{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "4b527591",
   "metadata": {},
   "source": [
    "# Working with Map Projections"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89e3ff8a",
   "metadata": {},
   "source": [
    "In Chapter 5, we learned how the Coordinate Reference System (CRS) ultimately describes how geometries are related to the places on Earth and what are the core components of a CRS. Our main tool for managing coordinate reference systems is the [PROJ library](https://proj.org/) [^proj] which can be used through the [pyproj Python library](https://pyproj4.github.io/pyproj/stable/) [^pyproj]. `Pyproj` can be used to access the CRS information of a given geographic dataset and also for reprojecting the data from one coordinate system to another. In the following, we will demonstrate how to work with coordinate reference systems in `geopandas` by using a country border dataset from Europe. We will reproject the dataset from the original WGS84 coordinate system into a Lambert Azimuthal Equal Area projection which is the projection EU [recommends for Europe](http://mapref.org/LinkedDocuments/MapProjectionsForEurope-EUR-20120.pdf) [^EU_projection].\n",
    "\n",
    "Let's start by reading the data from the `eu_countries_2022.gpkg` file. When reading the data into `GeoDataFrame` with `geopandas`, the CRS information is automatically read from the datafile and stored into the `.crs` attribute:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "78765e3a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pyproj.crs.crs.CRS'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Geographic 2D CRS: EPSG:4326>\n",
       "Name: WGS 84\n",
       "Axis Info [ellipsoidal]:\n",
       "- Lat[north]: Geodetic latitude (degree)\n",
       "- Lon[east]: Geodetic longitude (degree)\n",
       "Area of Use:\n",
       "- name: World.\n",
       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
       "Datum: World Geodetic System 1984 ensemble\n",
       "- Ellipsoid: WGS 84\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import geopandas as gpd\n",
    "\n",
    "# Read the file\n",
    "fp = \"data/EU_countries/eu_countries_2022.gpkg\"\n",
    "data = gpd.read_file(fp)\n",
    "\n",
    "# What is the type?\n",
    "print(type(data.crs))\n",
    "\n",
    "# Check the coordinate reference system information\n",
    "data.crs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "418b9da5",
   "metadata": {},
   "source": [
    "What `geopandas` returns here is in fact a CRS object from the `pyproj` library. The EPSG code of our data is `4326` which refers to the WGS84 coordinate system. You will encounter this EPSG-code frequenctly in the geospatial world as it is perhaps the most commonly used coordinate reference system in the world. As we learned earlier, the EPSG number is an identification code that tells which is the coordinate system of a given dataset. In this case, we could also guess the probable CRS by looking at the coordinates values in the `geometry` column which are longitude and latitudes decimal degrees:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "2e864d44",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    MULTIPOLYGON (((13.68400 46.43750, 13.51100 46...\n",
       "1    MULTIPOLYGON (((6.31560 50.49700, 6.40500 50.3...\n",
       "2    MULTIPOLYGON (((28.49800 43.43410, 28.06020 43...\n",
       "3    MULTIPOLYGON (((16.94980 48.53580, 16.85110 48...\n",
       "4    MULTIPOLYGON (((32.94170 34.64180, 32.55900 34...\n",
       "Name: geometry, dtype: geometry"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[\"geometry\"].head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "704d5e91",
   "metadata": {},
   "source": [
    "As we can see, the coordinate values of the Polygons indeed look like {term}`decimal degrees`, so everything looks correct. However, WGS84 is not really a good coordinate system for representing European borders on a map because the areas get distorted. Hence, it is a good idea to convert these geometries into [Lambert Azimuthal Equal Area projection](http://spatialreference.org/ref/epsg/etrs89-etrs-laea/) [^LAEA] (EPSG:3035) which is a good option for creating maps with country-level data in Europe."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f623d1e-bd0f-401c-aafe-211044002440",
   "metadata": {},
   "source": [
    "## Reprojecting a GeoDataFrame\n",
    "\n",
    "Changing from one coordinate system to another is one of the most common tasks to do when working with geographic data. This process is commonly called as {term}`map reprojection`, {term}`coordinate transformation` or {term}`geographic coordinate conversion`. When the data is reprojected, the coordinates described in one coordinate reference system to another are transformed by using specific geodetic equations. This is important when working with geographic data because different coordinate systems are used for different purposes, and it is often necessary to transform coordinates between them in order to compare or integrate data from different sources. For example, coordinates on the Earth's surface may be represented in geographic (latitude and longitude) or projected (Cartesian) coordinates, and the same location will have different coordinate values depending on the CRS used to describe it. It is important that the layers are in the same coordinate system when analyzing the spatial relationships between the layers, such as when making a Point in Polygon -query, or other type of overlay analysis. The transformation between these coordinate systems involves both translation and rotation, and requires knowledge of the shape and size of the earth, as well as its orientation in space.\n",
    "\n",
    "Reprojecting geographic data from one coordinate system to another might sound a bit tricky, but luckily we do not need to do any equations ourselves. The coordinate transformation can be done very easily in `geopandas` by using `.to_crs()` -method of a given `GeoDataFrame`. The method has two alternative parameters: 1) `crs` which accepts CRS information from various formats, such as proj-strings or OGS WKT text; and 2) `epgs` that accepts the EPSG-code of a given coordinate system as a number. Both of these can be used to make the coordinate transformation and reproject the data into a desired CRS. Let's reproject our data into `EPSG:3035` using the `epsg` -parameter:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0f93a555",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    MULTIPOLYGON (((4604288.477 2598607.470, 45914...\n",
       "1    MULTIPOLYGON (((4059689.242 3049361.180, 40650...\n",
       "2    MULTIPOLYGON (((5805367.757 2442801.252, 57739...\n",
       "3    MULTIPOLYGON (((4833567.363 2848881.974, 48272...\n",
       "4    MULTIPOLYGON (((6413299.362 1602181.345, 63782...\n",
       "Name: geometry, dtype: geometry"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Let's make a backup copy of our data\n",
    "data_wgs84 = data.copy()\n",
    "\n",
    "# Reproject the data\n",
    "data = data.to_crs(epsg=3035)\n",
    "\n",
    "# Check the new geometry values\n",
    "data[\"geometry\"].head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f84f2045-faf0-4f00-9e51-be3d9ad8e4b9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3035"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# What is the new EPSG code?\n",
    "data.crs.to_epsg()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10adeb3c",
   "metadata": {},
   "source": [
    "And here we go, the coordinate values in the geometries have changed! Now we have successfully changed the CRS of our layer into a new one, i.e. to the planar `ETRS-LAEA` coordinate system (EPSG:3035). To really understand what is going on, it is good to explore our data visually. Let's compare the datasets by making maps out of them:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "195efbbe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x1200 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Make subplots that are next to each other\n",
    "fig, (ax1, ax2) = plt.subplots(nrows=1, ncols=2, figsize=(12, 12))\n",
    "\n",
    "# Plot the data in WGS84 CRS\n",
    "data_wgs84.plot(ax=ax1, facecolor=\"gray\")\n",
    "\n",
    "# Add title\n",
    "ax1.set_title(\"WGS84\")\n",
    "\n",
    "# Plot the one with ETRS-LAEA projection\n",
    "data.plot(ax=ax2, facecolor=\"blue\")\n",
    "\n",
    "# Add title\n",
    "ax2.set_title(\"ETRS Lambert Azimuthal Equal Area projection\")\n",
    "\n",
    "# Set aspect ratio as 1\n",
    "ax1.set_aspect(aspect=1)\n",
    "ax2.set_aspect(aspect=1)\n",
    "\n",
    "# Remove empty white space around the plot\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d7e7a84",
   "metadata": {},
   "source": [
    "\n",
    "_**Figure 6.12**. Map of Europe plotted with two different coordinate reference systems._\n",
    "\n",
    "As we can see from the **Figure 6.12**, the maps look quite different and the reprojected one looks significantly better especially in the North where the geometries are more realistic and not so stretched as in WGS84. Finally, let's save our projected layer into a Shapefile so that we can use it later. Note, even if the CRS information is stored with the output file (in this case into a `.prj` file associated with the Shapefile), it might be a good idea also to include CRS info in the filename which makes it easy to identify the CRS directly from the name of the file:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "13b878af",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Ouput filepath\n",
    "outfp = \"data/EU_countries/Europe_borders_epsg3035.shp\"\n",
    "\n",
    "# Save to disk\n",
    "data.to_file(outfp)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c3677e83",
   "metadata": {},
   "source": [
    "## Parsing Coordinate Reference System characteristics"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cf1d9ff1",
   "metadata": {},
   "source": [
    "You will likely encounter many different coordinate reference systems when working with geographic data obtained from different sources. Being able to define CRS information from scratch for a given dataset is needed every now and then, and in the following we show a few useful tricks to work with different coordinate systems using `pyproj` library. In the previous section, we saw how `geopandas` uses the `pyproj.CRS` object to store the coordinate reference system information. In fact, this same library provides many useful functionalities for dealing with CRS information, and we can use the `CRS` object/class to for example easily parse, define and convert CRS information. In the following, we import the `CRS` class from the `pyproj` library and initialize a specific coordinate reference system using the `.from_epsg()` method and `EPSG` code as input:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "d791c44f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Derived Projected CRS: EPSG:3035>\n",
       "Name: ETRS89-extended / LAEA Europe\n",
       "Axis Info [cartesian]:\n",
       "- Y[north]: Northing (metre)\n",
       "- X[east]: Easting (metre)\n",
       "Area of Use:\n",
       "- name: Europe - European Union (EU) countries and candidates. Europe - onshore and offshore: Albania; Andorra; Austria; Belgium; Bosnia and Herzegovina; Bulgaria; Croatia; Cyprus; Czechia; Denmark; Estonia; Faroe Islands; Finland; France; Germany; Gibraltar; Greece; Hungary; Iceland; Ireland; Italy; Kosovo; Latvia; Liechtenstein; Lithuania; Luxembourg; Malta; Monaco; Montenegro; Netherlands; North Macedonia; Norway including Svalbard and Jan Mayen; Poland; Portugal including Madeira and Azores; Romania; San Marino; Serbia; Slovakia; Slovenia; Spain including Canary Islands; Sweden; Switzerland; Turkey; United Kingdom (UK) including Channel Islands and Isle of Man; Vatican City State.\n",
       "- bounds: (-35.58, 24.6, 44.83, 84.73)\n",
       "Coordinate Operation:\n",
       "- name: Europe Equal Area 2001\n",
       "- method: Lambert Azimuthal Equal Area\n",
       "Datum: European Terrestrial Reference System 1989 ensemble\n",
       "- Ellipsoid: GRS 1980\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyproj import CRS\n",
    "\n",
    "crs_object = CRS.from_epsg(3035)\n",
    "crs_object"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c3781e08-20d0-4617-abae-24a5360684b1",
   "metadata": {},
   "source": [
    "As you can see, it is very easy to initialize a CRS with `pyproj` with a given EPSG code, and in a similar manner you can initialize hundreds of other coordinate reference systems by changing this code. The resulting CRS object (variable `crs_object`) contains a lot of information about the coordinate reference system such as the `Name` of the CRS (ETRS89/LAEA Europe), the `area` where the CRS is in use (*Europe* with bounds *(-35.58, 24.6, 44.83, 84.73)*), and the `Datum` (European Terrestrial Reference System 1989). We can also easily parse this information individually as follows: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "1a1af16f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Name: ETRS89-extended / LAEA Europe\n",
      "Coordinate system: cartesian\n",
      "Bounds: (-35.58, 24.6, 44.83, 84.73)\n"
     ]
    }
   ],
   "source": [
    "print(\"Name:\", crs_object.name)\n",
    "print(\"Coordinate system:\", crs_object.coordinate_system)\n",
    "print(\"Bounds:\", crs_object.area_of_use.bounds)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7ec7dc34-f6b3-4fdd-9bf5-1a5e5eb96186",
   "metadata": {},
   "source": [
    "We can also easily export this CRS information to different formats, such as `WKT` or `Proj4` text, or to EPSG code. For this, we can use the `CRS` class methods, such as `.to_wkt()`, `.to_proj4()` and `.to_epsg()` accordingly. You can explore all the possible information that can be extracted (and exported) from the CRS by typing `crs_object.` and pressing <kbd>Tab</kbd>. In the following, we export the CRS information to WKT format: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "f7bef0c8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "PROJCRS[\"ETRS89-extended / LAEA Europe\",BASEGEOGCRS[\"ETRS89\",ENSEMBLE[\"European Terrestrial Reference System 1989 ensemble\",MEMBER[\"European Terrestrial Reference Frame 1989\"],MEMBER[\"European Terrestrial Reference Frame 1990\"],MEMBER[\"European Terrestrial Reference Frame 1991\"],MEMBER[\"European Terrestrial Reference Frame 1992\"],MEMBER[\"European Terrestrial Reference Frame 1993\"],MEMBER[\"European Terrestrial Reference Frame 1994\"],MEMBER[\"European Terrestrial Reference Frame 1996\"],MEMBER[\"European Terrestrial Reference Frame 1997\"],MEMBER[\"European Terrestrial Reference Frame 2000\"],MEMBER[\"European Terrestrial Reference Frame 2005\"],MEMBER[\"European Terrestrial Reference Frame 2014\"],ELLIPSOID[\"GRS 1980\",6378137,298.257222101,LENGTHUNIT[\"metre\",1]],ENSEMBLEACCURACY[0.1]],PRIMEM[\"Greenwich\",0,ANGLEUNIT[\"degree\",0.0174532925199433]],ID[\"EPSG\",4258]],CONVERSION[\"Europe Equal Area 2001\",METHOD[\"Lambert Azimuthal Equal Area\",ID[\"EPSG\",9820]],PARAMETER[\"Latitude of natural origin\",52,ANGLEUNIT[\"degree\",0.0174532925199433],ID[\"EPSG\",8801]],PARAMETER[\"Longitude of natural origin\",10,ANGLEUNIT[\"degree\",0.0174532925199433],ID[\"EPSG\",8802]],PARAMETER[\"False easting\",4321000,LENGTHUNIT[\"metre\",1],ID[\"EPSG\",8806]],PARAMETER[\"False northing\",3210000,LENGTHUNIT[\"metre\",1],ID[\"EPSG\",8807]]],CS[Cartesian,2],AXIS[\"northing (Y)\",north,ORDER[1],LENGTHUNIT[\"metre\",1]],AXIS[\"easting (X)\",east,ORDER[2],LENGTHUNIT[\"metre\",1]],USAGE[SCOPE[\"Statistical analysis.\"],AREA[\"Europe - European Union (EU) countries and candidates. Europe - onshore and offshore: Albania; Andorra; Austria; Belgium; Bosnia and Herzegovina; Bulgaria; Croatia; Cyprus; Czechia; Denmark; Estonia; Faroe Islands; Finland; France; Germany; Gibraltar; Greece; Hungary; Iceland; Ireland; Italy; Kosovo; Latvia; Liechtenstein; Lithuania; Luxembourg; Malta; Monaco; Montenegro; Netherlands; North Macedonia; Norway including Svalbard and Jan Mayen; Poland; Portugal including Madeira and Azores; Romania; San Marino; Serbia; Slovakia; Slovenia; Spain including Canary Islands; Sweden; Switzerland; Turkey; United Kingdom (UK) including Channel Islands and Isle of Man; Vatican City State.\"],BBOX[24.6,-35.58,84.73,44.83]],ID[\"EPSG\",3035]]\n"
     ]
    }
   ],
   "source": [
    "crs_wkt = crs_object.to_wkt()\n",
    "print(crs_wkt)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b0ca65ba",
   "metadata": {},
   "source": [
    "As we can see, the `WKT` format contains a *lot* of information. Typically, e.g. the `.prj` file of a Shapefile contains the information in this format. Let's see how it is possible to extract `EPSG` code from this. For doing it, we first re-initialize the CRS object from the `WKT` text presentation, and then parse the EPSG code from the CRS:   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "efa959a8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3035\n"
     ]
    }
   ],
   "source": [
    "# Retrieve EPSG code from WKT text\n",
    "epsg = CRS(crs_wkt).to_epsg()\n",
    "print(epsg)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b16ed133",
   "metadata": {},
   "source": [
    "Sometimes `to_epsg()` isn't able to recognize the EPSG code from the WKT representation. This can happen if the WKT information is missing some details. Luckily, we can easily adjust the minimum level of confidence for matching the CRS info and the EPSG code. We can do this by adjusting a parameter `min_confidence` when calling the function. By default, the confidence level is 70 %, but it is also possible to set a lower confidence threshold, e.g. by specifying: `.to_epsg(min_confidence=25)`"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6f92347",
   "metadata": {},
   "source": [
    "## Defining CRS for a GeoDataFrame\n",
    "\n",
    "One of the common situations when you need to define a CRS for your data is when creating a new GeoDataFrame from scratch. In the following, we first create a new GeoDataFrame with a single point without specifying the CRS: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1c9f4b80",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None\n"
     ]
    }
   ],
   "source": [
    "from shapely.geometry import Point\n",
    "\n",
    "# Create GeoDataFrame with one point\n",
    "gdf = gpd.GeoDataFrame({\"geometry\": Point(24.950899, 60.169158)}, index=[0])\n",
    "print(gdf.crs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e88cfcc-21fe-4a00-8a22-4beccb8a38c6",
   "metadata": {},
   "source": [
    "As we see, the `GeoDataFrame` does not have CRS specified at this stage which is a problem, because the GIS systems cannot work with this kind of dataset. The coordinates for our point are represented in decimal degrees, hence the CRS of our `GeoDataFrame` should be WGS84. We can define the CRS for our data in a few different ways, but one of the approaches is to use the `CRS.from_epsg()` method from the `pyproj` library, and store the information to the `.crs` attibute of the `GeoDataFrame`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7d37a964-da33-4084-bdec-8f3581a91f4e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Geographic 2D CRS: EPSG:4326>\n",
       "Name: WGS 84\n",
       "Axis Info [ellipsoidal]:\n",
       "- Lat[north]: Geodetic latitude (degree)\n",
       "- Lon[east]: Geodetic longitude (degree)\n",
       "Area of Use:\n",
       "- name: World.\n",
       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
       "Datum: World Geodetic System 1984 ensemble\n",
       "- Ellipsoid: WGS 84\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gdf.crs = CRS.from_epsg(4326)\n",
    "gdf.crs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19b9d7a6-7888-4b18-9dc8-6a1857d76da9",
   "metadata": {},
   "source": [
    "As we can see, now the `.crs` attribute was updated with information about the coordinate reference system and we can for example reproject the data to another CRS if needed. Without a defined CRS, you cannot reproject the data.  You can also specify the CRS for a given `GeoDataFrame` by using `.set_crs()` method: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "d9393d5e-bcce-42c5-af1d-d2b0b1573d4b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "EPSG:4326\n"
     ]
    }
   ],
   "source": [
    "gdf = gdf.set_crs(epsg=4326)\n",
    "print(gdf.crs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e705e97d-31da-4350-a3f7-1033327c50b3",
   "metadata": {},
   "source": [
    "Naturally, you do not necessarily need to define the CRS separately after creating the `GeoDataFrame`, but you can actually provide the CRS information with the `crs` parameter when creating the dataset as follows:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "e8f6e880-23c1-4414-bda6-e4e197ebbdad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Geographic 2D CRS: EPSG:4326>\n",
       "Name: WGS 84\n",
       "Axis Info [ellipsoidal]:\n",
       "- Lat[north]: Geodetic latitude (degree)\n",
       "- Lon[east]: Geodetic longitude (degree)\n",
       "Area of Use:\n",
       "- name: World.\n",
       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
       "Datum: World Geodetic System 1984 ensemble\n",
       "- Ellipsoid: WGS 84\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create GeoDataFrame with one point and define the CRS\n",
    "gdf = gpd.GeoDataFrame(\n",
    "    {\"geometry\": Point(24.950899, 60.169158)}, index=[0], crs=\"EPSG:4326\"\n",
    ")\n",
    "gdf.crs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "604d3248-8500-4666-bceb-2d886d94bbdb",
   "metadata": {},
   "source": [
    "As you can see, now the dataset contains the CRS information immediately after the dataset was created. You can pass the CRS information for the `crs` parameter in various formats (e.g. as EPSG number, Proj4 or WKT text) and `pyproj` / `geopandas` libraries try to automatically set the CRS information for the data.  "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7d351f2",
   "metadata": {},
   "source": [
    "## Defining different map projections\n",
    "\n",
    "Finally, let's play around with global map projections to show a few different map projections and how to define them. In this example, we use a global country border dataset from Natural Earth that comes with `geopandas`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "71884678",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Geographic 2D CRS: EPSG:4326>\n",
       "Name: WGS 84\n",
       "Axis Info [ellipsoidal]:\n",
       "- Lat[north]: Geodetic latitude (degree)\n",
       "- Lon[east]: Geodetic longitude (degree)\n",
       "Area of Use:\n",
       "- name: World.\n",
       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
       "Datum: World Geodetic System 1984 ensemble\n",
       "- Ellipsoid: WGS 84\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fp = gpd.datasets.get_path(\"naturalearth_lowres\")\n",
    "admin = gpd.read_file(fp)\n",
    "admin.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "5044ee84",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot in original crs\n",
    "admin.plot(figsize=(12, 6))\n",
    "plt.title(\"WGS84\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0cb1898b",
   "metadata": {},
   "source": [
    "\n",
    "_**Figure 6.13**. Global map plotted in WGS84 coordinate reference system._\n",
    "\n",
    "As we can see, the source data is in WGS84 projection which distorts the shape of the countries quite a bit especially in the Northern and Southern parts of the world. We can easily reproject the data into Web Mercator which is widely used in Web mapping applications. We can do this by using the `.to_crs()` method and plotting the result (in this case as an interactive map):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "18518ade",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe srcdoc=\"&lt;!DOCTYPE html&gt;\n",
       "&lt;html&gt;\n",
       "&lt;head&gt;\n",
       "    \n",
       "    &lt;meta http-equiv=&quot;content-type&quot; content=&quot;text/html; charset=UTF-8&quot; /&gt;\n",
       "    \n",
       "        &lt;script&gt;\n",
       "            L_NO_TOUCH = false;\n",
       "            L_DISABLE_3D = false;\n",
       "        &lt;/script&gt;\n",
       "    \n",
       "    &lt;style&gt;html, body {width: 100%;height: 100%;margin: 0;padding: 0;}&lt;/style&gt;\n",
       "    &lt;style&gt;#map {position:absolute;top:0;bottom:0;right:0;left:0;}&lt;/style&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js&quot;&gt;&lt;/script&gt;\n",
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       "    &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",
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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",
       "    \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_2f34ba1962f79822b3acacb60e1664a3 {\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",
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       "                            \n",
       "                        }\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;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_2f34ba1962f79822b3acacb60e1664a3&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_2f34ba1962f79822b3acacb60e1664a3 = L.map(\n",
       "                &quot;map_2f34ba1962f79822b3acacb60e1664a3&quot;,\n",
       "                {\n",
       "                    center: [-3.1774349999999956, 1.4210854715202004e-14],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: false,\n",
       "                }\n",
       "            );\n",
       "            L.control.scale().addTo(map_2f34ba1962f79822b3acacb60e1664a3);\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_864c72d79ebde7a950cba3920d2f8d60 = 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_2f34ba1962f79822b3acacb60e1664a3);\n",
       "        \n",
       "    \n",
       "            map_2f34ba1962f79822b3acacb60e1664a3.fitBounds(\n",
       "                [[-90.0, -180.0], [83.64513000000001, 180.00000000000003]],\n",
       "                {}\n",
       "            );\n",
       "        \n",
       "    \n",
       "        function geo_json_60f6528855f6cd137106218b98ef69cd_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.5, &quot;weight&quot;: 2};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_60f6528855f6cd137106218b98ef69cd_highlighter(feature) {\n",
       "            switch(feature.id) {\n",
       "                default:\n",
       "                    return {&quot;fillOpacity&quot;: 0.75};\n",
       "            }\n",
       "        }\n",
       "        function geo_json_60f6528855f6cd137106218b98ef69cd_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_60f6528855f6cd137106218b98ef69cd_styler(feature)\n",
       "            Object.assign(opts, style)\n",
       "            \n",
       "            return new L.CircleMarker(latlng, opts)\n",
       "        }\n",
       "\n",
       "        function geo_json_60f6528855f6cd137106218b98ef69cd_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "                mouseout: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        geo_json_60f6528855f6cd137106218b98ef69cd.resetStyle(e.target);\n",
       "                    }\n",
       "                },\n",
       "                mouseover: function(e) {\n",
       "                    if(typeof e.target.setStyle === &quot;function&quot;){\n",
       "                        const highlightStyle = geo_json_60f6528855f6cd137106218b98ef69cd_highlighter(e.target.feature)\n",
       "                        e.target.setStyle(highlightStyle);\n",
       "                    }\n",
       "                },\n",
       "            });\n",
       "        };\n",
       "        var geo_json_60f6528855f6cd137106218b98ef69cd = L.geoJson(null, {\n",
       "                onEachFeature: geo_json_60f6528855f6cd137106218b98ef69cd_onEachFeature,\n",
       "            \n",
       "                style: geo_json_60f6528855f6cd137106218b98ef69cd_styler,\n",
       "                pointToLayer: geo_json_60f6528855f6cd137106218b98ef69cd_pointToLayer\n",
       "        });\n",
       "\n",
       "        function geo_json_60f6528855f6cd137106218b98ef69cd_add (data) {\n",
       "            geo_json_60f6528855f6cd137106218b98ef69cd\n",
       "                .addData(data)\n",
       "                .addTo(map_2f34ba1962f79822b3acacb60e1664a3);\n",
       "        }\n",
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Sudan&quot;, &quot;pop_est&quot;: 11062113.0}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_60f6528855f6cd137106218b98ef69cd.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;pop_est&quot;, &quot;continent&quot;, &quot;name&quot;, &quot;iso_a3&quot;, &quot;gdp_md_est&quot;];\n",
       "    let aliases = [&quot;pop_est&quot;, &quot;continent&quot;, &quot;name&quot;, &quot;iso_a3&quot;, &quot;gdp_md_est&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 0x7f255f681240>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "admin.to_crs(epsg=3857).explore()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "758c0c5e",
   "metadata": {},
   "source": [
    "\n",
    "_**Figure 6.14**. Global map plotted in Web Mercator._\n",
    "\n",
    "As we can see, the Web Mercator projection also distorts and exaggerates e.g. the size of the Antarctica and Greenland quite significantly. Luckily, there are also better map projections for visualizing global datasets, such as Eckert IV. There isn't a direct EPSG number for Eckert IV, but we can provide the CRS information as an ESRI CRS code `ESRI:54012` as follows:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "9e37d9c4-8b46-4da3-8457-2595ae13ae4d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x1200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = admin.to_crs(crs=\"ESRI:54012\").plot(figsize=(12, 12))\n",
    "plt.title(\"Eckert Ⅳ\")\n",
    "plt.axis(\"off\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10909ce3",
   "metadata": {},
   "source": [
    "\n",
    "_**Figure 6.15**. Global map plotted in Eckert IV._\n",
    "\n",
    "As the Figure 6.15 shows, the Eckert IV map projection provides a more balanced view of the world with less distortion in the Northern and Southern parts of the world. Lastly, we can also define an Orthographic projection for our map which can be centered to specific point in the world. For doing this, we can specify the CRS using a proj-string and specify the center point with a few of CRS parameters: `+lat`, `+lon` (see [PROJ documentation](https://proj.org/operations/projections/ortho.html) [^Ortho] for details).    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "009016b6-25ba-4e11-96c4-323d9ab7353b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "proj_string = \"+proj=ortho +lat_0=60.00 +lon_0=23.0000\"\n",
    "ortho = CRS.from_proj4(proj_string)\n",
    "admin.to_crs(ortho).plot()\n",
    "plt.axis(\"off\")\n",
    "plt.title(\"Orthographic\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e19482c",
   "metadata": {},
   "source": [
    "_**Figure 6.16**. Global map plotted in an orthographic projection._\n",
    "\n",
    "As we can see, now we have a nice map centered around Finland that reminds a bit how the world would look from space. "
   ]
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    "## Footnotes\n",
    "\n",
    "[^proj]: <https://proj.org/>\n",
    "[^pyproj]: <https://pyproj4.github.io/pyproj/stable/>\n",
    "[^EU_projection]: <http://mapref.org/LinkedDocuments/MapProjectionsForEurope-EUR-20120.pdf>\n",
    "[^LAEA]: <https://spatialreference.org/ref/epsg/etrs89-etrs-laea/>\n",
    "[^Ortho]: <https://proj.org/operations/projections/ortho.html>"
   ]
  }
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