;: case &quot;1383&quot;: case &quot;1392&quot;: case &quot;1905&quot;: case &quot;2567&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#8c564b&quot;, &quot;fillColor&quot;: &quot;#8c564b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;1823&quot;: case &quot;2258&quot;: \n",
+       "                    return {&quot;color&quot;: null, &quot;fillColor&quot;: null, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2040&quot;: case &quot;2106&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#ff9896&quot;, &quot;fillColor&quot;: &quot;#ff9896&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                default:\n",
+       "                    return {&quot;color&quot;: &quot;#ff7f0e&quot;, &quot;fillColor&quot;: &quot;#ff7f0e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_2ff9f7c38c2a568d4369dceb731dea06_highlighter(feature) {\n",
+       "            switch(feature.id) {\n",
+       "                default:\n",
+       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
+       "            }\n",
+       "        }\n",
+       "        function geo_json_2ff9f7c38c2a568d4369dceb731dea06_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_2ff9f7c38c2a568d4369dceb731dea06_styler(feature)\n",
+       "            Object.assign(opts, style)\n",
+       "            \n",
+       "            return new L.CircleMarker(latlng, opts)\n",
+       "        }\n",
+       "\n",
+       "        function geo_json_2ff9f7c38c2a568d4369dceb731dea06_onEachFeature(feature, layer) {\n",
+       "            layer.on({\n",
+       "                mouseout: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        geo_json_2ff9f7c38c2a568d4369dceb731dea06.resetStyle(e.target);\n",
+       "                    }\n",
+       "                },\n",
+       "                mouseover: function(e) {\n",
+       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
+       "                        const highlightStyle = geo_json_2ff9f7c38c2a568d4369dceb731dea06_highlighter(e.target.feature)\n",
+       "                        e.target.setStyle(highlightStyle);\n",
+       "                    }\n",
+       "                },\n",
+       "            });\n",
+       "        };\n",
+       "        var geo_json_2ff9f7c38c2a568d4369dceb731dea06 = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_2ff9f7c38c2a568d4369dceb731dea06_onEachFeature,\n",
+       "            \n",
+       "                style: geo_json_2ff9f7c38c2a568d4369dceb731dea06_styler,\n",
+       "                pointToLayer: geo_json_2ff9f7c38c2a568d4369dceb731dea06_pointToLayer\n",
+       "        });\n",
+       "\n",
+       "        function geo_json_2ff9f7c38c2a568d4369dceb731dea06_add (data) {\n",
+       "            geo_json_2ff9f7c38c2a568d4369dceb731dea06\n",
+       "                .addData(data)\n",
+       "                .addTo(map_f27d377dee306cec5799e73ea4cb2846);\n",
+       "        }\n",
+       "            geo_json_2ff9f7c38c2a568d4369dceb731dea06_add({&quot;bbox&quot;: [-79.94603104, 32.769791258, -79.92438222, 32.784158743], &quot;features&quot;: [{&quot;bbox&quot;: [-79.93000008, 32.770545239, -79.93000008, 32.770545239], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93000008, 32.770545239], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-3&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002010, &quot;Damage Function: Structure&quot;: &quot;RES4&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 8.381748561544418, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 588807.1, &quot;Max Potential Damage: Structure&quot;: 1177614.2, &quot;Object ID&quot;: 573783417, &quot;Object Name&quot;: 573783417, &quot;Primary Object Type&quot;: &quot;COM&quot;, &quot;Secondary Object Type&quot;: &quot;RES4&quot;, &quot;X Coordinate&quot;: -79.93000008, &quot;Y Coordinate&quot;: 32.770545239, &quot;__folium_color&quot;: &quot;#c7c7c7&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.92968382, 32.771271301, -79.92968382, 32.771271301], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.92968382, 32.771271301], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-4&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002010, &quot;Damage Function: Structure&quot;: &quot;RES4&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 7.374183635444641, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 238108.127, &quot;Max Potential Damage: Structure&quot;: 476216.254, &quot;Object ID&quot;: 573783433, &quot;Object Name&quot;: 573783433, &quot;Primary Object Type&quot;: &quot;COM&quot;, &quot;Secondary Object Type&quot;: &quot;RES4&quot;, &quot;X Coordinate&quot;: -79.92968382, &quot;Y Coordinate&quot;: 32.771271301, &quot;__folium_color&quot;: &quot;#bcbd22&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93179589, 32.773364727, -79.93179589, 32.773364727], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93179589, 32.773364727], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-5&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002004, &quot;Damage Function: Structure&quot;: &quot;RES1-2SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 7.364031290178299, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 165003.71, &quot;Max Potential Damage: Structure&quot;: 330007.42, &quot;Object ID&quot;: 573785665, &quot;Object Name&quot;: 573785665, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-2SNB&quot;, &quot;X Coordinate&quot;: -79.93179589, &quot;Y Coordinate&quot;: 32.773364727, &quot;__folium_color&quot;: &quot;#dbdb8d&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93064525, 32.774854333, -79.93064525, 32.774854333], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93064525, 32.774854333], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-5&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002001030, &quot;Damage Function: Structure&quot;: &quot;RES3A&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 10.902030923233031, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 236142.574, &quot;Max Potential Damage: Structure&quot;: 472285.148, &quot;Object ID&quot;: 574346729, &quot;Object Name&quot;: 574346729, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES3A&quot;, &quot;X Coordinate&quot;: -79.93064525, &quot;Y Coordinate&quot;: 32.774854333, &quot;__folium_color&quot;: &quot;#dbdb8d&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.93187273, 32.770989143, -79.93187273, 32.770989143], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.93187273, 32.770989143], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;4&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;SR-3&quot;, &quot;Aggregation Label: Census Block&quot;: 450190002002008, &quot;Damage Function: Structure&quot;: &quot;RES1-3SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 6.365223632082939, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 194681.904, &quot;Max Potential Damage: Structure&quot;: 389363.808, &quot;Object ID&quot;: 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{&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 101632.377, &quot;Max Potential Damage: Structure&quot;: 203264.754, &quot;Object ID&quot;: 574486815, &quot;Object Name&quot;: 574486815, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3076&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 109280.507, &quot;Max Potential Damage: Structure&quot;: 218561.014, &quot;Object ID&quot;: 574486817, &quot;Object Name&quot;: 574486817, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3077&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 111886.711, &quot;Max Potential Damage: Structure&quot;: 223773.423, &quot;Object ID&quot;: 574486819, &quot;Object Name&quot;: 574486819, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3078&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 101632.377, &quot;Max Potential Damage: Structure&quot;: 203264.754, &quot;Object ID&quot;: 574486820, &quot;Object Name&quot;: 574486820, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3079&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 109280.507, &quot;Max Potential Damage: Structure&quot;: 218561.014, &quot;Object ID&quot;: 574486821, &quot;Object Name&quot;: 574486821, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.94141607, 32.775137429, -79.94141607, 32.775137429], &quot;geometry&quot;: {&quot;coordinates&quot;: [-79.94141607, 32.775137429], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;3080&quot;, &quot;properties&quot;: {&quot;Aggregation Label: Base_zones&quot;: &quot;STR&quot;, &quot;Aggregation Label: Census Block&quot;: 450190001003008, &quot;Damage Function: Structure&quot;: &quot;RES1-1SNB&quot;, &quot;Extraction Method&quot;: &quot;centroid&quot;, &quot;Ground Elevation&quot;: 3.892720026645661, &quot;Ground Floor Height&quot;: 1, &quot;Max Potential Damage: Content&quot;: 107082.589, &quot;Max Potential Damage: Structure&quot;: 214165.178, &quot;Object ID&quot;: 574486822, &quot;Object Name&quot;: 574486822, &quot;Primary Object Type&quot;: &quot;RES&quot;, &quot;Secondary Object Type&quot;: &quot;RES1-1SNB&quot;, &quot;X Coordinate&quot;: -79.94141607, &quot;Y Coordinate&quot;: 32.775137429, &quot;__folium_color&quot;: &quot;#17becf&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
+       "\n",
+       "        \n",
+       "    \n",
+       "    geo_json_2ff9f7c38c2a568d4369dceb731dea06.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;Object ID&quot;, &quot;Object Name&quot;, &quot;Primary Object Type&quot;, &quot;Secondary Object Type&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Max Potential Damage: Content&quot;, &quot;Ground Elevation&quot;, &quot;X Coordinate&quot;, &quot;Y Coordinate&quot;, &quot;Aggregation Label: Census Block&quot;, &quot;Ground Floor Height&quot;, &quot;Extraction Method&quot;, &quot;Damage Function: Structure&quot;, &quot;Aggregation Label: Base_zones&quot;];\n",
+       "    let aliases = [&quot;Object ID&quot;, &quot;Object Name&quot;, &quot;Primary Object Type&quot;, &quot;Secondary Object Type&quot;, &quot;Max Potential Damage: Structure&quot;, &quot;Max Potential Damage: Content&quot;, &quot;Ground Elevation&quot;, &quot;X Coordinate&quot;, &quot;Y Coordinate&quot;, &quot;Aggregation Label: Census Block&quot;, &quot;Ground Floor Height&quot;, &quot;Extraction Method&quot;, &quot;Damage Function: Structure&quot;, &quot;Aggregation Label: Base_zones&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",
+       "&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 0x2597be832e0>"
+      ]
+     },
+     "execution_count": 37,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "#Display base_zones aggregation zone\n",
     "base_zones_map = merged_gdf.explore(column = 'Aggregation Label: Base_zones')\n",

From cae14a5e47c847dc5e37c2ad3e9973a8e5c5feb7 Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Tue, 24 Oct 2023 11:37:55 +0200
Subject: [PATCH 07/11] update configuration.yaml and road notebook

---
 docs/_static/charelston.PNG.svg               |  39 ++
 examples/add_roadnetwork.ipynb                | 537 ++++++++++--------
 examples/data/road_network/configuration.yaml |  12 +
 examples/data/road_network/configuration.yml  |  34 --
 4 files changed, 366 insertions(+), 256 deletions(-)
 create mode 100644 docs/_static/charelston.PNG.svg
 create mode 100644 examples/data/road_network/configuration.yaml
 delete mode 100644 examples/data/road_network/configuration.yml

diff --git a/docs/_static/charelston.PNG.svg b/docs/_static/charelston.PNG.svg
new file mode 100644
index 00000000..6d2a318e
--- /dev/null
+++ b/docs/_static/charelston.PNG.svg
@@ -0,0 +1,39 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg
+   version="1.1"
+   id="svg1"
+   width="1227.3333"
+   height="654"
+   viewBox="0 0 1227.3333 654"
+   sodipodi:docname="charelston.PNG"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns:xlink="http://www.w3.org/1999/xlink"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg">
+  <defs
+     id="defs1" />
+  <sodipodi:namedview
+     id="namedview1"
+     pagecolor="#ffffff"
+     bordercolor="#000000"
+     borderopacity="0.25"
+     inkscape:showpageshadow="2"
+     inkscape:pageopacity="0.0"
+     inkscape:pagecheckerboard="0"
+     inkscape:deskcolor="#d1d1d1"
+     showgrid="false" />
+  <g
+     inkscape:groupmode="layer"
+     inkscape:label="Image"
+     id="g1">
+    <image
+       width="1227.3333"
+       height="654"
+       preserveAspectRatio="none"
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+       id="image1" />
+  </g>
+</svg>
diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index 515f2c30..bf3f6e63 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -41,7 +41,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 125,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -54,7 +54,9 @@
     "import pandas as pd\n",
     "import os \n",
     "import json\n",
-    "import yaml"
+    "import yaml\n",
+    "from hydromt.config import configread\n",
+    "from shapely.geometry import shape, Polygon"
    ]
   },
   {
@@ -65,11 +67,6 @@
    ]
   },
   {
-   "attachments": {
-    "Region_download.PNG": {
-     "image/png": 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"
-    }
-   },
    "cell_type": "markdown",
    "metadata": {},
    "source": [
@@ -78,7 +75,59 @@
     "**GeoJson.io**  \n",
     "Draw a polygon on the map and create a polygon from the GeoJson Object. You can download a vector file, you need to refer to in the \"region\" tab in the *yaml* file using the file path. You can also copy the GeoJson code directly into the configuration file (see example in [configuration file](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml)).\n",
     "\n",
-    "![Region_download.PNG](attachment:Region_download.PNG)"
+    "![Region_download.PNG](../docs/_static/charelston.PNG.svg)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create a dictionary of the GeoJson Object\n",
+    "\n",
+    "region = {\n",
+    "    \"type\": \"FeatureCollection\",\n",
+    "    \"features\": [\n",
+    "        {\n",
+    "            \"type\": \"Feature\",\n",
+    "            \"properties\": {},\n",
+    "            \"geometry\": {\n",
+    "                \"type\": \"Polygon\",\n",
+    "                \"coordinates\": [\n",
+    "                    [\n",
+    "                        [\n",
+    "              -79.96177042294748,\n",
+    "              32.79061007407526\n",
+    "            ],\n",
+    "            [\n",
+    "              -79.96177042294748,\n",
+    "              32.76748645567278\n",
+    "            ],\n",
+    "            [\n",
+    "              -79.91724162366485,\n",
+    "              32.76748645567278\n",
+    "            ],\n",
+    "            [\n",
+    "              -79.91724162366485,\n",
+    "              32.79061007407526\n",
+    "            ],\n",
+    "            [\n",
+    "              -79.96177042294748,\n",
+    "              32.79061007407526\n",
+    "            ]\n",
+    "                    ]\n",
+    "                ]\n",
+    "            }\n",
+    "        }\n",
+    "    ]\n",
+    "}\n",
+    "\n",
+    "# Extract the coordinates\n",
+    "coordinates = region[\"features\"][0][\"geometry\"][\"coordinates\"]\n",
+    "\n",
+    "# Create a Shapely Polygon\n",
+    "polygon = Polygon(coordinates[0])  # Extract the coordinates of the exterior ring"
    ]
   },
   {
@@ -92,7 +141,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the **vulnerability** and **exposure setup** and the **region**.\n",
+    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the **vulnerability** and **exposure setup**.  \n",
     "The required fields are:\n",
     "  \n",
     "*setup_road_vulnerability:*\n",
@@ -108,10 +157,7 @@
     "- **road_damage**: Damages per lane and per length unit\n",
     "- **unit**: Unit of road length (feet or meter)\n",
     "\n",
-    "*region:*\n",
-    "- **region**: pre-defined region in form of a dictionary or shapely polygon\n",
-    "\n",
-    "The provided parameters need to be incorporated into the YAML structure. Please check [here](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yml) for the setup of the *configuration.yml*. "
+    "The provided parameters need to be incorporated into the YAML structure. Please check [here](C:/Users/rautenba/hydromt_fiat/examples/data/road_network/configuration.yaml) for the setup of the *configuration.yml*. "
    ]
   },
   {
@@ -125,14 +171,15 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "The *configuration.yml* should be placed in the \"example\"/ \"data\" / \"road_network\"  - folder.  \n",
-    "The file can be read in python and its information are converted into a python dictionary. </p>\n",
+    "**This step is not necessary to run the model. It's just for visualization purposes.**   \n",
+    "\n",
+    "The configuration file can be read in python and its information are converted into a python dictionary. </p>\n",
     "<p><em>Note: Instead of loading a yaml file it is possible to create a python dictionary directly, built upon the structure seen below.</em></p>"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 129,
+   "execution_count": 16,
    "metadata": {},
    "outputs": [
     {
@@ -140,70 +187,23 @@
      "output_type": "stream",
      "text": [
       "{\n",
-      "    \"cases\": {\n",
-      "        \"roads_from_OSM\": {\n",
-      "            \"data_catalogue\": \"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\",\n",
-      "            \"dir\": \"test_roads_from_OSM\"\n",
-      "        },\n",
-      "        \"road_network\": {\n",
-      "            \"new_root\": \"./data/road_network/output/road_network_example\",\n",
-      "            \"configuration\": {\n",
-      "                \"setup_road_vulnerability\": {\n",
-      "                    \"vertical_unit\": \"feet\",\n",
-      "                    \"threshold_value\": 0.6,\n",
-      "                    \"min_hazard_value\": 0,\n",
-      "                    \"max_hazard_value\": 10,\n",
-      "                    \"step_hazard_value\": 1\n",
-      "                },\n",
-      "                \"setup_exposure_roads\": {\n",
-      "                    \"roads_fn\": \"OSM\",\n",
-      "                    \"road_types\": [\n",
-      "                        \"motorway\",\n",
-      "                        \"primary\",\n",
-      "                        \"secondary\",\n",
-      "                        \"tertiary\"\n",
-      "                    ],\n",
-      "                    \"road_damage\": \"default_road_max_potential_damages\",\n",
-      "                    \"unit\": \"meter\"\n",
-      "                }\n",
-      "            }\n",
-      "        },\n",
-      "        \"region\": {\n",
-      "            \"type\": \"FeatureCollection\",\n",
-      "            \"features\": [\n",
-      "                {\n",
-      "                    \"type\": \"Feature\",\n",
-      "                    \"properties\": {},\n",
-      "                    \"geometry\": {\n",
-      "                        \"type\": \"Polygon\",\n",
-      "                        \"coordinates\": [\n",
-      "                            [\n",
-      "                                [\n",
-      "                                    -79.92169686568795,\n",
-      "                                    32.768208904171374\n",
-      "                                ],\n",
-      "                                [\n",
-      "                                    -79.92169686568795,\n",
-      "                                    32.77745096033627\n",
-      "                                ],\n",
-      "                                [\n",
-      "                                    -79.94881762529997,\n",
-      "                                    32.77745096033627\n",
-      "                                ],\n",
-      "                                [\n",
-      "                                    -79.94881762529997,\n",
-      "                                    32.768208904171374\n",
-      "                                ],\n",
-      "                                [\n",
-      "                                    -79.92169686568795,\n",
-      "                                    32.768208904171374\n",
-      "                                ]\n",
-      "                            ]\n",
-      "                        ]\n",
-      "                    }\n",
-      "                }\n",
-      "            ]\n",
-      "        }\n",
+      "    \"setup_road_vulnerability\": {\n",
+      "        \"vertical_unit\": \"feet\",\n",
+      "        \"threshold_value\": 0.6,\n",
+      "        \"min_hazard_value\": 0,\n",
+      "        \"max_hazard_value\": 10,\n",
+      "        \"step_hazard_value\": 1\n",
+      "    },\n",
+      "    \"setup_exposure_roads\": {\n",
+      "        \"roads_fn\": \"OSM\",\n",
+      "        \"road_types\": [\n",
+      "            \"motorway\",\n",
+      "            \"primary\",\n",
+      "            \"secondary\",\n",
+      "            \"tertiary\"\n",
+      "        ],\n",
+      "        \"road_damage\": \"default_road_max_potential_damages\",\n",
+      "        \"unit\": \"meter\"\n",
       "    }\n",
       "}\n"
      ]
@@ -211,8 +211,7 @@
    ],
    "source": [
     "# Let's read the configuration file holding the required information for the FIAT model \n",
-    "\n",
-    "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yml\", 'r') as file:\n",
+    "with open(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"configuration.yaml\", 'r') as file:\n",
     "    config = yaml.safe_load(file)\n",
     "\n",
     "print(json.dumps(config, indent=4, sort_keys=False))"
@@ -239,14 +238,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 130,
+   "execution_count": 17,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 18:57:22,714 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+      "2023-10-24 09:38:12,772 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     },
     {
@@ -264,11 +263,8 @@
     "# Set up the logger\n",
     "logger = setuplog(\"hydromt_fiat\", log_level=10)\n",
     "\n",
-    "# Set up region\n",
-    "region = config[\"cases\"][\"region\"]\n",
-    "\n",
     "# Set up datacatalog\n",
-    "data_catalog_yml = str(config[\"cases\"][\"roads_from_OSM\"][\"data_catalogue\"])"
+    "data_catalog_yml = Path(r\"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\")"
    ]
   },
   {
@@ -289,21 +285,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 134,
+   "execution_count": 25,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:31,994 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n"
+      "2023-10-24 09:42:25,835 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Parsing data catalog from C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\n",
+      "INFO:hydromt_fiat:Parsing data catalog from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
       "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
       "  warnings.warn(\n",
       "\n"
@@ -313,7 +309,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,007 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+      "2023-10-24 09:42:25,838 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
      ]
     },
     {
@@ -327,8 +323,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,017 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+      "2023-10-24 09:42:25,847 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
      ]
     },
     {
@@ -336,28 +332,28 @@
      "output_type": "stream",
      "text": [
       "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.92170 32.76821, -79.92170 32.777...}\n"
+      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,020 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+      "2023-10-24 09:42:25,847 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.94881763  32.7682089  -79.92169687  32.77745096] (crs = EPSG:4326)'}\n"
+      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,023 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
+      "2023-10-24 09:42:25,847 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
      ]
     },
     {
@@ -371,7 +367,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,025 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
+      "2023-10-24 09:42:25,864 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
@@ -385,7 +381,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,027 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
+      "2023-10-24 09:42:25,865 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
      ]
     },
     {
@@ -399,7 +395,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,028 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
+      "2023-10-24 09:42:25,866 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
      ]
     },
     {
@@ -413,7 +409,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,030 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
+      "2023-10-24 09:42:25,867 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
      ]
     },
     {
@@ -427,7 +423,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,032 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
+      "2023-10-24 09:42:25,868 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
      ]
     },
     {
@@ -441,7 +437,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,034 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+      "2023-10-24 09:42:25,870 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
      ]
     },
     {
@@ -455,7 +451,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,035 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+      "2023-10-24 09:42:25,871 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
      ]
     },
     {
@@ -469,7 +465,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,036 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
+      "2023-10-24 09:42:25,872 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
      ]
     },
     {
@@ -483,7 +479,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,041 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
+      "2023-10-24 09:42:25,873 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
      ]
     },
     {
@@ -497,7 +493,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,165 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+      "2023-10-24 09:42:25,969 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
      ]
     },
     {
@@ -511,7 +507,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,167 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "2023-10-24 09:42:25,969 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
      ]
     },
     {
@@ -525,7 +521,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,170 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+      "2023-10-24 09:42:25,969 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
      ]
     },
     {
@@ -539,7 +535,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,185 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+      "2023-10-24 09:42:25,983 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
      ]
     },
     {
@@ -553,7 +549,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,186 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+      "2023-10-24 09:42:25,983 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
      ]
     },
     {
@@ -567,7 +563,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,190 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-24 09:42:25,983 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -581,7 +577,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,195 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "2023-10-24 09:42:25,997 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
@@ -595,7 +591,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,198 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-24 09:42:26,000 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -609,7 +605,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,200 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-24 09:42:26,002 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
@@ -623,7 +619,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,202 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-24 09:42:26,004 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
@@ -637,7 +633,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,206 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-24 09:42:26,006 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -651,7 +647,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,270 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-24 09:42:26,034 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -665,7 +661,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,328 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-24 09:42:26,066 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -679,7 +675,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,333 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -693,7 +689,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,336 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -707,7 +703,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,338 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
      ]
     },
     {
@@ -721,7 +717,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,341 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -735,7 +731,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,344 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
@@ -749,7 +745,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,347 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
@@ -763,7 +759,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,350 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -777,7 +773,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,470 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-24 09:42:26,182 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -791,7 +787,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,589 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-24 09:42:26,277 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -805,7 +801,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-23 19:06:32,596 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-24 09:42:26,282 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -818,8 +814,9 @@
    ],
    "source": [
     "fm = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
-    "region = gpd.GeoDataFrame.from_features(config[\"cases\"][\"region\"], crs=4326)\n",
-    "fm.build(region={\"geom\": region}, opt=config[\"cases\"][\"road_network\"][\"configuration\"])\n",
+    "region = gpd.GeoDataFrame.from_features(region, crs=4326)\n",
+    "opt = configread(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"configuration.yaml\")\n",
+    "fm.build(region={\"geom\": region}, opt=opt)\n",
     "fm.write()"
    ]
   },
@@ -835,9 +832,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 133,
+   "execution_count": 23,
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:py.warnings:<frozen importlib._bootstrap>:914: ImportWarning: _SixMetaPathImporter.find_spec() not found; falling back to find_module()\n",
+      "\n"
+     ]
+    },
     {
      "data": {
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        "            &lt;style&gt;\n",
-       "                #map_2c95ac40d5dce1e420807f8cf750937e {\n",
+       "                #map_cd1ee2da3669af2709ea9f31766c3c9d {\n",
        "                    position: relative;\n",
        "                    width: 100.0%;\n",
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-       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_2c95ac40d5dce1e420807f8cf750937e&quot; &gt;&lt;/div&gt;\n",
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-       "                &quot;map_2c95ac40d5dce1e420807f8cf750937e&quot;,\n",
+       "            var map_cd1ee2da3669af2709ea9f31766c3c9d = L.map(\n",
+       "                &quot;map_cd1ee2da3669af2709ea9f31766c3c9d&quot;,\n",
        "                {\n",
-       "                    center: [32.7756426, -79.93743265],\n",
+       "                    center: [32.7757767, -79.94425405],\n",
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        "                    zoom: 10,\n",
        "                    zoomControl: true,\n",
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        "                }\n",
        "            );\n",
-       "            L.control.scale().addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "            L.control.scale().addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
        "\n",
        "            \n",
        "\n",
        "        \n",
        "    \n",
-       "            var tile_layer_0f6770f2c3ded62881d28e1ca223006e = L.tileLayer(\n",
+       "            var tile_layer_0375aef75a742bf0cf74d04bd2d1bb6e = L.tileLayer(\n",
        "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
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-       "            ).addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
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+       "                    return {&quot;color&quot;: &quot;#277f8e&quot;, &quot;fillColor&quot;: &quot;#277f8e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
        "                case &quot;1&quot;: \n",
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-       "                case &quot;4&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;5&quot;: case &quot;17&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#433e85&quot;, &quot;fillColor&quot;: &quot;#433e85&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;6&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#482677&quot;, &quot;fillColor&quot;: &quot;#482677&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;7&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#34608d&quot;, &quot;fillColor&quot;: &quot;#34608d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                    return {&quot;color&quot;: &quot;#22a884&quot;, &quot;fillColor&quot;: &quot;#22a884&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;2&quot;: case &quot;33&quot;: case &quot;46&quot;: case &quot;91&quot;: case &quot;136&quot;: \n",
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+       "                case &quot;5&quot;: \n",
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+       "                case &quot;6&quot;: case &quot;59&quot;: case &quot;85&quot;: \n",
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+       "                    return {&quot;color&quot;: &quot;#2f6b8e&quot;, &quot;fillColor&quot;: &quot;#2f6b8e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
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+       "                    return {&quot;color&quot;: &quot;#482677&quot;, &quot;fillColor&quot;: &quot;#482677&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
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+       "                case &quot;13&quot;: case &quot;66&quot;: \n",
        "                    return {&quot;color&quot;: &quot;#482979&quot;, &quot;fillColor&quot;: &quot;#482979&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
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-       "                    return {&quot;color&quot;: &quot;#472a7a&quot;, &quot;fillColor&quot;: &quot;#472a7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;16&quot;: case &quot;23&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#3f4889&quot;, &quot;fillColor&quot;: &quot;#3f4889&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;14&quot;: case &quot;117&quot;: case &quot;123&quot;: case &quot;126&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481a6c&quot;, &quot;fillColor&quot;: &quot;#481a6c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;15&quot;: case &quot;27&quot;: case &quot;78&quot;: case &quot;125&quot;: case &quot;133&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#470e61&quot;, &quot;fillColor&quot;: &quot;#470e61&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;16&quot;: case &quot;56&quot;: case &quot;86&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#424086&quot;, &quot;fillColor&quot;: &quot;#424086&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
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-       "                case &quot;19&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#1f978b&quot;, &quot;fillColor&quot;: &quot;#1f978b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;20&quot;: case &quot;21&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#472c7a&quot;, &quot;fillColor&quot;: &quot;#472c7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;22&quot;: case &quot;31&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#423f85&quot;, &quot;fillColor&quot;: &quot;#423f85&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;20&quot;: case &quot;53&quot;: case &quot;128&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481f70&quot;, &quot;fillColor&quot;: &quot;#481f70&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;21&quot;: case &quot;82&quot;: case &quot;118&quot;: case &quot;131&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#471365&quot;, &quot;fillColor&quot;: &quot;#471365&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;22&quot;: case &quot;51&quot;: case &quot;61&quot;: case &quot;64&quot;: case &quot;73&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482071&quot;, &quot;fillColor&quot;: &quot;#482071&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;23&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#2d718e&quot;, &quot;fillColor&quot;: &quot;#2d718e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
        "                case &quot;24&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#443983&quot;, &quot;fillColor&quot;: &quot;#443983&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;26&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#482374&quot;, &quot;fillColor&quot;: &quot;#482374&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;27&quot;: \n",
-       "                    return {&quot;color&quot;: &quot;#3c508b&quot;, &quot;fillColor&quot;: &quot;#3c508b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;28&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#26818e&quot;, &quot;fillColor&quot;: &quot;#26818e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;25&quot;: case &quot;36&quot;: case &quot;58&quot;: case &quot;74&quot;: \n",
        "                    return {&quot;color&quot;: &quot;#472d7b&quot;, &quot;fillColor&quot;: &quot;#472d7b&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
-       "                case &quot;29&quot;: \n",
+       "                case &quot;26&quot;: case &quot;138&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#46075a&quot;, &quot;fillColor&quot;: &quot;#46075a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;28&quot;: case &quot;44&quot;: case &quot;100&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#453781&quot;, &quot;fillColor&quot;: &quot;#453781&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;29&quot;: case &quot;30&quot;: case &quot;90&quot;: case &quot;110&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482576&quot;, &quot;fillColor&quot;: &quot;#482576&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;31&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#471164&quot;, &quot;fillColor&quot;: &quot;#471164&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;32&quot;: case &quot;94&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482878&quot;, &quot;fillColor&quot;: &quot;#482878&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;34&quot;: case &quot;108&quot;: case &quot;140&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482173&quot;, &quot;fillColor&quot;: &quot;#482173&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;35&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#365c8d&quot;, &quot;fillColor&quot;: &quot;#365c8d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;37&quot;: case &quot;88&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481769&quot;, &quot;fillColor&quot;: &quot;#481769&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;38&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3c4f8a&quot;, &quot;fillColor&quot;: &quot;#3c4f8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;39&quot;: case &quot;65&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472f7d&quot;, &quot;fillColor&quot;: &quot;#472f7d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;40&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#482475&quot;, &quot;fillColor&quot;: &quot;#482475&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;42&quot;: case &quot;129&quot;: case &quot;135&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#46337f&quot;, &quot;fillColor&quot;: &quot;#46337f&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;43&quot;: case &quot;54&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472c7a&quot;, &quot;fillColor&quot;: &quot;#472c7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;45&quot;: case &quot;105&quot;: case &quot;130&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#46085c&quot;, &quot;fillColor&quot;: &quot;#46085c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;47&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;48&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#1e9d89&quot;, &quot;fillColor&quot;: &quot;#1e9d89&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;49&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#2c738e&quot;, &quot;fillColor&quot;: &quot;#2c738e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;50&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#fbe723&quot;, &quot;fillColor&quot;: &quot;#fbe723&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;52&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#443b84&quot;, &quot;fillColor&quot;: &quot;#443b84&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;55&quot;: case &quot;107&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#460a5d&quot;, &quot;fillColor&quot;: &quot;#460a5d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;57&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3f4889&quot;, &quot;fillColor&quot;: &quot;#3f4889&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;60&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3e4989&quot;, &quot;fillColor&quot;: &quot;#3e4989&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;62&quot;: case &quot;63&quot;: case &quot;120&quot;: case &quot;137&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481c6e&quot;, &quot;fillColor&quot;: &quot;#481c6e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;67&quot;: case &quot;71&quot;: case &quot;104&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#443983&quot;, &quot;fillColor&quot;: &quot;#443983&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;68&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472e7c&quot;, &quot;fillColor&quot;: &quot;#472e7c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;69&quot;: case &quot;87&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;70&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#2e6f8e&quot;, &quot;fillColor&quot;: &quot;#2e6f8e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;72&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#38598c&quot;, &quot;fillColor&quot;: &quot;#38598c&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;75&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#31668e&quot;, &quot;fillColor&quot;: &quot;#31668e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;76&quot;: case &quot;114&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#453581&quot;, &quot;fillColor&quot;: &quot;#453581&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;79&quot;: case &quot;80&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481d6f&quot;, &quot;fillColor&quot;: &quot;#481d6f&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;81&quot;: case &quot;83&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481b6d&quot;, &quot;fillColor&quot;: &quot;#481b6d&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;84&quot;: case &quot;95&quot;: case &quot;145&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#472a7a&quot;, &quot;fillColor&quot;: &quot;#472a7a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;89&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3f4788&quot;, &quot;fillColor&quot;: &quot;#3f4788&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;92&quot;: case &quot;109&quot;: case &quot;119&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#470d60&quot;, &quot;fillColor&quot;: &quot;#470d60&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;93&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#433d84&quot;, &quot;fillColor&quot;: &quot;#433d84&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;96&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#443a83&quot;, &quot;fillColor&quot;: &quot;#443a83&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;97&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#3d4e8a&quot;, &quot;fillColor&quot;: &quot;#3d4e8a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;98&quot;: case &quot;106&quot;: case &quot;141&quot;: case &quot;142&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#450559&quot;, &quot;fillColor&quot;: &quot;#450559&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;99&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#297b8e&quot;, &quot;fillColor&quot;: &quot;#297b8e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;101&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#46307e&quot;, &quot;fillColor&quot;: &quot;#46307e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;102&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#453882&quot;, &quot;fillColor&quot;: &quot;#453882&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;103&quot;: case &quot;124&quot;: case &quot;139&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#450457&quot;, &quot;fillColor&quot;: &quot;#450457&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;116&quot;: case &quot;127&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#481668&quot;, &quot;fillColor&quot;: &quot;#481668&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;122&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#433e85&quot;, &quot;fillColor&quot;: &quot;#433e85&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                case &quot;132&quot;: case &quot;143&quot;: case &quot;147&quot;: \n",
+       "                    return {&quot;color&quot;: &quot;#440256&quot;, &quot;fillColor&quot;: &quot;#440256&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
        "                default:\n",
-       "                    return {&quot;color&quot;: &quot;#482475&quot;, &quot;fillColor&quot;: &quot;#482475&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
+       "                    return {&quot;color&quot;: &quot;#48186a&quot;, &quot;fillColor&quot;: &quot;#48186a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
        "            }\n",
        "        }\n",
-       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_highlighter(feature) {\n",
+       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_highlighter(feature) {\n",
        "            switch(feature.id) {\n",
        "                default:\n",
        "                    return {&quot;fillOpacity&quot;: 0.75};\n",
        "            }\n",
        "        }\n",
-       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_pointToLayer(feature, latlng) {\n",
+       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_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_fb55fd51e32c51a8dae6aa02e86805d9_styler(feature)\n",
+       "            let style = geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_styler(feature)\n",
        "            Object.assign(opts, style)\n",
        "            \n",
        "            return new L.CircleMarker(latlng, opts)\n",
        "        }\n",
        "\n",
-       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_onEachFeature(feature, layer) {\n",
+       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_onEachFeature(feature, layer) {\n",
        "            layer.on({\n",
        "                mouseout: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        geo_json_fb55fd51e32c51a8dae6aa02e86805d9.resetStyle(e.target);\n",
+       "                        geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49.resetStyle(e.target);\n",
        "                    }\n",
        "                },\n",
        "                mouseover: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        const highlightStyle = geo_json_fb55fd51e32c51a8dae6aa02e86805d9_highlighter(e.target.feature)\n",
+       "                        const highlightStyle = geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_highlighter(e.target.feature)\n",
        "                        e.target.setStyle(highlightStyle);\n",
        "                    }\n",
        "                },\n",
        "            });\n",
        "        };\n",
-       "        var geo_json_fb55fd51e32c51a8dae6aa02e86805d9 = L.geoJson(null, {\n",
-       "                onEachFeature: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_onEachFeature,\n",
+       "        var geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49 = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_onEachFeature,\n",
        "            \n",
-       "                style: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_styler,\n",
-       "                pointToLayer: geo_json_fb55fd51e32c51a8dae6aa02e86805d9_pointToLayer\n",
+       "                style: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_styler,\n",
+       "                pointToLayer: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_pointToLayer\n",
        "        });\n",
        "\n",
-       "        function geo_json_fb55fd51e32c51a8dae6aa02e86805d9_add (data) {\n",
-       "            geo_json_fb55fd51e32c51a8dae6aa02e86805d9\n",
+       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_add (data) {\n",
+       "            geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49\n",
        "                .addData(data)\n",
-       "                .addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "                .addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
        "        }\n",
-       "            geo_json_fb55fd51e32c51a8dae6aa02e86805d9_add({&quot;bbox&quot;: [-79.9478851, 32.769257, -79.9269802, 32.7820282], &quot;features&quot;: [{&quot;bbox&quot;: [-79.9431149, 32.7693254, -79.9288713, 32.7732618], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9288713, 32.7694327], [-79.9289278, 32.7693815], [-79.928982, 32.769345], [-79.9290258, 32.7693334], [-79.9290935, 32.7693254], [-79.9301401, 32.7694067], [-79.9318036, 32.7695358], [-79.9318664, 32.7695388], [-79.9327019, 32.7696046], [-79.9328888, 32.7696193], [-79.9339705, 32.7697045], [-79.9354903, 32.769821], [-79.9360821, 32.7698743], [-79.9362536, 32.7698965], [-79.9364005, 32.7699209], [-79.9366762, 32.7699817], [-79.9370027, 32.770081], [-79.9373288, 32.7701892], [-79.9378624, 32.7704215], [-79.9388577, 32.7708836], [-79.9400206, 32.7714043], [-79.941707, 32.772184], [-79.9422717, 32.7724406], [-79.942354, 32.7724839], [-79.94247, 32.7725486], [-79.9426662, 32.7726813], [-79.9430266, 32.7729824], [-79.9430773, 32.7730212], [-79.9431149, 32.773093], [-79.9431054, 32.7731699], [-79.9430288, 32.7732618]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 106799.35007891104, &quot;Object ID&quot;: 1, &quot;Object Name&quot;: &quot;Murray Boulevard&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 1459.964868751518, &quot;__folium_color&quot;: &quot;#f1e51d&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9430288, 32.7732618, -79.9419037, 32.7733916], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9430288, 32.7732618], [-79.9429918, 32.7732685], [-79.9429453, 32.7732754], [-79.9419037, 32.7733916]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 7781.554634798234, &quot;Object ID&quot;: 2, &quot;Object Name&quot;: &quot;Tradd Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 106.37514537945968, &quot;__folium_color&quot;: &quot;#481769&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9288713, 32.7694327, -79.9275827, 32.7725612], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9288713, 32.7694327], [-79.928615, 32.7700476], [-79.9281664, 32.7711351], [-79.9277639, 32.7721175], [-79.9275827, 32.7725612]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 26865.662847208976, &quot;Object ID&quot;: 3, &quot;Object Name&quot;: &quot;East Battery&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 367.2580769795628, &quot;__folium_color&quot;: &quot;#3d4e8a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9275827, 32.7725612, -79.9270259, 32.7768649], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9275827, 32.7725612], [-79.9274063, 32.7729943], [-79.9273731, 32.7730742], [-79.9273624, 32.7731147], [-79.9273535, 32.7731484], [-79.9273249, 32.7736201], [-79.9273064, 32.7738911], [-79.9272853, 32.7742017], [-79.9272764, 32.7743326], [-79.9272515, 32.7746807], [-79.9272439, 32.7748084], [-79.9272142, 32.7751218], [-79.9272072, 32.7751783], [-79.9271448, 32.7756835], [-79.9271087, 32.7759266], [-79.9270687, 32.7762764], [-79.927059, 32.7763357], [-79.9270259, 32.7766875], [-79.9270276, 32.7768649]], &quot;type&quot;: 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&quot;Max Potential Damage: Structure&quot;: 2382.011322118774, &quot;Object ID&quot;: 140, &quot;Object Name&quot;: &quot;Spring Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 32.562490733250954, &quot;__folium_color&quot;: &quot;#450457&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9352199, 32.7824328, -79.9340163, 32.7842078], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9352199, 32.7842078], [-79.9350975, 32.7840238], [-79.9346124, 32.7832944], [-79.9344463, 32.7830544], [-79.9340163, 32.7824328]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;140&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 16590.853167997273, &quot;Object ID&quot;: 141, &quot;Object Name&quot;: &quot;King Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 226.7997206911263, &quot;__folium_color&quot;: &quot;#482173&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9441201, 32.7836553, -79.9439368, 32.7837021], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9439368, 32.7837021], [-79.9441201, 32.7836553]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;141&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 2623.7962378272946, &quot;Object ID&quot;: 142, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;primary&quot;, &quot;Segment Length [m]&quot;: 17.93386536135235, &quot;__folium_color&quot;: &quot;#450559&quot;, &quot;lanes&quot;: 4.0}, &quot;type&quot;: 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&quot;id&quot;: &quot;143&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1266.2120683978271, &quot;Object ID&quot;: 144, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 17.309329456444488, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9360088, 32.7760122, -79.9358351, 32.7774756], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.9359246, 32.7767662], [-79.9360088, 32.7774756]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;144&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11928.19254694216, &quot;Object ID&quot;: 145, &quot;Object Name&quot;: &quot;Logan Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 163.06037493085847, &quot;__folium_color&quot;: &quot;#48186a&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9358351, 32.7760122, -79.9327317, 32.7763087], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.935585, 32.7760361], [-79.9346476, 32.7761255], [-79.9340487, 32.7761828], [-79.9339517, 32.7761921], [-79.9334638, 32.7762387], [-79.9327317, 32.7763087]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 21398.801478486355, &quot;Object ID&quot;: 146, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 292.525173317016, &quot;__folium_color&quot;: &quot;#472a7a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9475203, 32.789179, -79.9468405, 32.7906748], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9475203, 32.7906748], [-79.9474189, 32.790447], [-79.9473149, 32.7902174], [-79.9471259, 32.789817], [-79.9471094, 32.7897821], [-79.9470508, 32.7896508], [-79.9469857, 32.7895046], [-79.9469462, 32.7894161], [-79.9468405, 32.789179]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;146&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 19492.59286471597, &quot;Object ID&quot;: 147, &quot;Object Name&quot;: &quot;Rutledge Avenue&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 177.64465646613422, &quot;__folium_color&quot;: &quot;#482677&quot;, &quot;lanes&quot;: 3.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9504205, 32.7819323, -79.9502396, 32.7819445], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9502396, 32.7819445], [-79.9504205, 32.7819323]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;147&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1243.313197245801, &quot;Object ID&quot;: 148, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;motorway&quot;, &quot;Segment Length [m]&quot;: 16.996298081334764, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
        "\n",
        "        \n",
        "    \n",
-       "    geo_json_fb55fd51e32c51a8dae6aa02e86805d9.bindTooltip(\n",
+       "    geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49.bindTooltip(\n",
        "    function(layer){\n",
        "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
        "    \n",
@@ -1059,42 +1152,42 @@
        "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
        "                     \n",
        "    \n",
-       "    var color_map_094d7273515ffbb123a70f94829a7910 = {};\n",
+       "    var color_map_dbc5c870a94bd2040222240ee52ce8af = {};\n",
        "\n",
        "    \n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.color = d3.scale.threshold()\n",
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+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.color = d3.scale.threshold()\n",
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        "    \n",
        "\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.x = d3.scale.linear()\n",
-       "              .domain([1266.2120683978271, 108993.84878204562])\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.x = d3.scale.linear()\n",
+       "              .domain([364.816615015022, 177626.8956021927])\n",
        "              .range([0, 450 - 50]);\n",
        "\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.legend = L.control({position: &#x27;topright&#x27;});\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.legend.addTo(map_2c95ac40d5dce1e420807f8cf750937e);\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend = L.control({position: &#x27;topright&#x27;});\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend.addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
        "\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.xAxis = d3.svg.axis()\n",
-       "        .scale(color_map_094d7273515ffbb123a70f94829a7910.x)\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.xAxis = d3.svg.axis()\n",
+       "        .scale(color_map_dbc5c870a94bd2040222240ee52ce8af.x)\n",
        "        .orient(&quot;top&quot;)\n",
        "        .tickSize(1)\n",
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+       "        .tickValues([364.816615015022, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 18438.597217629216, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 36512.37782024341, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 54586.1584228576, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 72659.9390254718, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 90733.71962808598, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 108807.50023070019, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 126881.28083331438, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 144955.0614359286, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 163028.84203854276, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;]);\n",
        "\n",
-       "    color_map_094d7273515ffbb123a70f94829a7910.svg = d3.select(&quot;.legend.leaflet-control&quot;).append(&quot;svg&quot;)\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.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_094d7273515ffbb123a70f94829a7910.g = color_map_094d7273515ffbb123a70f94829a7910.svg.append(&quot;g&quot;)\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.g = color_map_dbc5c870a94bd2040222240ee52ce8af.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_094d7273515ffbb123a70f94829a7910.g.selectAll(&quot;rect&quot;)\n",
-       "        .data(color_map_094d7273515ffbb123a70f94829a7910.color.range().map(function(d, i) {\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.g.selectAll(&quot;rect&quot;)\n",
+       "        .data(color_map_dbc5c870a94bd2040222240ee52ce8af.color.range().map(function(d, i) {\n",
        "          return {\n",
-       "            x0: i ? color_map_094d7273515ffbb123a70f94829a7910.x(color_map_094d7273515ffbb123a70f94829a7910.color.domain()[i - 1]) : color_map_094d7273515ffbb123a70f94829a7910.x.range()[0],\n",
-       "            x1: i &lt; color_map_094d7273515ffbb123a70f94829a7910.color.domain().length ? color_map_094d7273515ffbb123a70f94829a7910.x(color_map_094d7273515ffbb123a70f94829a7910.color.domain()[i]) : color_map_094d7273515ffbb123a70f94829a7910.x.range()[1],\n",
+       "            x0: i ? color_map_dbc5c870a94bd2040222240ee52ce8af.x(color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain()[i - 1]) : color_map_dbc5c870a94bd2040222240ee52ce8af.x.range()[0],\n",
+       "            x1: i &lt; color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain().length ? color_map_dbc5c870a94bd2040222240ee52ce8af.x(color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain()[i]) : color_map_dbc5c870a94bd2040222240ee52ce8af.x.range()[1],\n",
        "            z: d\n",
        "          };\n",
        "        }))\n",
@@ -1104,7 +1197,7 @@
        "        .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_094d7273515ffbb123a70f94829a7910.g.call(color_map_094d7273515ffbb123a70f94829a7910.xAxis).append(&quot;text&quot;)\n",
+       "    color_map_dbc5c870a94bd2040222240ee52ce8af.g.call(color_map_dbc5c870a94bd2040222240ee52ce8af.xAxis).append(&quot;text&quot;)\n",
        "        .attr(&quot;class&quot;, &quot;caption&quot;)\n",
        "        .attr(&quot;y&quot;, 21)\n",
        "        .text(&quot;Max Potential Damage: Structure&quot;);\n",
@@ -1112,10 +1205,10 @@
        "&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 0x1fd34dc2260>"
+       "<folium.folium.Map at 0x1f577adb0a0>"
       ]
      },
-     "execution_count": 133,
+     "execution_count": 23,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1137,7 +1230,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 135,
+   "execution_count": 24,
    "metadata": {},
    "outputs": [
     {
@@ -1248,7 +1341,7 @@
        "10.0                      1.0"
       ]
      },
-     "execution_count": 135,
+     "execution_count": 24,
      "metadata": {},
      "output_type": "execute_result"
     }
diff --git a/examples/data/road_network/configuration.yaml b/examples/data/road_network/configuration.yaml
new file mode 100644
index 00000000..f0c0b7ca
--- /dev/null
+++ b/examples/data/road_network/configuration.yaml
@@ -0,0 +1,12 @@
+setup_road_vulnerability:
+  vertical_unit: feet
+  threshold_value: 0.6
+  min_hazard_value: 0
+  max_hazard_value: 10
+  step_hazard_value: 1
+setup_exposure_roads:
+  roads_fn: OSM
+  road_types: ["motorway", "primary", "secondary", "tertiary"]
+  road_damage: default_road_max_potential_damages
+  unit: meter
+  
\ No newline at end of file
diff --git a/examples/data/road_network/configuration.yml b/examples/data/road_network/configuration.yml
deleted file mode 100644
index 23ef5095..00000000
--- a/examples/data/road_network/configuration.yml
+++ /dev/null
@@ -1,34 +0,0 @@
-cases:
-  roads_from_OSM:
-    data_catalogue: C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml
-    dir: test_roads_from_OSM
-  road_network:
-    new_root: "./data/road_network/output/road_network_example"
-    configuration:
-      setup_road_vulnerability:
-        vertical_unit: feet
-        threshold_value: 0.6
-        min_hazard_value: 0
-        max_hazard_value: 10
-        step_hazard_value: 1
-      setup_exposure_roads:
-        roads_fn: OSM
-        road_types: ["motorway", "primary", "secondary", "tertiary"]
-        road_damage: default_road_max_potential_damages
-        unit: meter
-  region:
-    type: FeatureCollection
-    features:
-      - type: Feature
-        properties: {}
-        geometry:
-          type: Polygon
-          coordinates:
-            - [
-                [-79.92169686568795, 32.768208904171374],
-                [-79.92169686568795, 32.77745096033627],
-                [-79.94881762529997, 32.77745096033627],
-                [-79.94881762529997, 32.768208904171374],
-                [-79.92169686568795, 32.768208904171374]
-              ]
-

From c66bbed04baa53c931765d9247c0740c1fb90728 Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Fri, 27 Oct 2023 09:22:05 +0200
Subject: [PATCH 08/11] add notebook output files to gitignore

---
 .gitignore | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/.gitignore b/.gitignore
index 143ade5b..fc10fc32 100644
--- a/.gitignore
+++ b/.gitignore
@@ -124,4 +124,5 @@ hydromt_fiat/data/damage_functions/flooding/AllDDF_HAZUS_fractions.xlsx
 hydromt_fiat/data/damage_functions/flooding/~$AllDDF_HAZUS_fractions.xlsx
 examples/data/building_footprints/fiat_model_bfs
 examples/data/aggregation_zones_example/aggregation_test_1_output
-examples/data/aggregation_zones_example/aggregation_test_2_output
\ No newline at end of file
+examples/data/aggregation_zones_example/aggregation_test_2_output
+examples/aggregation_zones_example_files/

From 6d69f47e332002df7a8562161af90b843b213a97 Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Fri, 27 Oct 2023 09:35:28 +0200
Subject: [PATCH 09/11] update absolute to relative path

---
 examples/add_roadnetwork.ipynb                | 139 ++++++++++------
 .../data/road_network/exposure/exposure.csv   | 149 ++++++++++++++++++
 .../data/road_network/exposure/region.gpkg    | Bin 0 -> 98304 bytes
 .../data/road_network/exposure/roads.gpkg     | Bin 0 -> 139264 bytes
 examples/data/road_network/settings.toml      |   2 +
 .../vulnerability/vulnerability_curves.csv    |  16 ++
 6 files changed, 259 insertions(+), 47 deletions(-)
 create mode 100644 examples/data/road_network/exposure/exposure.csv
 create mode 100644 examples/data/road_network/exposure/region.gpkg
 create mode 100644 examples/data/road_network/exposure/roads.gpkg
 create mode 100644 examples/data/road_network/settings.toml
 create mode 100644 examples/data/road_network/vulnerability/vulnerability_curves.csv

diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index bf3f6e63..e9fc8711 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -41,7 +41,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -56,7 +56,8 @@
     "import json\n",
     "import yaml\n",
     "from hydromt.config import configread\n",
-    "from shapely.geometry import shape, Polygon"
+    "from shapely.geometry import shape, Polygon\n",
+    "import shutil"
    ]
   },
   {
@@ -80,7 +81,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 33,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -179,7 +180,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 34,
    "metadata": {},
    "outputs": [
     {
@@ -230,6 +231,7 @@
    "source": [
     "To build the model some settings must be ingested as variables. So you need to set up the root path to the FIAT model, the logger settings, the region and the data catalog:\n",
     "- `root`: Directory path from where the neccessary data for the FIAT model is stored. \n",
+    "- `new_root`: Directory path where the FIAT model output is stored. \n",
     "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.\n",
     "- `region`: Define the region as a variable from the config dictionary.\n",
     "- `data_catalog_yml`: Define the data catalogue as a variable from the config dictionary.\n",
@@ -238,14 +240,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 35,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:38:12,772 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+      "2023-10-27 09:34:48,868 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     },
     {
@@ -264,7 +266,7 @@
     "logger = setuplog(\"hydromt_fiat\", log_level=10)\n",
     "\n",
     "# Set up datacatalog\n",
-    "data_catalog_yml = Path(r\"C:/Users/rautenba/hydromt_fiat/examples/data/road_network/hydromt_fiat_catalog_USA.yml\")"
+    "data_catalog_yml = Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" / \"hydromt_fiat_catalog_USA.yml\""
    ]
   },
   {
@@ -285,21 +287,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 36,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,835 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n"
+      "2023-10-27 09:34:51,357 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Parsing data catalog from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
+      "INFO:hydromt_fiat:Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
       "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
       "  warnings.warn(\n",
       "\n"
@@ -309,7 +311,49 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,838 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
+      "2023-10-27 09:34:51,368 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-27 09:34:51,370 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-27 09:34:51,370 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:hydromt_fiat:Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-27 09:34:51,374 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
      ]
     },
     {
@@ -323,7 +367,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,847 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "2023-10-27 09:34:51,376 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
       "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
      ]
     },
@@ -339,7 +383,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,847 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
+      "2023-10-27 09:34:51,383 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
      ]
     },
     {
@@ -353,7 +397,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,847 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
      ]
     },
     {
@@ -367,7 +411,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,864 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
@@ -381,7 +425,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,865 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
      ]
     },
     {
@@ -395,7 +439,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,866 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
      ]
     },
     {
@@ -409,7 +453,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,867 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
      ]
     },
     {
@@ -423,7 +467,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,868 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
      ]
     },
     {
@@ -437,7 +481,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,870 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
+      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
      ]
     },
     {
@@ -451,7 +495,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,871 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+      "2023-10-27 09:34:51,399 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
      ]
     },
     {
@@ -465,7 +509,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,872 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
+      "2023-10-27 09:34:51,401 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
      ]
     },
     {
@@ -479,7 +523,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,873 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
+      "2023-10-27 09:34:51,403 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
      ]
     },
     {
@@ -493,7 +537,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,969 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+      "2023-10-27 09:34:51,519 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
      ]
     },
     {
@@ -507,21 +551,21 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,969 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "2023-10-27 09:34:51,521 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from C:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,969 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+      "2023-10-27 09:34:51,523 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
      ]
     },
     {
@@ -535,7 +579,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,983 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+      "2023-10-27 09:34:51,534 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
      ]
     },
     {
@@ -549,7 +593,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,983 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+      "2023-10-27 09:34:51,535 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
      ]
     },
     {
@@ -563,7 +607,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,983 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-27 09:34:51,538 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -577,7 +621,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:25,997 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
@@ -591,7 +635,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,000 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -605,7 +649,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,002 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-27 09:34:51,540 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
@@ -619,7 +663,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,004 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
@@ -633,7 +677,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,006 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-27 09:34:51,548 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -647,7 +691,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,034 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-27 09:34:51,646 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -661,7 +705,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,066 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-27 09:34:51,752 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -675,7 +719,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-27 09:34:51,756 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -689,7 +733,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-27 09:34:51,758 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -703,7 +747,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+      "2023-10-27 09:34:51,760 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
      ]
     },
     {
@@ -717,7 +761,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-27 09:34:51,762 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -731,7 +775,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-27 09:34:51,763 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
@@ -745,7 +789,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-27 09:34:51,764 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
@@ -759,7 +803,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,082 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-27 09:34:51,766 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -773,7 +817,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,182 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-27 09:34:51,874 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -787,7 +831,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,277 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-27 09:34:51,981 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -801,7 +845,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-24 09:42:26,282 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-27 09:34:51,986 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -814,6 +858,7 @@
    ],
    "source": [
     "fm = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
+    "\n",
     "region = gpd.GeoDataFrame.from_features(region, crs=4326)\n",
     "opt = configread(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"configuration.yaml\")\n",
     "fm.build(region={\"geom\": region}, opt=opt)\n",
diff --git a/examples/data/road_network/exposure/exposure.csv b/examples/data/road_network/exposure/exposure.csv
new file mode 100644
index 00000000..16941e68
--- /dev/null
+++ b/examples/data/road_network/exposure/exposure.csv
@@ -0,0 +1,149 @@
+Secondary Object Type,Object Name,lanes,Object ID,Primary Object Type,Damage Function: Structure,Max Potential Damage: Structure,Segment Length [m]
+secondary,Spring Street,,1,roads,roads,76090.67476370707,1040.1721725134933
+tertiary,Murray Boulevard,1,2,roads,roads,106799.35007891105,1459.964868751518
+tertiary,Tradd Street,2,3,roads,roads,7781.5546347982345,106.37514537945967
+tertiary,East Battery,2,4,roads,roads,26865.662847208976,367.25807697956276
+tertiary,Ashley Avenue,2,5,roads,roads,11480.549439591761,156.94101924201334
+secondary,East Bay Street,4,6,roads,roads,147038.32326165948,1005.0191605264346
+motorway,Calhoun Street,2,7,roads,roads,5673.260112687353,77.55440880204715
+tertiary,Ashley Avenue,2,8,roads,roads,46600.07058473138,637.030711186726
+secondary,Rutledge Avenue,3,9,roads,roads,61401.73825013926,559.5813124283616
+tertiary,Vendue Range,2,10,roads,roads,9803.791419502926,134.01945838121893
+tertiary,Concord Street,2,11,roads,roads,19396.37743352314,265.15170376097905
+tertiary,East Bay Street,2,12,roads,roads,35256.41965025755,481.96111726620666
+tertiary,Murray Boulevard,1,13,roads,roads,108993.8487820456,1489.9640308131782
+tertiary,Rutlede Boulevard,2,14,roads,roads,20664.727274925866,282.49025692976085
+tertiary,Ashley Boulevard,2,15,roads,roads,12644.101129002791,172.84696425255345
+tertiary,Queen Street,1,16,roads,roads,7157.2285367761415,97.84050383825652
+tertiary,Broad Street,3,17,roads,roads,34017.834284560944,310.0196329520354
+tertiary,Lockwood Drive,3,18,roads,roads,9699.149108440646,88.39265372959176
+tertiary,Smith Street,2,19,roads,roads,47417.14075137047,648.2001961856199
+tertiary,Market Street,2,20,roads,roads,11736.084953930298,160.43423220049073
+tertiary,Logan Street,1,21,roads,roads,15237.509846838202,208.29929252567533
+tertiary,Pritchard Street,,22,roads,roads,9135.640768402225,124.88572791450984
+tertiary,Washington Street,,23,roads,roads,15856.406103866108,216.7597072378897
+tertiary,Coming Street,2,24,roads,roads,65670.97640714522,897.7331639209484
+secondary,Cannon Street,,25,roads,roads,77559.95743145901,1060.2575108193762
+tertiary,Hagood Avenue,,26,roads,roads,22870.913930904226,312.649195249675
+tertiary,Hagood Avenue,,27,roads,roads,3508.252467744541,47.958394408143874
+secondary,Lockwood Drive,,28,roads,roads,7187.993948036465,98.2610721242955
+secondary,Fishburne Street,,29,roads,roads,28088.02755225738,383.9680056903075
+secondary,Fishburne Street,,30,roads,roads,18773.370090333505,256.63508981755115
+tertiary,Lockwood Drive,4,31,roads,roads,18599.5786346881,127.12966586483007
+tertiary,Courteney Drive,4,32,roads,roads,8653.151377648383,59.14500886953455
+tertiary,Jonathan Lucas Street,2,33,roads,roads,20247.80738875577,276.7908927815476
+tertiary,Doughty Street,,34,roads,roads,7646.049461035596,104.52276712920488
+motorway,James Island Expressway,1,35,roads,roads,16365.299543752533,223.7163651540974
+secondary,Lockwood Drive,,36,roads,roads,51080.11447499401,698.2736558808235
+tertiary,Lockwood Drive,2,37,roads,roads,22744.319793247716,310.9186323442656
+motorway,James Island Expressway,1,38,roads,roads,11131.148577521282,152.16465137687666
+tertiary,Bee Street,,39,roads,roads,42848.598944049394,585.7474702543934
+tertiary,President Street,,40,roads,roads,24072.03045367785,329.06865777665473
+tertiary,Cumberland Street,2,41,roads,roads,17853.131534500135,244.05527578877042
+tertiary,Broad Street,3,42,roads,roads,27011.58102858949,246.16853518326673
+tertiary,Tradd Street,2,43,roads,roads,26125.0709100108,357.1340620900426
+tertiary,Washington Street,,44,roads,roads,22173.242576687928,303.1119118641722
+tertiary,Washington Street,,45,roads,roads,28657.794708643996,391.75681743006334
+tertiary,Rutledge Avenue,1,46,roads,roads,4168.720395062447,56.987100763648925
+motorway,James Island Expressway,1,47,roads,roads,7507.792151505464,102.63276672552307
+motorway,James Island Expressway,2,48,roads,roads,177626.8956021927,2428.1891896625207
+tertiary,East Bay Street,3,49,roads,roads,98516.80617367094,897.8274111773743
+motorway,James Island Expressway,2,50,roads,roads,67729.58023084213,925.8746203909958
+motorway,James Island Expressway,2,51,roads,roads,176670.93555632944,2415.1210569270756
+motorway,James Island Expressway,2,52,roads,roads,16021.77981811222,219.0203934015778
+primary,King Street,4,53,roads,roads,31404.158822223962,214.6500356943348
+tertiary,King Street,,54,roads,roads,14948.0594106955,204.34245694848397
+primary,Meeting Street,,55,roads,roads,22235.331913519953,303.9606834197281
+tertiary,Queen Street,2,56,roads,roads,4621.957335163695,63.18292507605662
+tertiary,Meeting Street,3,57,roads,roads,34265.84986553945,312.27990909831084
+secondary,Meeting Street,,58,roads,roads,38834.2931564129,530.8712428424773
+tertiary,Market Street,,59,roads,roads,22960.71366177029,313.8767724979534
+tertiary,,,60,roads,roads,5488.489280744722,75.02856081507986
+tertiary,King Street,2,61,roads,roads,39167.29421539825,535.4234226733138
+tertiary,Ashley Avenue,2,62,roads,roads,16241.018234914687,222.01741900309884
+tertiary,Church Street,1,63,roads,roads,13580.21333912707,185.64377377415616
+tertiary,Church Street,2,64,roads,roads,14082.731986895404,192.51328722243278
+tertiary,Rutledge Avenue,2,65,roads,roads,16001.106440327847,218.73778489074593
+tertiary,Broad Street,2,66,roads,roads,24437.117685068675,334.0594609179335
+tertiary,Lockwood Drive,4,67,roads,roads,20988.42180371899,143.45760747292616
+tertiary,Lockwood Drive,4,68,roads,roads,29773.67798895598,203.50556368216849
+tertiary,Lockwood Drive,2,69,roads,roads,23769.065127846246,324.9270714108465
+motorway,James Island Expressway,2,70,roads,roads,879.0395586898038,12.016616889350992
+primary,Calhoun Street,4,71,roads,roads,64321.07590085713,439.6398998035401
+motorway,James Island Expressway,3,72,roads,roads,29588.51055638423,269.653238520562
+secondary,Lockwood Drive,,73,roads,roads,49339.4062819151,674.4778855248674
+tertiary,Rutledge Avenue,2,74,roads,roads,16075.401875096579,219.75341583410676
+tertiary,Barre Street,2,75,roads,roads,22535.284814868686,308.0610894421025
+tertiary,Ashley Avenue,2,76,roads,roads,58412.13946412054,798.5036562789882
+tertiary,Rutledge Avenue,,77,roads,roads,27991.986293671656,382.65510572057707
+tertiary,Logan Street,1,78,roads,roads,19420.04710542479,265.4752721104657
+tertiary,Queen Street,1,79,roads,roads,6639.379538406594,90.76142194890903
+tertiary,King Street,1,80,roads,roads,14706.996496670141,201.04708684205684
+tertiary,Meeting Street,2,81,roads,roads,14473.224539794222,197.85138533183266
+tertiary,Queen Street,1,82,roads,roads,12916.398022137246,176.56930804540198
+tertiary,Queen Street,,83,roads,roads,9143.289321591508,124.99028490802039
+tertiary,Cumberland Street,,84,roads,roads,13276.033398485,181.48558342198436
+tertiary,Beaufain Street,2,85,roads,roads,21189.29430936038,289.6611754888503
+tertiary,Beaufain Street,1,86,roads,roads,5251.363565390446,71.78701286896387
+tertiary,Beaufain Street,2,87,roads,roads,34257.739424626496,468.3089925719938
+secondary,Rutledge Avenue,3,88,roads,roads,364.816615015022,3.324735846958133
+secondary,Rutledge Avenue,3,89,roads,roads,10838.335801448924,98.77456803595183
+primary,Calhoun Street,4,90,roads,roads,38105.67133340001,260.45543070182634
+primary,Calhoun Street,4,91,roads,roads,18566.232173579556,126.90174003157505
+primary,Meeting Street,,92,roads,roads,7437.372153310149,101.67011364433165
+motorway,James Island Expressway,2,93,roads,roads,6237.41671654757,85.26652335612928
+motorway,James Island Expressway,2,94,roads,roads,31846.34056450858,435.3447693092271
+primary,King Street,4,95,roads,roads,20427.201365435467,139.62161913164005
+primary,King Street,4,96,roads,roads,21811.534305803278,149.08364983734742
+primary,Calhoun Street,4,97,roads,roads,30756.619418346407,210.22405004884627
+primary,King Street,4,98,roads,roads,42269.519446691025,288.91567863278533
+primary,Meeting Street,,99,roads,roads,2655.400184044341,36.2997619209911
+secondary,Calhoun Street,4,100,roads,roads,73678.77296587247,503.6005370042683
+tertiary,East Bay Street,3,101,roads,roads,28267.34659369027,257.61288452983985
+tertiary,Rutledge Avenue,,102,roads,roads,24765.914933543445,338.55417396029424
+primary,Calhoun Street,4,103,roads,roads,28869.513866192694,197.32552675383238
+tertiary,Doughty Street,,104,roads,roads,2307.895285620504,31.54931219406857
+tertiary,President Street,,105,roads,roads,29835.46199467498,407.85572499282284
+secondary,Spring Street,,106,roads,roads,3931.1004988547866,53.738797283119894
+tertiary,Hagood Avenue,,107,roads,roads,3076.28775381369,42.0533649635511
+secondary,Spring Street,,108,roads,roads,4596.0635950780625,62.82895334478978
+tertiary,Bee Street,,109,roads,roads,16554.288441888722,226.29987480709647
+tertiary,Courteney Drive,,110,roads,roads,6581.0137444205075,89.96355184301873
+tertiary,Meeting Street,3,111,roads,roads,18954.67475128798,172.742369780621
+tertiary,Queen Street,1,112,roads,roads,11616.762125805173,158.80306930507948
+tertiary,King Street,2,113,roads,roads,11859.616694705184,162.1229316314685
+tertiary,Broad Street,2,114,roads,roads,11679.881588624197,159.66592285411468
+tertiary,Broad Street,2,115,roads,roads,27673.974486914973,378.3078314593582
+tertiary,Courteney Drive,,116,roads,roads,11499.499626177745,157.20007144271852
+tertiary,Bee Street,,117,roads,roads,10179.628071881903,139.1572078942736
+secondary,Cannon Street,,118,roads,roads,12782.976579108432,174.74541474065552
+tertiary,President Street,,119,roads,roads,9185.245372642805,125.5638311002133
+tertiary,Calhoun Street,,120,roads,roads,6570.4522640474615,89.81917465069255
+tertiary,Concord Street,2,121,roads,roads,13923.618636028748,190.3381812667972
+primary,Calhoun Street,4,122,roads,roads,46357.435823139414,316.8569268313882
+tertiary,Coming Street,2,123,roads,roads,32287.647742281337,441.3775117875292
+tertiary,Coming Street,2,124,roads,roads,12790.105635753227,174.84287013004737
+primary,King Street,4,125,roads,roads,2072.1631320136034,14.163407234344948
+tertiary,Calhoun Street,,126,roads,roads,6958.706167087354,95.12667004439186
+tertiary,Washington Street,,127,roads,roads,12145.693868303524,166.0336541489436
+primary,Meeting Street,,128,roads,roads,10234.917349748352,139.91302151340156
+tertiary,East Bay Street,2,129,roads,roads,14923.162364061842,204.00211018238517
+secondary,Meeting Street,4,130,roads,roads,26472.213128744737,180.93977696265813
+secondary,Spring Street,,131,roads,roads,4153.280193752185,56.77603064512502
+tertiary,Courteney Drive,4,132,roads,roads,8799.372562254046,60.144442819431085
+tertiary,President Street,,133,roads,roads,1460.5815934661487,19.96639317402325
+tertiary,President Street,,134,roads,roads,6927.824071583225,94.70450666534374
+tertiary,Courteney Drive,,135,roads,roads,11614.61759457949,158.7737532067406
+tertiary,Ashley Avenue,2,136,roads,roads,26605.062682855645,363.69562941349034
+tertiary,Beaufain Street,1,137,roads,roads,7525.372604281738,102.87309443735971
+tertiary,Hagood Avenue,,138,roads,roads,14108.07269417057,192.85969890325035
+tertiary,Courteney Drive,,139,roads,roads,3509.434287180615,47.974550076287926
+secondary,Spring Street,,140,roads,roads,2382.011322118774,32.562490733250954
+tertiary,King Street,2,141,roads,roads,16590.853167997273,226.7997206911263
+primary,Calhoun Street,4,142,roads,roads,2623.7962378272946,17.93386536135235
+primary,Calhoun Street,4,143,roads,roads,2786.292831237522,19.04454308315235
+tertiary,Broad Street,2,144,roads,roads,1266.2120683978271,17.309329456444488
+tertiary,Logan Street,1,145,roads,roads,11928.19254694216,163.06037493085847
+tertiary,Broad Street,2,146,roads,roads,21398.801478486355,292.525173317016
+secondary,Rutledge Avenue,3,147,roads,roads,19492.592864715974,177.64465646613422
+motorway,Calhoun Street,1,148,roads,roads,1243.3131972458007,16.996298081334764
diff --git a/examples/data/road_network/exposure/region.gpkg b/examples/data/road_network/exposure/region.gpkg
new file mode 100644
index 0000000000000000000000000000000000000000..c17a0147ccf1c98548edf1544399298e3fb5ba9e
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literal 0
HcmV?d00001

diff --git a/examples/data/road_network/settings.toml b/examples/data/road_network/settings.toml
new file mode 100644
index 00000000..a1eeced1
--- /dev/null
+++ b/examples/data/road_network/settings.toml
@@ -0,0 +1,2 @@
+[exposure.geom]
+file1 = "./exposure/roads.gpkg"
diff --git a/examples/data/road_network/vulnerability/vulnerability_curves.csv b/examples/data/road_network/vulnerability/vulnerability_curves.csv
new file mode 100644
index 00000000..dfcc030a
--- /dev/null
+++ b/examples/data/road_network/vulnerability/vulnerability_curves.csv
@@ -0,0 +1,16 @@
+#UNIT=feet
+#METHOD,mean
+water depth [feet],roads
+0.0,0.0
+0.59,0.0
+0.6,1.0
+1.0,1.0
+2.0,1.0
+3.0,1.0
+4.0,1.0
+5.0,1.0
+6.0,1.0
+7.0,1.0
+8.0,1.0
+9.0,1.0
+10.0,1.0

From 41dc707e4a56bab69b9c4abc3a538ac6928585bc Mon Sep 17 00:00:00 2001
From: Frederique <frederique.degroen@deltares.nl>
Date: Tue, 31 Oct 2023 09:55:42 +0100
Subject: [PATCH 10/11] Formatted cell

---
 examples/add_roadnetwork.ipynb | 463 ++++++++-------------------------
 1 file changed, 104 insertions(+), 359 deletions(-)

diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index e9fc8711..1468b3c7 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -81,7 +81,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -97,31 +97,16 @@
     "                \"type\": \"Polygon\",\n",
     "                \"coordinates\": [\n",
     "                    [\n",
-    "                        [\n",
-    "              -79.96177042294748,\n",
-    "              32.79061007407526\n",
-    "            ],\n",
-    "            [\n",
-    "              -79.96177042294748,\n",
-    "              32.76748645567278\n",
-    "            ],\n",
-    "            [\n",
-    "              -79.91724162366485,\n",
-    "              32.76748645567278\n",
-    "            ],\n",
-    "            [\n",
-    "              -79.91724162366485,\n",
-    "              32.79061007407526\n",
-    "            ],\n",
-    "            [\n",
-    "              -79.96177042294748,\n",
-    "              32.79061007407526\n",
-    "            ]\n",
+    "                        [-79.96177042294748, 32.79061007407526],\n",
+    "                        [-79.96177042294748, 32.76748645567278],\n",
+    "                        [-79.91724162366485, 32.76748645567278],\n",
+    "                        [-79.91724162366485, 32.79061007407526],\n",
+    "                        [-79.96177042294748, 32.79061007407526],\n",
     "                    ]\n",
-    "                ]\n",
-    "            }\n",
+    "                ],\n",
+    "            },\n",
     "        }\n",
-    "    ]\n",
+    "    ],\n",
     "}\n",
     "\n",
     "# Extract the coordinates\n",
@@ -180,7 +165,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [
     {
@@ -240,21 +225,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:48,868 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:HydroMT version: 0.8.0\n"
+      "2023-10-31 09:50:52,921 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     }
    ],
@@ -287,257 +265,32 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,357 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
-      "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
-      "  warnings.warn(\n",
-      "\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,368 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,370 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,370 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Appending log messages to file c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,374 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,376 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,383 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.vertical_unit: feet\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.threshold_value: 0.6\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.min_hazard_value: 0\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.max_hazard_value: 10\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_road_vulnerability.step_hazard_value: 1\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.roads_fn: OSM\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,386 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,399 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,401 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:setup_exposure_roads.unit: meter\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,403 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "INFO:hydromt_fiat:Setting up roads...\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2023-10-27 09:34:51,519 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+      "2023-10-31 09:50:52,958 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
+      "2023-10-31 09:50:52,965 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n",
+      "2023-10-31 09:50:52,966 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n",
+      "2023-10-31 09:50:52,967 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n",
+      "2023-10-31 09:50:52,968 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n",
+      "2023-10-31 09:50:52,976 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n",
+      "2023-10-31 09:50:52,978 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n",
+      "2023-10-31 09:50:52,980 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n",
+      "2023-10-31 09:50:52,981 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n",
+      "2023-10-31 09:50:52,981 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n",
+      "2023-10-31 09:50:52,982 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n",
+      "2023-10-31 09:50:52,983 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n",
+      "2023-10-31 09:50:52,984 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n",
+      "2023-10-31 09:50:52,984 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n",
+      "2023-10-31 09:50:52,985 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n",
+      "2023-10-31 09:50:52,985 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n",
+      "2023-10-31 09:50:52,987 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n",
+      "2023-10-31 09:50:53,055 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
      ]
     },
     {
@@ -551,21 +304,21 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,521 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "2023-10-31 09:50:53,056 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,523 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+      "2023-10-31 09:50:53,059 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
      ]
     },
     {
@@ -579,7 +332,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,534 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+      "2023-10-31 09:50:53,073 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
      ]
     },
     {
@@ -593,7 +346,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,535 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+      "2023-10-31 09:50:53,074 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
      ]
     },
     {
@@ -607,7 +360,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,538 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-31 09:50:53,076 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -621,21 +374,21 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "2023-10-31 09:50:53,078 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Repositories\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "ERROR:hydromt_fiat:Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "ERROR:hydromt_fiat:Default config file not found at c:\\Repositories\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-31 09:50:53,079 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -649,35 +402,35 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,540 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-31 09:50:53,080 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "INFO:hydromt_fiat:Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,540 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-31 09:50:53,081 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "INFO:hydromt_fiat:Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,548 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-31 09:50:53,083 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -691,7 +444,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,646 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-31 09:50:53,213 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -705,7 +458,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,752 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-31 09:50:53,290 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -719,7 +472,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,756 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-31 09:50:53,293 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -733,7 +486,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,758 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-31 09:50:53,295 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -747,7 +500,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,760 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+      "2023-10-31 09:50:53,296 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
      ]
     },
     {
@@ -761,7 +514,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,762 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-31 09:50:53,298 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -775,35 +528,35 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,763 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-31 09:50:53,299 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\n"
+      "INFO:hydromt_fiat:Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,764 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-31 09:50:53,300 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "INFO:hydromt_fiat:Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,766 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-31 09:50:53,301 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -817,7 +570,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,874 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-31 09:50:53,368 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -831,7 +584,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,981 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-31 09:50:53,447 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -845,7 +598,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-27 09:34:51,986 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-31 09:50:53,450 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -877,17 +630,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "WARNING:py.warnings:<frozen importlib._bootstrap>:914: ImportWarning: _SixMetaPathImporter.find_spec() not found; falling back to find_module()\n",
-      "\n"
-     ]
-    },
     {
      "data": {
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        "            &lt;style&gt;\n",
-       "                #map_cd1ee2da3669af2709ea9f31766c3c9d {\n",
+       "                #map_a31855ee7874e7fe0f8d0669d03cc3f1 {\n",
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-       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_cd1ee2da3669af2709ea9f31766c3c9d&quot; &gt;&lt;/div&gt;\n",
+       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_a31855ee7874e7fe0f8d0669d03cc3f1&quot; &gt;&lt;/div&gt;\n",
        "        \n",
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        "    \n",
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-       "                &quot;map_cd1ee2da3669af2709ea9f31766c3c9d&quot;,\n",
+       "            var map_a31855ee7874e7fe0f8d0669d03cc3f1 = L.map(\n",
+       "                &quot;map_a31855ee7874e7fe0f8d0669d03cc3f1&quot;,\n",
        "                {\n",
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        "                }\n",
        "            );\n",
-       "            L.control.scale().addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
+       "            L.control.scale().addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
        "\n",
        "            \n",
        "\n",
        "        \n",
        "    \n",
-       "            var tile_layer_0375aef75a742bf0cf74d04bd2d1bb6e = L.tileLayer(\n",
+       "            var tile_layer_7bf469ebc3600ed19178b1f0b76d5ba0 = L.tileLayer(\n",
        "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
        "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
-       "            ).addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
+       "            ).addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
        "        \n",
        "    \n",
-       "            map_cd1ee2da3669af2709ea9f31766c3c9d.fitBounds(\n",
+       "            map_a31855ee7874e7fe0f8d0669d03cc3f1.fitBounds(\n",
        "                [[32.7544216, -79.9628865], [32.7971318, -79.9256216]],\n",
        "                {}\n",
        "            );\n",
        "        \n",
        "    \n",
-       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_styler(feature) {\n",
+       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_styler(feature) {\n",
        "            switch(feature.id) {\n",
        "                case &quot;0&quot;: \n",
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@@ -1127,53 +872,53 @@
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        "            }\n",
        "        }\n",
-       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_highlighter(feature) {\n",
+       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_highlighter(feature) {\n",
        "            switch(feature.id) {\n",
        "                default:\n",
        "                    return {&quot;fillOpacity&quot;: 0.75};\n",
        "            }\n",
        "        }\n",
-       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_pointToLayer(feature, latlng) {\n",
+       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_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_58b5d26337ce2eae2fa32fdfd3ce7c49_styler(feature)\n",
+       "            let style = geo_json_03b0116ab93fec33be87ef443b7dd599_styler(feature)\n",
        "            Object.assign(opts, style)\n",
        "            \n",
        "            return new L.CircleMarker(latlng, opts)\n",
        "        }\n",
        "\n",
-       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_onEachFeature(feature, layer) {\n",
+       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_onEachFeature(feature, layer) {\n",
        "            layer.on({\n",
        "                mouseout: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49.resetStyle(e.target);\n",
+       "                        geo_json_03b0116ab93fec33be87ef443b7dd599.resetStyle(e.target);\n",
        "                    }\n",
        "                },\n",
        "                mouseover: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        const highlightStyle = geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_highlighter(e.target.feature)\n",
+       "                        const highlightStyle = geo_json_03b0116ab93fec33be87ef443b7dd599_highlighter(e.target.feature)\n",
        "                        e.target.setStyle(highlightStyle);\n",
        "                    }\n",
        "                },\n",
        "            });\n",
        "        };\n",
-       "        var geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49 = L.geoJson(null, {\n",
-       "                onEachFeature: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_onEachFeature,\n",
+       "        var geo_json_03b0116ab93fec33be87ef443b7dd599 = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_03b0116ab93fec33be87ef443b7dd599_onEachFeature,\n",
        "            \n",
-       "                style: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_styler,\n",
-       "                pointToLayer: geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_pointToLayer\n",
+       "                style: geo_json_03b0116ab93fec33be87ef443b7dd599_styler,\n",
+       "                pointToLayer: geo_json_03b0116ab93fec33be87ef443b7dd599_pointToLayer\n",
        "        });\n",
        "\n",
-       "        function geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49_add (data) {\n",
-       "            geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49\n",
+       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_add (data) {\n",
+       "            geo_json_03b0116ab93fec33be87ef443b7dd599\n",
        "                .addData(data)\n",
-       "                .addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
+       "                .addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
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{&quot;coordinates&quot;: [[-79.9513882, 32.7844372], [-79.9512072, 32.7840324]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;138&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 3509.434287180615, &quot;Object ID&quot;: 139, &quot;Object Name&quot;: &quot;Courteney Drive&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 47.974550076287926, &quot;__folium_color&quot;: &quot;#46075a&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9543823, 32.7869259, -79.9540769, 32.7870663], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9540769, 32.7870663], [-79.9543823, 32.7869259]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;139&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 2382.011322118774, &quot;Object ID&quot;: 140, &quot;Object Name&quot;: &quot;Spring Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 32.562490733250954, &quot;__folium_color&quot;: &quot;#450457&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9352199, 32.7824328, -79.9340163, 32.7842078], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9352199, 32.7842078], [-79.9350975, 32.7840238], [-79.9346124, 32.7832944], [-79.9344463, 32.7830544], [-79.9340163, 32.7824328]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;140&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 16590.853167997273, &quot;Object ID&quot;: 141, &quot;Object Name&quot;: &quot;King Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 226.7997206911263, &quot;__folium_color&quot;: &quot;#482173&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9441201, 32.7836553, -79.9439368, 32.7837021], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9439368, 32.7837021], [-79.9441201, 32.7836553]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;141&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 2623.7962378272946, &quot;Object ID&quot;: 142, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;primary&quot;, &quot;Segment Length [m]&quot;: 17.93386536135235, &quot;__folium_color&quot;: &quot;#450559&quot;, &quot;lanes&quot;: 4.0}, &quot;type&quot;: 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&quot;id&quot;: &quot;143&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1266.2120683978271, &quot;Object ID&quot;: 144, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 17.309329456444488, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9360088, 32.7760122, -79.9358351, 32.7774756], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.9359246, 32.7767662], [-79.9360088, 32.7774756]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;144&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11928.19254694216, &quot;Object ID&quot;: 145, &quot;Object Name&quot;: &quot;Logan Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 163.06037493085847, &quot;__folium_color&quot;: &quot;#48186a&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9358351, 32.7760122, -79.9327317, 32.7763087], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.935585, 32.7760361], [-79.9346476, 32.7761255], [-79.9340487, 32.7761828], [-79.9339517, 32.7761921], [-79.9334638, 32.7762387], [-79.9327317, 32.7763087]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 21398.801478486355, &quot;Object ID&quot;: 146, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 292.525173317016, &quot;__folium_color&quot;: &quot;#472a7a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9475203, 32.789179, -79.9468405, 32.7906748], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9475203, 32.7906748], [-79.9474189, 32.790447], [-79.9473149, 32.7902174], [-79.9471259, 32.789817], [-79.9471094, 32.7897821], [-79.9470508, 32.7896508], [-79.9469857, 32.7895046], [-79.9469462, 32.7894161], [-79.9468405, 32.789179]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;146&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 19492.59286471597, &quot;Object ID&quot;: 147, &quot;Object Name&quot;: &quot;Rutledge Avenue&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 177.64465646613422, &quot;__folium_color&quot;: &quot;#482677&quot;, &quot;lanes&quot;: 3.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9504205, 32.7819323, -79.9502396, 32.7819445], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9502396, 32.7819445], [-79.9504205, 32.7819323]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;147&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1243.313197245801, &quot;Object ID&quot;: 148, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;motorway&quot;, &quot;Segment Length [m]&quot;: 16.996298081334764, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
        "\n",
        "        \n",
        "    \n",
-       "    geo_json_58b5d26337ce2eae2fa32fdfd3ce7c49.bindTooltip(\n",
+       "    geo_json_03b0116ab93fec33be87ef443b7dd599.bindTooltip(\n",
        "    function(layer){\n",
        "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
        "    \n",
@@ -1197,42 +942,42 @@
        "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
        "                     \n",
        "    \n",
-       "    var color_map_dbc5c870a94bd2040222240ee52ce8af = {};\n",
+       "    var color_map_ca7a9bd108618487e6c7a2f9133ac165 = {};\n",
        "\n",
        "    \n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.color = d3.scale.threshold()\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.color = d3.scale.threshold()\n",
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&#x27;#dbe318ff&#x27;, &#x27;#dde318ff&#x27;, &#x27;#dee318ff&#x27;, &#x27;#dfe318ff&#x27;, &#x27;#e0e418ff&#x27;, &#x27;#e2e418ff&#x27;, &#x27;#e3e418ff&#x27;, &#x27;#e5e418ff&#x27;, &#x27;#e6e419ff&#x27;, &#x27;#e7e419ff&#x27;, &#x27;#e8e519ff&#x27;, &#x27;#eae519ff&#x27;, &#x27;#ebe51aff&#x27;, &#x27;#ece51aff&#x27;, &#x27;#ede51bff&#x27;, &#x27;#efe51bff&#x27;, &#x27;#f0e51cff&#x27;, &#x27;#f1e51dff&#x27;, &#x27;#f3e61dff&#x27;, &#x27;#f4e61eff&#x27;, &#x27;#f5e61eff&#x27;, &#x27;#f6e61fff&#x27;, &#x27;#f7e620ff&#x27;, &#x27;#f8e621ff&#x27;, &#x27;#fae722ff&#x27;, &#x27;#fbe723ff&#x27;, &#x27;#fce724ff&#x27;, &#x27;#fde725ff&#x27;]);\n",
        "    \n",
        "\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.x = d3.scale.linear()\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.x = d3.scale.linear()\n",
        "              .domain([364.816615015022, 177626.8956021927])\n",
        "              .range([0, 450 - 50]);\n",
        "\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend = L.control({position: &#x27;topright&#x27;});\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.legend.addTo(map_cd1ee2da3669af2709ea9f31766c3c9d);\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend = L.control({position: &#x27;topright&#x27;});\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend.addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
        "\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.xAxis = d3.svg.axis()\n",
-       "        .scale(color_map_dbc5c870a94bd2040222240ee52ce8af.x)\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.xAxis = d3.svg.axis()\n",
+       "        .scale(color_map_ca7a9bd108618487e6c7a2f9133ac165.x)\n",
        "        .orient(&quot;top&quot;)\n",
        "        .tickSize(1)\n",
        "        .tickValues([364.816615015022, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 18438.597217629216, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 36512.37782024341, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 54586.1584228576, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 72659.9390254718, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 90733.71962808598, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 108807.50023070019, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 126881.28083331438, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 144955.0614359286, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 163028.84203854276, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;]);\n",
        "\n",
-       "    color_map_dbc5c870a94bd2040222240ee52ce8af.svg = d3.select(&quot;.legend.leaflet-control&quot;).append(&quot;svg&quot;)\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.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_dbc5c870a94bd2040222240ee52ce8af.g = color_map_dbc5c870a94bd2040222240ee52ce8af.svg.append(&quot;g&quot;)\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.g = color_map_ca7a9bd108618487e6c7a2f9133ac165.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_dbc5c870a94bd2040222240ee52ce8af.g.selectAll(&quot;rect&quot;)\n",
-       "        .data(color_map_dbc5c870a94bd2040222240ee52ce8af.color.range().map(function(d, i) {\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.g.selectAll(&quot;rect&quot;)\n",
+       "        .data(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.range().map(function(d, i) {\n",
        "          return {\n",
-       "            x0: i ? color_map_dbc5c870a94bd2040222240ee52ce8af.x(color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain()[i - 1]) : color_map_dbc5c870a94bd2040222240ee52ce8af.x.range()[0],\n",
-       "            x1: i &lt; color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain().length ? color_map_dbc5c870a94bd2040222240ee52ce8af.x(color_map_dbc5c870a94bd2040222240ee52ce8af.color.domain()[i]) : color_map_dbc5c870a94bd2040222240ee52ce8af.x.range()[1],\n",
+       "            x0: i ? color_map_ca7a9bd108618487e6c7a2f9133ac165.x(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain()[i - 1]) : color_map_ca7a9bd108618487e6c7a2f9133ac165.x.range()[0],\n",
+       "            x1: i &lt; color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain().length ? color_map_ca7a9bd108618487e6c7a2f9133ac165.x(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain()[i]) : color_map_ca7a9bd108618487e6c7a2f9133ac165.x.range()[1],\n",
        "            z: d\n",
        "          };\n",
        "        }))\n",
@@ -1242,7 +987,7 @@
        "        .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_dbc5c870a94bd2040222240ee52ce8af.g.call(color_map_dbc5c870a94bd2040222240ee52ce8af.xAxis).append(&quot;text&quot;)\n",
+       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.g.call(color_map_ca7a9bd108618487e6c7a2f9133ac165.xAxis).append(&quot;text&quot;)\n",
        "        .attr(&quot;class&quot;, &quot;caption&quot;)\n",
        "        .attr(&quot;y&quot;, 21)\n",
        "        .text(&quot;Max Potential Damage: Structure&quot;);\n",
@@ -1250,10 +995,10 @@
        "&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 0x1f577adb0a0>"
+       "<folium.folium.Map at 0x25bcfc34a30>"
       ]
      },
-     "execution_count": 23,
+     "execution_count": 6,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1275,7 +1020,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [
     {
@@ -1386,7 +1131,7 @@
        "10.0                      1.0"
       ]
      },
-     "execution_count": 24,
+     "execution_count": 7,
      "metadata": {},
      "output_type": "execute_result"
     }

From 23f6d676fd5c749842fd20ca1393b5dcb0f6d57a Mon Sep 17 00:00:00 2001
From: "sarah.rautenbach" <sarah.rautenbach@deltares.nl>
Date: Tue, 31 Oct 2023 14:02:32 +0100
Subject: [PATCH 11/11] visual damage curve, distinguish data input/output

---
 .gitignore                                    |   1 +
 examples/add_roadnetwork.ipynb                | 424 ++++++++++++------
 .../data/road_network/exposure/exposure.csv   | 149 ------
 .../data/road_network/exposure/region.gpkg    | Bin 98304 -> 0 bytes
 .../data/road_network/exposure/roads.gpkg     | Bin 139264 -> 0 bytes
 examples/data/road_network/settings.toml      |   2 -
 .../vulnerability/vulnerability_curves.csv    |  16 -
 7 files changed, 289 insertions(+), 303 deletions(-)
 delete mode 100644 examples/data/road_network/exposure/exposure.csv
 delete mode 100644 examples/data/road_network/exposure/region.gpkg
 delete mode 100644 examples/data/road_network/exposure/roads.gpkg
 delete mode 100644 examples/data/road_network/settings.toml
 delete mode 100644 examples/data/road_network/vulnerability/vulnerability_curves.csv

diff --git a/.gitignore b/.gitignore
index fc10fc32..0a3872ff 100644
--- a/.gitignore
+++ b/.gitignore
@@ -126,3 +126,4 @@ examples/data/building_footprints/fiat_model_bfs
 examples/data/aggregation_zones_example/aggregation_test_1_output
 examples/data/aggregation_zones_example/aggregation_test_2_output
 examples/aggregation_zones_example_files/
+examples/data/road_network/FIAT model
\ No newline at end of file
diff --git a/examples/add_roadnetwork.ipynb b/examples/add_roadnetwork.ipynb
index 1468b3c7..0224320d 100644
--- a/examples/add_roadnetwork.ipynb
+++ b/examples/add_roadnetwork.ipynb
@@ -4,7 +4,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# **Example Road Network**"
+    "# **FIAT Model Setup for a Road Network**"
    ]
   },
   {
@@ -16,20 +16,24 @@
     "\n",
     "FIAT offers a tool to compute the monetary impact of the road blockage/destruction based on the **extent of the hazard, the road type (e.g. motorway, trunk, primary roads), and the number of lanes.**\n",
     "\n",
-    "To run the FIAT model on a road network it is necessary to create the [exposure data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/exposure.qmd) and [vulnerability data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/vulnerability.qmd). So that when assessing a specific hazard event only the hazard map must be ingested to compute the impact.\n",
+    "To run the FIAT model on a road network it is necessary to create the [exposure data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/exposure.qmd) and [vulnerability data](https://github.com/Deltares/Delft-FIAT/blob/master/docs/user_guide/data/vulnerability.qmd).\n",
     "\n",
-    "To get the road network information FIAT downloads Open Street Map (OSM) data as default. Users can also ingest their own road network data.\n",
+    "**Notebook Output**:  \n",
+    "The output of this notebook will be: \n",
+    "- `exposure data`\n",
+    "- `vulnerability data` \n",
     "\n",
-    "However, we recommened OSM data as OSM offers detailed information about the road network such as the roadtype and the number of lanes, which are obligatory to calculate the flood impact. **This notebook will cover the road impact assessment based on OSM.**\n",
+    " which are neccessary to run the FIAT model for various events and scenarios of a flood event on a road network.\n",
     "\n",
-    ">*Note: If the user wants to use their own data they musst assure to deliver the **number of lanes per segment***."
+    "\n",
+    ">*Note: This notebook will cover the road impact assessment based on Open Sreet Map (OSM) data."
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "## Let's get started!"
+    "# **Let's get started!**"
    ]
   },
   {
@@ -41,7 +45,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -56,15 +60,35 @@
     "import json\n",
     "import yaml\n",
     "from hydromt.config import configread\n",
-    "from shapely.geometry import shape, Polygon\n",
-    "import shutil"
+    "from shapely.geometry import Polygon\n",
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# **Step 2:** Data Input"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To run FIAT the user must provide data about the road network and the sudy area of interest;\n",
+    "- Polygon of the region of interest (from the coordinates we will create a shapely polygon)\n",
+    "- Information on the road network within the study area (geospatial file format e.g. *.shp, *.geojson, *.gpkg ):\n",
+    "    - road type\n",
+    "    - number of lanes\n",
+    "    - segment length\n",
+    "- Model configuration (see section **Step 2b: Create configuration file**) "
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# **Step 2:** Define the study area"
+    "## **Step 2a:** Define the study area"
    ]
   },
   {
@@ -81,7 +105,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -120,14 +144,14 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# **Step 3:** Create the configuration file"
+    "## **Step 2b:** Create the configuration file"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "FIAT requires a configuration file in form of a *yaml*-file or a dictionary, in which the model parameters are defined. The configuration file must define the **vulnerability** and **exposure setup**.  \n",
+    "We must configure the FIAT model form of a `yaml`-file or a dictionary, in which the model parameters are defined. The configuration file must define the **vulnerability** and **exposure setup**.  \n",
     "The required fields are:\n",
     "  \n",
     "*setup_road_vulnerability:*\n",
@@ -150,7 +174,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "## **Step 3.1:** Load the configuration file"
+    "### Load the configuration file"
    ]
   },
   {
@@ -165,7 +189,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [
     {
@@ -207,7 +231,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# **Step 4**: <strong>Define variables for the FIAT model</strong>"
+    "# **Step 3**: <strong>Define variables for the FIAT model</strong>"
    ]
   },
   {
@@ -215,8 +239,7 @@
    "metadata": {},
    "source": [
     "To build the model some settings must be ingested as variables. So you need to set up the root path to the FIAT model, the logger settings, the region and the data catalog:\n",
-    "- `root`: Directory path from where the neccessary data for the FIAT model is stored. \n",
-    "- `new_root`: Directory path where the FIAT model output is stored. \n",
+    "- `root`: Directory path where the FIAT model data is stored.  \n",
     "- `logger`: The logger variable defines the frequencies of log-entries during the initialisation of the model.\n",
     "- `region`: Define the region as a variable from the config dictionary.\n",
     "- `data_catalog_yml`: Define the data catalogue as a variable from the config dictionary.\n",
@@ -225,20 +248,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:52,921 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
+      "2023-10-31 14:00:02,291 - hydromt_fiat - log - INFO - HydroMT version: 0.8.0\n"
      ]
     }
    ],
    "source": [
     "# Set up Fiat Model\n",
-    "root = Path(os.path.abspath(\"\"))  / \"data\" / \"road_network\"\n",
+    "root = Path(os.path.abspath(\"\"))  / \"data\" / \"road_network\" /  \"FIAT model\" \n",
     "\n",
     "# Set up the logger\n",
     "logger = setuplog(\"hydromt_fiat\", log_level=10)\n",
@@ -260,233 +283,321 @@
    "source": [
     "It's time to run the road network FIAT model. The output will be stored in the root-directory. \n",
     "\n",
-    "The output will be an **exposure folder** incl. *exposure.csv* together with vector data files, a **hazard folder** (empty) and a **vulnerability folder** incl. *damage_curve.csv*. "
+    "The output will be an **exposure folder** incl. `exposure.csv` together with vector data files, a **vulnerability folder** incl. `damage_curve.csv`,  a **hazard folder** (empty) and an **output folder** (empty). \n",
+    "\n",
+    ">*Note*:  Ignore the output folder (in this notebook only)!  \n",
+    " In this example we don't provide any hazard data, so the `output folder` will be empty. In case hazard data is provided the `output` folder contains an updated `exposure.csv` with the damages of the event on the road segment."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:52,958 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
-      "2023-10-31 09:50:52,965 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\exposure.\n",
-      "2023-10-31 09:50:52,966 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\vulnerability.\n",
-      "2023-10-31 09:50:52,967 - hydromt_fiat - log - DEBUG - Appending log messages to file c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\hydromt.log.\n",
-      "2023-10-31 09:50:52,968 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n",
-      "2023-10-31 09:50:52,976 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
-      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n",
-      "2023-10-31 09:50:52,978 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n",
-      "2023-10-31 09:50:52,980 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n",
-      "2023-10-31 09:50:52,981 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n",
-      "2023-10-31 09:50:52,981 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n",
-      "2023-10-31 09:50:52,982 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n",
-      "2023-10-31 09:50:52,983 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n",
-      "2023-10-31 09:50:52,984 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n",
-      "2023-10-31 09:50:52,984 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n",
-      "2023-10-31 09:50:52,985 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n",
-      "2023-10-31 09:50:52,985 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n",
-      "2023-10-31 09:50:52,987 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n",
-      "2023-10-31 09:50:53,055 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+      "2023-10-31 14:00:15,731 - hydromt_fiat - data_catalog - INFO - Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+      "INFO:hydromt_fiat:Parsing data catalog from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\hydromt_fiat_catalog_USA.yml\n",
+      "WARNING:py.warnings:c:\\Users\\rautenba\\AppData\\Local\\mambaforge\\envs\\hydromt-fiat-dev\\lib\\site-packages\\hydromt\\data_adapter\\geodataframe.py:99: DeprecationWarning: Passing additional keyword arguments to be used by the GeoDataFrameAdapter driver is deprecated and will be removed in a future version. Please use 'driver_kwargs' instead.\n",
+      "  warnings.warn(\n",
+      "\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,056 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "2023-10-31 14:00:15,744 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\exposure.\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\exposure.\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,059 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+      "2023-10-31 14:00:15,746 - hydromt_fiat - model_api - WARNING - Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\vulnerability.\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:DataFrame: Read csv data.\n"
+      "WARNING:hydromt_fiat:Model dir already exists and files might be overwritten: c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\vulnerability.\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,073 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+      "2023-10-31 14:00:15,749 - hydromt_fiat - model_api - INFO - Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Setting exposure geometries...\n"
+      "INFO:hydromt_fiat:Initializing fiat model from hydromt_fiat (v0.2.1.dev0).\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,074 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+      "2023-10-31 14:00:15,760 - hydromt_fiat - model_api - INFO - setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Setting geometry name to roads...\n"
+      "INFO:hydromt_fiat:setup_region.region: {'geom':                                             geometry\n",
+      "0  POLYGON ((-79.96177 32.79061, -79.96177 32.767...}\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,076 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-31 14:00:15,763 - hydromt_fiat - basin_mask - DEBUG - Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Updating all data objects...\n"
+      "DEBUG:hydromt_fiat:Parsed region (kind=geom): {'geom': 'GeoDataFrame [-79.96177042  32.76748646 -79.91724162  32.79061007] (crs = EPSG:4326)'}\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,078 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Repositories\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "2023-10-31 14:00:15,767 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.vertical_unit: feet\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "ERROR:hydromt_fiat:Default config file not found at c:\\Repositories\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.vertical_unit: feet\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,079 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-31 14:00:15,768 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "WARNING:hydromt_fiat:Replacing geom: region\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.threshold_value: 0.6\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,080 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-31 14:00:15,770 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.min_hazard_value: 0\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.min_hazard_value: 0\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,081 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-31 14:00:15,772 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.max_hazard_value: 10\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.max_hazard_value: 10\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,083 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-31 14:00:15,773 - hydromt_fiat - model_api - INFO - setup_road_vulnerability.step_hazard_value: 1\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/region.gpkg\n"
+      "INFO:hydromt_fiat:setup_road_vulnerability.step_hazard_value: 1\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,213 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-31 14:00:15,775 - hydromt_fiat - model_api - INFO - setup_exposure_roads.roads_fn: OSM\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "DEBUG:hydromt_fiat:Writing file exposure/roads.gpkg\n"
+      "INFO:hydromt_fiat:setup_exposure_roads.roads_fn: OSM\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,290 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-31 14:00:15,776 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model exposure table file to exposure/exposure.csv.\n"
+      "INFO:hydromt_fiat:setup_exposure_roads.road_damage: default_road_max_potential_damages\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,293 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-31 14:00:15,778 - hydromt_fiat - model_api - INFO - setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "INFO:hydromt_fiat:setup_exposure_roads.road_types: ['motorway', 'primary', 'secondary', 'tertiary']\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,779 - hydromt_fiat - model_api - INFO - setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:setup_exposure_roads.unit: meter\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,781 - hydromt_fiat - exposure_vector - INFO - Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting up roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,939 - hydromt_fiat - exposure_vector - INFO - The damage function 'roads' is selected for all of the structure damage to the roads.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:The damage function 'roads' is selected for all of the structure damage to the roads.\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,295 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
+      "2023-10-31 14:00:15,941 - hydromt_fiat - data_catalog - INFO - DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataCatalog: Getting default_road_max_potential_damages DataFrame csv data from c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\us_road_damage.csv\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,943 - hydromt_fiat - dataframe - INFO - DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:DataFrame: Read csv data.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,968 - hydromt_fiat - exposure_vector - INFO - Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting exposure geometries...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,970 - hydromt_fiat - exposure_vector - INFO - Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "INFO:hydromt_fiat:Setting geometry name to roads...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2023-10-31 14:00:15,973 - hydromt_fiat - fiat - INFO - Updating all data objects...\n"
      ]
     },
     {
@@ -500,21 +611,21 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,296 - hydromt_fiat - model_api - WARNING - Replacing geom: roads\n"
+      "2023-10-31 14:00:15,975 - hydromt_fiat - model_api - ERROR - Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "WARNING:hydromt_fiat:Replacing geom: roads\n"
+      "ERROR:hydromt_fiat:Default config file not found at c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\fiat\\settings.toml\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,298 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
+      "2023-10-31 14:00:15,977 - hydromt_fiat - model_api - WARNING - Replacing geom: region\n"
      ]
     },
     {
@@ -528,35 +639,35 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,299 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
+      "2023-10-31 14:00:15,979 - hydromt_fiat - fiat - INFO - Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model data to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\n"
+      "INFO:hydromt_fiat:Writing model data to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,300 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "2023-10-31 14:00:15,980 - hydromt_fiat - model_api - INFO - Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\settings.toml\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "INFO:hydromt_fiat:Writing model config to c:\\Repositories\\hydromt_fiat\\examples\\data\\road_network\\settings.toml\n"
+      "INFO:hydromt_fiat:Writing model config to c:\\Users\\rautenba\\hydromt_fiat\\examples\\data\\road_network\\FIAT model\\settings.toml\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,301 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
+      "2023-10-31 14:00:15,982 - hydromt_fiat - model_api - DEBUG - Writing file exposure/region.gpkg\n"
      ]
     },
     {
@@ -570,7 +681,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,368 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
+      "2023-10-31 14:00:16,070 - hydromt_fiat - model_api - DEBUG - Writing file exposure/roads.gpkg\n"
      ]
     },
     {
@@ -584,7 +695,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,447 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
+      "2023-10-31 14:00:16,182 - hydromt_fiat - fiat - INFO - Writing model exposure table file to exposure/exposure.csv.\n"
      ]
     },
     {
@@ -598,7 +709,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2023-10-31 09:50:53,450 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
+      "2023-10-31 14:00:16,187 - hydromt_fiat - fiat - INFO - Writing model vulnerability_curves table file to vulnerability/vulnerability_curves.csv.\n"
      ]
     },
     {
@@ -610,12 +721,13 @@
     }
    ],
    "source": [
-    "fm = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
+    "# Build the FIAT model \n",
+    "fiat_model = FiatModel(root=root, mode=\"w+\", data_libs=[data_catalog_yml], logger=logger)\n",
     "\n",
     "region = gpd.GeoDataFrame.from_features(region, crs=4326)\n",
     "opt = configread(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"configuration.yaml\")\n",
-    "fm.build(region={\"geom\": region}, opt=opt)\n",
-    "fm.write()"
+    "fiat_model.build(region={\"geom\": region}, opt=opt, write=False)\n",
+    "fiat_model.write()"
    ]
   },
   {
@@ -630,7 +742,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 24,
    "metadata": {},
    "outputs": [
     {
@@ -663,7 +775,7 @@
        "            &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_a31855ee7874e7fe0f8d0669d03cc3f1 {\n",
+       "                #map_1a9ec30caf6bcd524fa4da2e1c45f6a2 {\n",
        "                    position: relative;\n",
        "                    width: 100.0%;\n",
        "                    height: 100.0%;\n",
@@ -694,14 +806,14 @@
        "&lt;body&gt;\n",
        "    \n",
        "    \n",
-       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_a31855ee7874e7fe0f8d0669d03cc3f1&quot; &gt;&lt;/div&gt;\n",
+       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_1a9ec30caf6bcd524fa4da2e1c45f6a2&quot; &gt;&lt;/div&gt;\n",
        "        \n",
        "&lt;/body&gt;\n",
        "&lt;script&gt;\n",
        "    \n",
        "    \n",
-       "            var map_a31855ee7874e7fe0f8d0669d03cc3f1 = L.map(\n",
-       "                &quot;map_a31855ee7874e7fe0f8d0669d03cc3f1&quot;,\n",
+       "            var map_1a9ec30caf6bcd524fa4da2e1c45f6a2 = L.map(\n",
+       "                &quot;map_1a9ec30caf6bcd524fa4da2e1c45f6a2&quot;,\n",
        "                {\n",
        "                    center: [32.7757767, -79.94425405],\n",
        "                    crs: L.CRS.EPSG3857,\n",
@@ -710,25 +822,25 @@
        "                    preferCanvas: false,\n",
        "                }\n",
        "            );\n",
-       "            L.control.scale().addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
+       "            L.control.scale().addTo(map_1a9ec30caf6bcd524fa4da2e1c45f6a2);\n",
        "\n",
        "            \n",
        "\n",
        "        \n",
        "    \n",
-       "            var tile_layer_7bf469ebc3600ed19178b1f0b76d5ba0 = L.tileLayer(\n",
+       "            var tile_layer_6fc18711c88358e0d4922dbddd8868af = L.tileLayer(\n",
        "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
        "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
-       "            ).addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
+       "            ).addTo(map_1a9ec30caf6bcd524fa4da2e1c45f6a2);\n",
        "        \n",
        "    \n",
-       "            map_a31855ee7874e7fe0f8d0669d03cc3f1.fitBounds(\n",
+       "            map_1a9ec30caf6bcd524fa4da2e1c45f6a2.fitBounds(\n",
        "                [[32.7544216, -79.9628865], [32.7971318, -79.9256216]],\n",
        "                {}\n",
        "            );\n",
        "        \n",
        "    \n",
-       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_styler(feature) {\n",
+       "        function geo_json_249fe63854fb5a9693e051f38b5b508e_styler(feature) {\n",
        "            switch(feature.id) {\n",
        "                case &quot;0&quot;: \n",
        "                    return {&quot;color&quot;: &quot;#277f8e&quot;, &quot;fillColor&quot;: &quot;#277f8e&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
@@ -872,53 +984,53 @@
        "                    return {&quot;color&quot;: &quot;#48186a&quot;, &quot;fillColor&quot;: &quot;#48186a&quot;, &quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
        "            }\n",
        "        }\n",
-       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_highlighter(feature) {\n",
+       "        function geo_json_249fe63854fb5a9693e051f38b5b508e_highlighter(feature) {\n",
        "            switch(feature.id) {\n",
        "                default:\n",
        "                    return {&quot;fillOpacity&quot;: 0.75};\n",
        "            }\n",
        "        }\n",
-       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_pointToLayer(feature, latlng) {\n",
+       "        function geo_json_249fe63854fb5a9693e051f38b5b508e_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_03b0116ab93fec33be87ef443b7dd599_styler(feature)\n",
+       "            let style = geo_json_249fe63854fb5a9693e051f38b5b508e_styler(feature)\n",
        "            Object.assign(opts, style)\n",
        "            \n",
        "            return new L.CircleMarker(latlng, opts)\n",
        "        }\n",
        "\n",
-       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_onEachFeature(feature, layer) {\n",
+       "        function geo_json_249fe63854fb5a9693e051f38b5b508e_onEachFeature(feature, layer) {\n",
        "            layer.on({\n",
        "                mouseout: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        geo_json_03b0116ab93fec33be87ef443b7dd599.resetStyle(e.target);\n",
+       "                        geo_json_249fe63854fb5a9693e051f38b5b508e.resetStyle(e.target);\n",
        "                    }\n",
        "                },\n",
        "                mouseover: function(e) {\n",
        "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
-       "                        const highlightStyle = geo_json_03b0116ab93fec33be87ef443b7dd599_highlighter(e.target.feature)\n",
+       "                        const highlightStyle = geo_json_249fe63854fb5a9693e051f38b5b508e_highlighter(e.target.feature)\n",
        "                        e.target.setStyle(highlightStyle);\n",
        "                    }\n",
        "                },\n",
        "            });\n",
        "        };\n",
-       "        var geo_json_03b0116ab93fec33be87ef443b7dd599 = L.geoJson(null, {\n",
-       "                onEachFeature: geo_json_03b0116ab93fec33be87ef443b7dd599_onEachFeature,\n",
+       "        var geo_json_249fe63854fb5a9693e051f38b5b508e = L.geoJson(null, {\n",
+       "                onEachFeature: geo_json_249fe63854fb5a9693e051f38b5b508e_onEachFeature,\n",
        "            \n",
-       "                style: geo_json_03b0116ab93fec33be87ef443b7dd599_styler,\n",
-       "                pointToLayer: geo_json_03b0116ab93fec33be87ef443b7dd599_pointToLayer\n",
+       "                style: geo_json_249fe63854fb5a9693e051f38b5b508e_styler,\n",
+       "                pointToLayer: geo_json_249fe63854fb5a9693e051f38b5b508e_pointToLayer\n",
        "        });\n",
        "\n",
-       "        function geo_json_03b0116ab93fec33be87ef443b7dd599_add (data) {\n",
-       "            geo_json_03b0116ab93fec33be87ef443b7dd599\n",
+       "        function geo_json_249fe63854fb5a9693e051f38b5b508e_add (data) {\n",
+       "            geo_json_249fe63854fb5a9693e051f38b5b508e\n",
        "                .addData(data)\n",
-       "                .addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
+       "                .addTo(map_1a9ec30caf6bcd524fa4da2e1c45f6a2);\n",
        "        }\n",
-       "            geo_json_03b0116ab93fec33be87ef443b7dd599_add({&quot;bbox&quot;: [-79.9628865, 32.7544216, -79.9256216, 32.7971318], &quot;features&quot;: [{&quot;bbox&quot;: [-79.9509985, 32.7885121, -79.9412853, 32.7930622], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9412853, 32.7930622], [-79.9413724, 32.7930212], [-79.9416961, 32.7928688], [-79.9419091, 32.7927685], [-79.9420064, 32.7927227], [-79.9423665, 32.7925531], [-79.9425488, 32.7924673], [-79.9437073, 32.7919218], [-79.9440928, 32.7917403], [-79.9441092, 32.7917326], [-79.9444218, 32.7915853], [-79.9447204, 32.7914447], [-79.9450769, 32.7912768], [-79.9455887, 32.7910364], [-79.9457883, 32.7909438], [-79.94583, 32.7909233], [-79.9459541, 32.7908657], [-79.9461126, 32.7907922], [-79.9463899, 32.7906579], [-79.946405, 32.7906508], [-79.9465723, 32.7905727], [-79.9466499, 32.7905362], [-79.9467673, 32.7904809], [-79.946895, 32.7904195], [-79.9469465, 32.7903947], [-79.9473149, 32.7902174], [-79.947715, 32.7900338], [-79.9479134, 32.7899428], [-79.9481696, 32.7898235], [-79.9485077, 32.789672], [-79.9487496, 32.7895542], [-79.9490151, 32.7894248], [-79.9491573, 32.7893555], [-79.9491801, 32.7893448], [-79.9493696, 32.7892579], [-79.9497832, 32.7890686], [-79.9509985, 32.7885121]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;0&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 76090.67476370707, &quot;Object ID&quot;: 1, &quot;Object Name&quot;: &quot;Spring Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 1040.1721725134933, &quot;__folium_color&quot;: &quot;#277f8e&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9431149, 32.7693254, -79.9288713, 32.7732618], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9288713, 32.7694327], [-79.9289278, 32.7693815], [-79.928982, 32.769345], [-79.9290258, 32.7693334], [-79.9290935, 32.7693254], [-79.9301401, 32.7694067], [-79.9318036, 32.7695358], [-79.9318664, 32.7695388], [-79.9327019, 32.7696046], [-79.9328888, 32.7696193], [-79.9339705, 32.7697045], [-79.9354903, 32.769821], [-79.9360821, 32.7698743], [-79.9362536, 32.7698965], [-79.9364005, 32.7699209], [-79.9366762, 32.7699817], [-79.9370027, 32.770081], [-79.9373288, 32.7701892], [-79.9378624, 32.7704215], [-79.9388577, 32.7708836], [-79.9400206, 32.7714043], [-79.941707, 32.772184], [-79.9422717, 32.7724406], [-79.942354, 32.7724839], [-79.94247, 32.7725486], [-79.9426662, 32.7726813], [-79.9430266, 32.7729824], [-79.9430773, 32.7730212], [-79.9431149, 32.773093], [-79.9431054, 32.7731699], [-79.9430288, 32.7732618]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;1&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 106799.35007891104, &quot;Object ID&quot;: 2, &quot;Object Name&quot;: &quot;Murray Boulevard&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 1459.964868751518, &quot;__folium_color&quot;: &quot;#22a884&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9430288, 32.7732618, -79.9419037, 32.7733916], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9430288, 32.7732618], [-79.9429918, 32.7732685], [-79.9429453, 32.7732754], [-79.9419037, 32.7733916]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;2&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 7781.554634798234, &quot;Object ID&quot;: 3, &quot;Object Name&quot;: &quot;Tradd Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 106.37514537945968, &quot;__folium_color&quot;: &quot;#471063&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9288713, 32.7694327, -79.9275827, 32.7725612], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9288713, 32.7694327], [-79.928615, 32.7700476], [-79.9281664, 32.7711351], [-79.9277639, 32.7721175], [-79.9275827, 32.7725612]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;3&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 26865.662847208976, &quot;Object ID&quot;: 4, &quot;Object Name&quot;: &quot;East Battery&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 367.2580769795628, &quot;__folium_color&quot;: &quot;#463480&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9456041, 32.7820282, -79.944791, 32.7832537], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9456041, 32.7832537], [-79.9455207, 32.7831562], [-79.9453484, 32.7830019], [-79.9453127, 32.7829615], [-79.9452491, 32.7828723], [-79.9452124, 32.7828023], [-79.9451484, 32.7826803], [-79.944791, 32.7820282]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;4&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11480.54943959176, &quot;Object ID&quot;: 5, &quot;Object Name&quot;: &quot;Ashley Avenue&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 156.94101924201334, &quot;__folium_color&quot;: &quot;#48186a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9337169, 32.7887909, -79.929518, 32.7971318], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.929518, 32.7887909], [-79.9295768, 32.7889581], [-79.9299188, 32.7896126], [-79.9299931, 32.7897548], [-79.9302329, 32.7902137], [-79.9304282, 32.7906011], [-79.9305238, 32.7907908], [-79.9306686, 32.791078], [-79.9308054, 32.7913494], [-79.9308289, 32.7913959], [-79.9311544, 32.7920416], [-79.9313041, 32.7923389], [-79.9314949, 32.792718], [-79.9315201, 32.7927682], [-79.9318336, 32.793391], [-79.9319357, 32.7935938], [-79.9321856, 32.7940869], [-79.9324925, 32.7946998], [-79.9326972, 32.7951062], [-79.9329001, 32.7955094], [-79.9331353, 32.7959765], [-79.9333963, 32.7964951], [-79.9335184, 32.7967375], [-79.9337169, 32.7971318]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;5&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 147038.32326165948, &quot;Object ID&quot;: 6, &quot;Object Name&quot;: 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{&quot;coordinates&quot;: [[-79.9513882, 32.7844372], [-79.9512072, 32.7840324]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;138&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 3509.434287180615, &quot;Object ID&quot;: 139, &quot;Object Name&quot;: &quot;Courteney Drive&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 47.974550076287926, &quot;__folium_color&quot;: &quot;#46075a&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9543823, 32.7869259, -79.9540769, 32.7870663], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9540769, 32.7870663], [-79.9543823, 32.7869259]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;139&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 2382.011322118774, &quot;Object ID&quot;: 140, &quot;Object Name&quot;: &quot;Spring Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 32.562490733250954, &quot;__folium_color&quot;: &quot;#450457&quot;, &quot;lanes&quot;: null}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9352199, 32.7824328, -79.9340163, 32.7842078], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9352199, 32.7842078], [-79.9350975, 32.7840238], [-79.9346124, 32.7832944], [-79.9344463, 32.7830544], [-79.9340163, 32.7824328]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;140&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 16590.853167997273, &quot;Object ID&quot;: 141, &quot;Object Name&quot;: &quot;King Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 226.7997206911263, &quot;__folium_color&quot;: &quot;#482173&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9441201, 32.7836553, -79.9439368, 32.7837021], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9439368, 32.7837021], [-79.9441201, 32.7836553]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;141&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 2623.7962378272946, &quot;Object ID&quot;: 142, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;primary&quot;, &quot;Segment Length [m]&quot;: 17.93386536135235, &quot;__folium_color&quot;: &quot;#450559&quot;, &quot;lanes&quot;: 4.0}, &quot;type&quot;: 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&quot;id&quot;: &quot;143&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1266.2120683978271, &quot;Object ID&quot;: 144, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 17.309329456444488, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9360088, 32.7760122, -79.9358351, 32.7774756], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.9359246, 32.7767662], [-79.9360088, 32.7774756]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;144&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 11928.19254694216, &quot;Object ID&quot;: 145, &quot;Object Name&quot;: &quot;Logan Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 163.06037493085847, &quot;__folium_color&quot;: &quot;#48186a&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9358351, 32.7760122, -79.9327317, 32.7763087], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9358351, 32.7760122], [-79.935585, 32.7760361], [-79.9346476, 32.7761255], [-79.9340487, 32.7761828], [-79.9339517, 32.7761921], [-79.9334638, 32.7762387], [-79.9327317, 32.7763087]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;145&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 21398.801478486355, &quot;Object ID&quot;: 146, &quot;Object Name&quot;: &quot;Broad Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;tertiary&quot;, &quot;Segment Length [m]&quot;: 292.525173317016, &quot;__folium_color&quot;: &quot;#472a7a&quot;, &quot;lanes&quot;: 2.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9475203, 32.789179, -79.9468405, 32.7906748], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9475203, 32.7906748], [-79.9474189, 32.790447], [-79.9473149, 32.7902174], [-79.9471259, 32.789817], [-79.9471094, 32.7897821], [-79.9470508, 32.7896508], [-79.9469857, 32.7895046], [-79.9469462, 32.7894161], [-79.9468405, 32.789179]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;146&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 19492.59286471597, &quot;Object ID&quot;: 147, &quot;Object Name&quot;: &quot;Rutledge Avenue&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;secondary&quot;, &quot;Segment Length [m]&quot;: 177.64465646613422, &quot;__folium_color&quot;: &quot;#482677&quot;, &quot;lanes&quot;: 3.0}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-79.9504205, 32.7819323, -79.9502396, 32.7819445], &quot;geometry&quot;: {&quot;coordinates&quot;: [[-79.9502396, 32.7819445], [-79.9504205, 32.7819323]], &quot;type&quot;: &quot;LineString&quot;}, &quot;id&quot;: &quot;147&quot;, &quot;properties&quot;: {&quot;Damage Function: Structure&quot;: &quot;roads&quot;, &quot;Max Potential Damage: Structure&quot;: 1243.313197245801, &quot;Object ID&quot;: 148, &quot;Object Name&quot;: &quot;Calhoun Street&quot;, &quot;Primary Object Type&quot;: &quot;roads&quot;, &quot;Secondary Object Type&quot;: &quot;motorway&quot;, &quot;Segment Length [m]&quot;: 16.996298081334764, &quot;__folium_color&quot;: &quot;#440256&quot;, &quot;lanes&quot;: 1.0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
        "\n",
        "        \n",
        "    \n",
-       "    geo_json_03b0116ab93fec33be87ef443b7dd599.bindTooltip(\n",
+       "    geo_json_249fe63854fb5a9693e051f38b5b508e.bindTooltip(\n",
        "    function(layer){\n",
        "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
        "    \n",
@@ -942,42 +1054,42 @@
        "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
        "                     \n",
        "    \n",
-       "    var color_map_ca7a9bd108618487e6c7a2f9133ac165 = {};\n",
+       "    var color_map_2909704c85d2705511f2f72ee17cb429 = {};\n",
        "\n",
        "    \n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.color = d3.scale.threshold()\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.color = d3.scale.threshold()\n",
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&#x27;#dbe318ff&#x27;, &#x27;#dde318ff&#x27;, &#x27;#dee318ff&#x27;, &#x27;#dfe318ff&#x27;, &#x27;#e0e418ff&#x27;, &#x27;#e2e418ff&#x27;, &#x27;#e3e418ff&#x27;, &#x27;#e5e418ff&#x27;, &#x27;#e6e419ff&#x27;, &#x27;#e7e419ff&#x27;, &#x27;#e8e519ff&#x27;, &#x27;#eae519ff&#x27;, &#x27;#ebe51aff&#x27;, &#x27;#ece51aff&#x27;, &#x27;#ede51bff&#x27;, &#x27;#efe51bff&#x27;, &#x27;#f0e51cff&#x27;, &#x27;#f1e51dff&#x27;, &#x27;#f3e61dff&#x27;, &#x27;#f4e61eff&#x27;, &#x27;#f5e61eff&#x27;, &#x27;#f6e61fff&#x27;, &#x27;#f7e620ff&#x27;, &#x27;#f8e621ff&#x27;, &#x27;#fae722ff&#x27;, &#x27;#fbe723ff&#x27;, &#x27;#fce724ff&#x27;, &#x27;#fde725ff&#x27;]);\n",
        "    \n",
        "\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.x = d3.scale.linear()\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.x = d3.scale.linear()\n",
        "              .domain([364.816615015022, 177626.8956021927])\n",
        "              .range([0, 450 - 50]);\n",
        "\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend = L.control({position: &#x27;topright&#x27;});\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.legend.addTo(map_a31855ee7874e7fe0f8d0669d03cc3f1);\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.legend = L.control({position: &#x27;topright&#x27;});\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.legend.onAdd = function (map) {var div = L.DomUtil.create(&#x27;div&#x27;, &#x27;legend&#x27;); return div};\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.legend.addTo(map_1a9ec30caf6bcd524fa4da2e1c45f6a2);\n",
        "\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.xAxis = d3.svg.axis()\n",
-       "        .scale(color_map_ca7a9bd108618487e6c7a2f9133ac165.x)\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.xAxis = d3.svg.axis()\n",
+       "        .scale(color_map_2909704c85d2705511f2f72ee17cb429.x)\n",
        "        .orient(&quot;top&quot;)\n",
        "        .tickSize(1)\n",
        "        .tickValues([364.816615015022, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 18438.597217629216, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 36512.37782024341, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 54586.1584228576, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 72659.9390254718, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 90733.71962808598, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 108807.50023070019, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 126881.28083331438, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 144955.0614359286, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, 163028.84203854276, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;, &#x27;&#x27;]);\n",
        "\n",
-       "    color_map_ca7a9bd108618487e6c7a2f9133ac165.svg = d3.select(&quot;.legend.leaflet-control&quot;).append(&quot;svg&quot;)\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.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_ca7a9bd108618487e6c7a2f9133ac165.g = color_map_ca7a9bd108618487e6c7a2f9133ac165.svg.append(&quot;g&quot;)\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.g = color_map_2909704c85d2705511f2f72ee17cb429.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_ca7a9bd108618487e6c7a2f9133ac165.g.selectAll(&quot;rect&quot;)\n",
-       "        .data(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.range().map(function(d, i) {\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.g.selectAll(&quot;rect&quot;)\n",
+       "        .data(color_map_2909704c85d2705511f2f72ee17cb429.color.range().map(function(d, i) {\n",
        "          return {\n",
-       "            x0: i ? color_map_ca7a9bd108618487e6c7a2f9133ac165.x(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain()[i - 1]) : color_map_ca7a9bd108618487e6c7a2f9133ac165.x.range()[0],\n",
-       "            x1: i &lt; color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain().length ? color_map_ca7a9bd108618487e6c7a2f9133ac165.x(color_map_ca7a9bd108618487e6c7a2f9133ac165.color.domain()[i]) : color_map_ca7a9bd108618487e6c7a2f9133ac165.x.range()[1],\n",
+       "            x0: i ? color_map_2909704c85d2705511f2f72ee17cb429.x(color_map_2909704c85d2705511f2f72ee17cb429.color.domain()[i - 1]) : color_map_2909704c85d2705511f2f72ee17cb429.x.range()[0],\n",
+       "            x1: i &lt; color_map_2909704c85d2705511f2f72ee17cb429.color.domain().length ? color_map_2909704c85d2705511f2f72ee17cb429.x(color_map_2909704c85d2705511f2f72ee17cb429.color.domain()[i]) : color_map_2909704c85d2705511f2f72ee17cb429.x.range()[1],\n",
        "            z: d\n",
        "          };\n",
        "        }))\n",
@@ -987,7 +1099,7 @@
        "        .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_ca7a9bd108618487e6c7a2f9133ac165.g.call(color_map_ca7a9bd108618487e6c7a2f9133ac165.xAxis).append(&quot;text&quot;)\n",
+       "    color_map_2909704c85d2705511f2f72ee17cb429.g.call(color_map_2909704c85d2705511f2f72ee17cb429.xAxis).append(&quot;text&quot;)\n",
        "        .attr(&quot;class&quot;, &quot;caption&quot;)\n",
        "        .attr(&quot;y&quot;, 21)\n",
        "        .text(&quot;Max Potential Damage: Structure&quot;);\n",
@@ -995,32 +1107,41 @@
        "&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 0x25bcfc34a30>"
+       "<folium.folium.Map at 0x2240d5fe710>"
       ]
      },
-     "execution_count": 6,
+     "execution_count": 24,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "#Load exposure.csv into dataframe\n",
-    "df_exposure = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"exposure\" / \"exposure.csv\")\n",
+    "# Load exposure.csv into dataframe\n",
+    "df_exposure = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"FIAT model\" / \"exposure\" / \"exposure.csv\")\n",
     "\n",
-    "#Load exposure geopackage into GeoDataFrame\n",
-    "gdf_exposure =gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"exposure\" /  \"roads.gpkg\")\n",
+    "# Load exposure geopackage into GeoDataFrame\n",
+    "gdf_exposure =gpd.read_file(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\" /  \"FIAT model\"  /  \"exposure\" /  \"roads.gpkg\")\n",
     "\n",
-    "#Merge dataframe with GeoDataFrame\n",
+    "# Merge dataframe with GeoDataFrame\n",
     "merged_gdf = gdf_exposure.merge(df_exposure, left_on='Object ID', right_on='Object ID', how='inner')\n",
     "\n",
-    "#Display the road network\n",
+    "# Display the road network\n",
     "road_network = merged_gdf.explore(column = 'Max Potential Damage: Structure')\n",
     "road_network"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The vulnerability is translated into a step function, which is determined by the water level threshold.  Water levels beyond the threshold result in untraversible road segments. \n",
+    "\n",
+    "We can have a look at the `vulnerability.csv` output and the vulnerability curve. "
+   ]
+  },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [
     {
@@ -1131,16 +1252,47 @@
        "10.0                      1.0"
       ]
      },
-     "execution_count": 7,
+     "execution_count": 11,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "#Load vulnerability.csv into dataframe\n",
-    "df_vulnerability = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"vulnerability\" / \"vulnerability_curves.csv\")\n",
+    "# Display vulnerability.csv \n",
+    "df_vulnerability = pd.read_csv(Path(os.path.abspath(\"\")) / \"data\" / \"road_network\"  /  \"FIAT model\" / \"vulnerability\" / \"vulnerability_curves.csv\")\n",
     "df_vulnerability"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Display vulnerability curves\n",
+    "water_depths = fiat_model.vulnerability.hazard_values\n",
+    "\n",
+    "# Plot damage curves for some occupancy types\n",
+    "line_styles = ['--', '-', ':']\n",
+    "for function_name, ls in zip(fiat_model.vulnerability.functions.keys(), line_styles):\n",
+    "    dmg = [float(i) for i in fiat_model.vulnerability.functions[function_name]]\n",
+    "    plt.plot(water_depths, dmg, label=function_name, ls=ls)\n",
+    "plt.xlabel('depth (m)')\n",
+    "plt.ylabel('damage fraction (-)')\n",
+    "plt.legend(bbox_to_anchor=(1.04, 1), loc=\"upper left\")\n",
+    "plt.show()"
+   ]
   }
  ],
  "metadata": {
diff --git a/examples/data/road_network/exposure/exposure.csv b/examples/data/road_network/exposure/exposure.csv
deleted file mode 100644
index 16941e68..00000000
--- a/examples/data/road_network/exposure/exposure.csv
+++ /dev/null
@@ -1,149 +0,0 @@
-Secondary Object Type,Object Name,lanes,Object ID,Primary Object Type,Damage Function: Structure,Max Potential Damage: Structure,Segment Length [m]
-secondary,Spring Street,,1,roads,roads,76090.67476370707,1040.1721725134933
-tertiary,Murray Boulevard,1,2,roads,roads,106799.35007891105,1459.964868751518
-tertiary,Tradd Street,2,3,roads,roads,7781.5546347982345,106.37514537945967
-tertiary,East Battery,2,4,roads,roads,26865.662847208976,367.25807697956276
-tertiary,Ashley Avenue,2,5,roads,roads,11480.549439591761,156.94101924201334
-secondary,East Bay Street,4,6,roads,roads,147038.32326165948,1005.0191605264346
-motorway,Calhoun Street,2,7,roads,roads,5673.260112687353,77.55440880204715
-tertiary,Ashley Avenue,2,8,roads,roads,46600.07058473138,637.030711186726
-secondary,Rutledge Avenue,3,9,roads,roads,61401.73825013926,559.5813124283616
-tertiary,Vendue Range,2,10,roads,roads,9803.791419502926,134.01945838121893
-tertiary,Concord Street,2,11,roads,roads,19396.37743352314,265.15170376097905
-tertiary,East Bay Street,2,12,roads,roads,35256.41965025755,481.96111726620666
-tertiary,Murray Boulevard,1,13,roads,roads,108993.8487820456,1489.9640308131782
-tertiary,Rutlede Boulevard,2,14,roads,roads,20664.727274925866,282.49025692976085
-tertiary,Ashley Boulevard,2,15,roads,roads,12644.101129002791,172.84696425255345
-tertiary,Queen Street,1,16,roads,roads,7157.2285367761415,97.84050383825652
-tertiary,Broad Street,3,17,roads,roads,34017.834284560944,310.0196329520354
-tertiary,Lockwood Drive,3,18,roads,roads,9699.149108440646,88.39265372959176
-tertiary,Smith Street,2,19,roads,roads,47417.14075137047,648.2001961856199
-tertiary,Market Street,2,20,roads,roads,11736.084953930298,160.43423220049073
-tertiary,Logan Street,1,21,roads,roads,15237.509846838202,208.29929252567533
-tertiary,Pritchard Street,,22,roads,roads,9135.640768402225,124.88572791450984
-tertiary,Washington Street,,23,roads,roads,15856.406103866108,216.7597072378897
-tertiary,Coming Street,2,24,roads,roads,65670.97640714522,897.7331639209484
-secondary,Cannon Street,,25,roads,roads,77559.95743145901,1060.2575108193762
-tertiary,Hagood Avenue,,26,roads,roads,22870.913930904226,312.649195249675
-tertiary,Hagood Avenue,,27,roads,roads,3508.252467744541,47.958394408143874
-secondary,Lockwood Drive,,28,roads,roads,7187.993948036465,98.2610721242955
-secondary,Fishburne Street,,29,roads,roads,28088.02755225738,383.9680056903075
-secondary,Fishburne Street,,30,roads,roads,18773.370090333505,256.63508981755115
-tertiary,Lockwood Drive,4,31,roads,roads,18599.5786346881,127.12966586483007
-tertiary,Courteney Drive,4,32,roads,roads,8653.151377648383,59.14500886953455
-tertiary,Jonathan Lucas Street,2,33,roads,roads,20247.80738875577,276.7908927815476
-tertiary,Doughty Street,,34,roads,roads,7646.049461035596,104.52276712920488
-motorway,James Island Expressway,1,35,roads,roads,16365.299543752533,223.7163651540974
-secondary,Lockwood Drive,,36,roads,roads,51080.11447499401,698.2736558808235
-tertiary,Lockwood Drive,2,37,roads,roads,22744.319793247716,310.9186323442656
-motorway,James Island Expressway,1,38,roads,roads,11131.148577521282,152.16465137687666
-tertiary,Bee Street,,39,roads,roads,42848.598944049394,585.7474702543934
-tertiary,President Street,,40,roads,roads,24072.03045367785,329.06865777665473
-tertiary,Cumberland Street,2,41,roads,roads,17853.131534500135,244.05527578877042
-tertiary,Broad Street,3,42,roads,roads,27011.58102858949,246.16853518326673
-tertiary,Tradd Street,2,43,roads,roads,26125.0709100108,357.1340620900426
-tertiary,Washington Street,,44,roads,roads,22173.242576687928,303.1119118641722
-tertiary,Washington Street,,45,roads,roads,28657.794708643996,391.75681743006334
-tertiary,Rutledge Avenue,1,46,roads,roads,4168.720395062447,56.987100763648925
-motorway,James Island Expressway,1,47,roads,roads,7507.792151505464,102.63276672552307
-motorway,James Island Expressway,2,48,roads,roads,177626.8956021927,2428.1891896625207
-tertiary,East Bay Street,3,49,roads,roads,98516.80617367094,897.8274111773743
-motorway,James Island Expressway,2,50,roads,roads,67729.58023084213,925.8746203909958
-motorway,James Island Expressway,2,51,roads,roads,176670.93555632944,2415.1210569270756
-motorway,James Island Expressway,2,52,roads,roads,16021.77981811222,219.0203934015778
-primary,King Street,4,53,roads,roads,31404.158822223962,214.6500356943348
-tertiary,King Street,,54,roads,roads,14948.0594106955,204.34245694848397
-primary,Meeting Street,,55,roads,roads,22235.331913519953,303.9606834197281
-tertiary,Queen Street,2,56,roads,roads,4621.957335163695,63.18292507605662
-tertiary,Meeting Street,3,57,roads,roads,34265.84986553945,312.27990909831084
-secondary,Meeting Street,,58,roads,roads,38834.2931564129,530.8712428424773
-tertiary,Market Street,,59,roads,roads,22960.71366177029,313.8767724979534
-tertiary,,,60,roads,roads,5488.489280744722,75.02856081507986
-tertiary,King Street,2,61,roads,roads,39167.29421539825,535.4234226733138
-tertiary,Ashley Avenue,2,62,roads,roads,16241.018234914687,222.01741900309884
-tertiary,Church Street,1,63,roads,roads,13580.21333912707,185.64377377415616
-tertiary,Church Street,2,64,roads,roads,14082.731986895404,192.51328722243278
-tertiary,Rutledge Avenue,2,65,roads,roads,16001.106440327847,218.73778489074593
-tertiary,Broad Street,2,66,roads,roads,24437.117685068675,334.0594609179335
-tertiary,Lockwood Drive,4,67,roads,roads,20988.42180371899,143.45760747292616
-tertiary,Lockwood Drive,4,68,roads,roads,29773.67798895598,203.50556368216849
-tertiary,Lockwood Drive,2,69,roads,roads,23769.065127846246,324.9270714108465
-motorway,James Island Expressway,2,70,roads,roads,879.0395586898038,12.016616889350992
-primary,Calhoun Street,4,71,roads,roads,64321.07590085713,439.6398998035401
-motorway,James Island Expressway,3,72,roads,roads,29588.51055638423,269.653238520562
-secondary,Lockwood Drive,,73,roads,roads,49339.4062819151,674.4778855248674
-tertiary,Rutledge Avenue,2,74,roads,roads,16075.401875096579,219.75341583410676
-tertiary,Barre Street,2,75,roads,roads,22535.284814868686,308.0610894421025
-tertiary,Ashley Avenue,2,76,roads,roads,58412.13946412054,798.5036562789882
-tertiary,Rutledge Avenue,,77,roads,roads,27991.986293671656,382.65510572057707
-tertiary,Logan Street,1,78,roads,roads,19420.04710542479,265.4752721104657
-tertiary,Queen Street,1,79,roads,roads,6639.379538406594,90.76142194890903
-tertiary,King Street,1,80,roads,roads,14706.996496670141,201.04708684205684
-tertiary,Meeting Street,2,81,roads,roads,14473.224539794222,197.85138533183266
-tertiary,Queen Street,1,82,roads,roads,12916.398022137246,176.56930804540198
-tertiary,Queen Street,,83,roads,roads,9143.289321591508,124.99028490802039
-tertiary,Cumberland Street,,84,roads,roads,13276.033398485,181.48558342198436
-tertiary,Beaufain Street,2,85,roads,roads,21189.29430936038,289.6611754888503
-tertiary,Beaufain Street,1,86,roads,roads,5251.363565390446,71.78701286896387
-tertiary,Beaufain Street,2,87,roads,roads,34257.739424626496,468.3089925719938
-secondary,Rutledge Avenue,3,88,roads,roads,364.816615015022,3.324735846958133
-secondary,Rutledge Avenue,3,89,roads,roads,10838.335801448924,98.77456803595183
-primary,Calhoun Street,4,90,roads,roads,38105.67133340001,260.45543070182634
-primary,Calhoun Street,4,91,roads,roads,18566.232173579556,126.90174003157505
-primary,Meeting Street,,92,roads,roads,7437.372153310149,101.67011364433165
-motorway,James Island Expressway,2,93,roads,roads,6237.41671654757,85.26652335612928
-motorway,James Island Expressway,2,94,roads,roads,31846.34056450858,435.3447693092271
-primary,King Street,4,95,roads,roads,20427.201365435467,139.62161913164005
-primary,King Street,4,96,roads,roads,21811.534305803278,149.08364983734742
-primary,Calhoun Street,4,97,roads,roads,30756.619418346407,210.22405004884627
-primary,King Street,4,98,roads,roads,42269.519446691025,288.91567863278533
-primary,Meeting Street,,99,roads,roads,2655.400184044341,36.2997619209911
-secondary,Calhoun Street,4,100,roads,roads,73678.77296587247,503.6005370042683
-tertiary,East Bay Street,3,101,roads,roads,28267.34659369027,257.61288452983985
-tertiary,Rutledge Avenue,,102,roads,roads,24765.914933543445,338.55417396029424
-primary,Calhoun Street,4,103,roads,roads,28869.513866192694,197.32552675383238
-tertiary,Doughty Street,,104,roads,roads,2307.895285620504,31.54931219406857
-tertiary,President Street,,105,roads,roads,29835.46199467498,407.85572499282284
-secondary,Spring Street,,106,roads,roads,3931.1004988547866,53.738797283119894
-tertiary,Hagood Avenue,,107,roads,roads,3076.28775381369,42.0533649635511
-secondary,Spring Street,,108,roads,roads,4596.0635950780625,62.82895334478978
-tertiary,Bee Street,,109,roads,roads,16554.288441888722,226.29987480709647
-tertiary,Courteney Drive,,110,roads,roads,6581.0137444205075,89.96355184301873
-tertiary,Meeting Street,3,111,roads,roads,18954.67475128798,172.742369780621
-tertiary,Queen Street,1,112,roads,roads,11616.762125805173,158.80306930507948
-tertiary,King Street,2,113,roads,roads,11859.616694705184,162.1229316314685
-tertiary,Broad Street,2,114,roads,roads,11679.881588624197,159.66592285411468
-tertiary,Broad Street,2,115,roads,roads,27673.974486914973,378.3078314593582
-tertiary,Courteney Drive,,116,roads,roads,11499.499626177745,157.20007144271852
-tertiary,Bee Street,,117,roads,roads,10179.628071881903,139.1572078942736
-secondary,Cannon Street,,118,roads,roads,12782.976579108432,174.74541474065552
-tertiary,President Street,,119,roads,roads,9185.245372642805,125.5638311002133
-tertiary,Calhoun Street,,120,roads,roads,6570.4522640474615,89.81917465069255
-tertiary,Concord Street,2,121,roads,roads,13923.618636028748,190.3381812667972
-primary,Calhoun Street,4,122,roads,roads,46357.435823139414,316.8569268313882
-tertiary,Coming Street,2,123,roads,roads,32287.647742281337,441.3775117875292
-tertiary,Coming Street,2,124,roads,roads,12790.105635753227,174.84287013004737
-primary,King Street,4,125,roads,roads,2072.1631320136034,14.163407234344948
-tertiary,Calhoun Street,,126,roads,roads,6958.706167087354,95.12667004439186
-tertiary,Washington Street,,127,roads,roads,12145.693868303524,166.0336541489436
-primary,Meeting Street,,128,roads,roads,10234.917349748352,139.91302151340156
-tertiary,East Bay Street,2,129,roads,roads,14923.162364061842,204.00211018238517
-secondary,Meeting Street,4,130,roads,roads,26472.213128744737,180.93977696265813
-secondary,Spring Street,,131,roads,roads,4153.280193752185,56.77603064512502
-tertiary,Courteney Drive,4,132,roads,roads,8799.372562254046,60.144442819431085
-tertiary,President Street,,133,roads,roads,1460.5815934661487,19.96639317402325
-tertiary,President Street,,134,roads,roads,6927.824071583225,94.70450666534374
-tertiary,Courteney Drive,,135,roads,roads,11614.61759457949,158.7737532067406
-tertiary,Ashley Avenue,2,136,roads,roads,26605.062682855645,363.69562941349034
-tertiary,Beaufain Street,1,137,roads,roads,7525.372604281738,102.87309443735971
-tertiary,Hagood Avenue,,138,roads,roads,14108.07269417057,192.85969890325035
-tertiary,Courteney Drive,,139,roads,roads,3509.434287180615,47.974550076287926
-secondary,Spring Street,,140,roads,roads,2382.011322118774,32.562490733250954
-tertiary,King Street,2,141,roads,roads,16590.853167997273,226.7997206911263
-primary,Calhoun Street,4,142,roads,roads,2623.7962378272946,17.93386536135235
-primary,Calhoun Street,4,143,roads,roads,2786.292831237522,19.04454308315235
-tertiary,Broad Street,2,144,roads,roads,1266.2120683978271,17.309329456444488
-tertiary,Logan Street,1,145,roads,roads,11928.19254694216,163.06037493085847
-tertiary,Broad Street,2,146,roads,roads,21398.801478486355,292.525173317016
-secondary,Rutledge Avenue,3,147,roads,roads,19492.592864715974,177.64465646613422
-motorway,Calhoun Street,1,148,roads,roads,1243.3131972458007,16.996298081334764
diff --git a/examples/data/road_network/exposure/region.gpkg b/examples/data/road_network/exposure/region.gpkg
deleted file mode 100644
index c17a0147ccf1c98548edf1544399298e3fb5ba9e..0000000000000000000000000000000000000000
GIT binary patch
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diff --git a/examples/data/road_network/settings.toml b/examples/data/road_network/settings.toml
deleted file mode 100644
index a1eeced1..00000000
--- a/examples/data/road_network/settings.toml
+++ /dev/null
@@ -1,2 +0,0 @@
-[exposure.geom]
-file1 = "./exposure/roads.gpkg"
diff --git a/examples/data/road_network/vulnerability/vulnerability_curves.csv b/examples/data/road_network/vulnerability/vulnerability_curves.csv
deleted file mode 100644
index dfcc030a..00000000
--- a/examples/data/road_network/vulnerability/vulnerability_curves.csv
+++ /dev/null
@@ -1,16 +0,0 @@
-#UNIT=feet
-#METHOD,mean
-water depth [feet],roads
-0.0,0.0
-0.59,0.0
-0.6,1.0
-1.0,1.0
-2.0,1.0
-3.0,1.0
-4.0,1.0
-5.0,1.0
-6.0,1.0
-7.0,1.0
-8.0,1.0
-9.0,1.0
-10.0,1.0