Tutorial_Part_2_WMS.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Part 2: Visualize data using OGC Web Mapping Service (WMS)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The OWSLib library is a python library that makes accessing data and metadata through OGC services possible. The library abstracts all of the traditional HTTP API calls into programmatic function calls. We will be using this library throughout the tutorial to interact with the EMODnet OGC services.\n",
    "\n",
    "The library is available from GitHub @  https://github.com/geopython/OWSLib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "from owslib.wms import WebMapService"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Working with EMODNet Chemistry data\n",
    "#### Create a WebMapService object\n",
    "\n",
    "@Chem has a link to the metadata separate from getcap.\n",
    "owslib.parseMetadata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Connecting to the EMODnet Chemistry WMS service\n",
    "wms = WebMapService('https://ec.oceanbrowser.net/emodnet/Python/web/wms?', version='1.3.0')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Find out what a WMS has to offer. Service metadata:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WMS\n",
      "1.3.0\n",
      "EMODNET Chemistry - Eutrophication by Sea Region\n",
      "EMODnet (Chemical data) Map Server with ocean climatologies.\n"
     ]
    }
   ],
   "source": [
    "print(wms.identification.type)\n",
    "print(wms.identification.version)\n",
    "print(wms.identification.title)\n",
    "print(wms.identification.abstract)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Find out what layers are available"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_L2',\n",
       " 'point:All_European_Seas/Water_body_ammonium.nc*obsid',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_L1',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_deepest',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_deepest_L1',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_deepest_L2',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_deepest_depth',\n",
       " 'All_European_Seas/Water_body_ammonium.nc*Water_body_ammonium_relerr',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L2',\n",
       " 'point:All_European_Seas/Water_body_chlorophyll-a.nc*obsid',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L1',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'point:All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*obsid',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'All_European_Seas/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'point:All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*obsid',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'All_European_Seas/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_L2',\n",
       " 'point:All_European_Seas/Water_body_phosphate.nc*obsid',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_L1',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_deepest',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_deepest_L1',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_deepest_L2',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_deepest_depth',\n",
       " 'All_European_Seas/Water_body_phosphate.nc*Water_body_phosphate_relerr',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_L2',\n",
       " 'point:All_European_Seas/Water_body_silicate.nc*obsid',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_L1',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_deepest',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_deepest_L1',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_deepest_L2',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_deepest_depth',\n",
       " 'All_European_Seas/Water_body_silicate.nc*Water_body_silicate_relerr',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:By_sea_regions/Arctic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_depth',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'point:By_sea_regions/Arctic_Ocean/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_depth',\n",
       " 'By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'point:By_sea_regions/Arctic_Ocean/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:By_sea_regions/Baltic_Sea/Water_body_chlorophyll-a.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:By_sea_regions/Baltic_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:By_sea_regions/Baltic_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_depth',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'point:By_sea_regions/Baltic_Sea/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_depth',\n",
       " 'By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'point:By_sea_regions/Baltic_Sea/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:By_sea_regions/Black_Sea/Water_body_chlorophyll-a.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:By_sea_regions/Black_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:By_sea_regions/Black_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_depth',\n",
       " 'By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'point:By_sea_regions/Black_Sea/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_depth',\n",
       " 'By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'point:By_sea_regions/Black_Sea/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'point:By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'point:By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'point:By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_depth',\n",
       " 'point:By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_depth',\n",
       " 'point:By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/Mediterranean_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:By_sea_regions/North_Sea/Water_body_chlorophyll-a.4Danl.nc*obsid',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'point:By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*obsid',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:By_sea_regions/North_Sea/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_depth',\n",
       " 'By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'point:By_sea_regions/North_Sea/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_depth',\n",
       " 'By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'point:By_sea_regions/North_Sea/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L2',\n",
       " 'point:By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_chlorophyll-a.4Danl.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'point:By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_inorganic_nitrogen.4Danl.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'point:By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_dissolved_oxygen_concentration.4Danl.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L2',\n",
       " 'point:By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_deepest_L2',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_phosphate.4Danl.nc*Water_body_phosphate_relerr',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_L2',\n",
       " 'point:By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*obsid',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L1',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_deepest_L2',\n",
       " 'By_sea_regions/Northeast_Atlantic_Ocean/Water_body_silicate.4Danl.nc*Water_body_silicate_relerr',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_chlorophyll-a.nc*obsid',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_inorganic_nitrogen.nc*obsid',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_dissolved_oxygen_concentration.nc*obsid',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_deepest',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_deepest_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_deepest_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_deepest_depth',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*Water_body_phosphate_relerr',\n",
       " 'point:Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_phosphate.nc*obsid',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_deepest',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_deepest_L1',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_deepest_L2',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_deepest_depth',\n",
       " 'Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*Water_body_silicate_relerr',\n",
       " 'point:Coastal_areas/Baltic_Sea_-_Gulf_of_Riga/Water_body_silicate.nc*obsid',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:Coastal_areas/Black_Sea-_Danube_Delta/Water_body_chlorophyll-a.nc*obsid',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_inorganic_nitrogen.nc*obsid',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:Coastal_areas/Black_Sea-_Danube_Delta/Water_body_dissolved_oxygen_concentration.nc*obsid',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_deepest',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_deepest_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_deepest_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_deepest_depth',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*Water_body_phosphate_relerr',\n",
       " 'point:Coastal_areas/Black_Sea-_Danube_Delta/Water_body_phosphate.nc*obsid',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_deepest',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_deepest_L1',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_deepest_L2',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_deepest_depth',\n",
       " 'Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*Water_body_silicate_relerr',\n",
       " 'point:Coastal_areas/Black_Sea-_Danube_Delta/Water_body_silicate.nc*obsid',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_chlorophyll-a.nc*obsid',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_inorganic_nitrogen.nc*obsid',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_dissolved_oxygen_concentration.nc*obsid',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_deepest',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_depth',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*Water_body_phosphate_relerr',\n",
       " 'point:Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_phosphate.nc*obsid',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_deepest',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_deepest_L1',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_deepest_L2',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_deepest_depth',\n",
       " 'Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*Water_body_silicate_relerr',\n",
       " 'point:Coastal_areas/Mediterranean_Sea_-_Po_River/Water_body_silicate.nc*obsid',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_deepest_depth',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a_relerr',\n",
       " 'point:Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_chlorophyll-a.nc*obsid',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_deepest_depth',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*Water_body_dissolved_inorganic_nitrogen_relerr',\n",
       " 'point:Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_inorganic_nitrogen.nc*obsid',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_deepest_depth',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*Water_body_dissolved_oxygen_concentration_relerr',\n",
       " 'point:Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_dissolved_oxygen_concentration.nc*obsid',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_deepest',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_deepest_depth',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*Water_body_phosphate_relerr',\n",
       " 'point:Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_phosphate.nc*obsid',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_deepest',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_deepest_L1',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_deepest_L2',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_deepest_depth',\n",
       " 'Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*Water_body_silicate_relerr',\n",
       " 'point:Coastal_areas/Northeast_Atlantic_Ocean_-_Loire_River/Water_body_silicate.nc*obsid']"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list(wms.contents)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Define the desired Layer for further Inspection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "layer = 'All_European_Seas/Water_body_chlorophyll-a.nc*Water_body_chlorophyll-a'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get the details of a layer (available layer metadata):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Water body chlorophyll-a\n",
      "[]\n"
     ]
    }
   ],
   "source": [
    "print(wms[layer].title)\n",
    "print(wms[layer].keywords)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get bounding boxes information in WGS84\n",
    "Save as variable 'bbox1 & 2' and print to inspect"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(-45.0, 24.0, 70.0, 83.0)\n"
     ]
    }
   ],
   "source": [
    "#Print the Bounding boxes of the desired layers\n",
    "bbox1 = wms[layer].boundingBoxWGS84\n",
    "print(bbox1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get available styles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'pcolor_flat': {'title': 'Flat shading',\n",
       "  'legend': 'http://ec.oceanbrowser.net/emodnet/Python/web/wms?request=GetLegendGraphic;service=WMS;version=1.3.0;width=100;height=300;format=image/png;layer=All_European_Seas/Water_body_chlorophyll-a.nc%2AWater_body_chlorophyll-a;style=pcolor_flat;label=mg/m3',\n",
       "  'legend_width': '100',\n",
       "  'legend_height': '300',\n",
       "  'legend_format': 'image/png'},\n",
       " 'contourf': {'title': 'Filled contours',\n",
       "  'legend': 'http://ec.oceanbrowser.net/emodnet/Python/web/wms?request=GetLegendGraphic;service=WMS;version=1.3.0;width=100;height=300;format=image/png;layer=All_European_Seas/Water_body_chlorophyll-a.nc%2AWater_body_chlorophyll-a;style=contourf;label=mg/m3',\n",
       "  'legend_width': '100',\n",
       "  'legend_height': '300',\n",
       "  'legend_format': 'image/png'},\n",
       " 'contour': {'title': 'Contours',\n",
       "  'legend': 'http://ec.oceanbrowser.net/emodnet/Python/web/wms?request=GetLegendGraphic;service=WMS;version=1.3.0;width=100;height=300;format=image/png;layer=All_European_Seas/Water_body_chlorophyll-a.nc%2AWater_body_chlorophyll-a;style=contour;label=mg/m3',\n",
       "  'legend_width': '100',\n",
       "  'legend_height': '300',\n",
       "  'legend_format': 'image/png'}}"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wms[layer].styles"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### See available methods"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['GetCapabilities', 'GetMap', 'GetFeatureInfo']"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[op.name for op in wms.operations]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get available formats"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['image/png',\n",
       " 'image/svg+xml',\n",
       " 'image/eps',\n",
       " 'application/pdf',\n",
       " 'application/vnd.google-earth.kmz',\n",
       " 'video/webm',\n",
       " 'video/mp4']"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wms.getOperationByName('GetMap').formatOptions"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get a map image and plot with matplotlib\n",
    "Matplotlib allows for simple plotting of the dataset although, the library is not tailored specifically to plot geospatial. It is more commonly used for taking an initial glance at the data or in combination with other libraries such as Cartopy (see next step). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(-45.0, 24.0, 70.0, 83.0)\n"
     ]
    }
   ],
   "source": [
    "#Import necessary libraries for plotting\n",
    "import os, sys\n",
    "import matplotlib.image as mpimg\n",
    "import matplotlib.pyplot as plt\n",
    "save_path = 'data/'\n",
    "#Define the getMap function to retrieve the layer images from WMS\n",
    "def getMap(filename, bbox, layerName):\n",
    "    wms.getOperationByName('GetMap').formatOptions\n",
    "    img = wms.getmap(layers= layerName,\n",
    "                 size=(1200,600), \n",
    "                 srs='EPSG:4326',\n",
    "                 bbox=bbox1,\n",
    "                 format='image/png',\n",
    "                 style='contour',\n",
    "                 label='mg/m³',\n",
    "                 transparent=True)\n",
    "    \n",
    "    # Write the image to a temporary file\n",
    "    out = open(os.path.join(save_path, filename), 'wb')\n",
    "    out.write(img.read())\n",
    "    out.close()  \n",
    "\n",
    "# Define the layers to be used for the image, \n",
    "# here we use the multicolor bathymery dataset.\n",
    "getMap(\n",
    "    layerName=[layer],\n",
    "    bbox=(bbox1),\n",
    "    filename = 'chlorophyll-a.png'\n",
    ")\n",
    "#read the image\n",
    "image=mpimg.imread('data/chlorophyll-a.png')\n",
    "\n",
    "# plot the image for visualisation\n",
    "fig1 = plt.figure(figsize=(12, 6))\n",
    "plt.imshow(image,aspect='auto')\n",
    "plt.show()\n",
    "print(bbox1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As you can see, the presentation of this dataset does not make much sense as such. To present it correctly we need to set the correct projection and define an area of interest."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Use the WMS service directly in Cartopy\n",
    "We can now use cartopy to plot the a defined area of interest in the right CRS projection and with the adequate legend."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "http://ec.oceanbrowser.net/emodnet/Python/web/wms?request=GetLegendGraphic;service=WMS;version=1.3.0;width=100;height=300;format=image/png;layer=All_European_Seas/Water_body_chlorophyll-a.nc%2AWater_body_chlorophyll-a;style=contourf;label=mg/m3\n",
      "Image saved as data/legend_image.png\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Import necessary libraries, Cartopy allows for more complex geospatial data rendering, see Cartopy.url for more info\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy\n",
    "import requests\n",
    "\n",
    "#Creating figure and setting the projection\n",
    "fig = plt.figure(figsize=(15, 6))                                                                        # Increase the figure size\n",
    "gs = fig.add_gridspec(2, 2, width_ratios=[1, 1])                                                         # Use gridspec to adjust subplot sizes\n",
    "ax1 = fig.add_subplot(1,1,1, projection=ccrs.Orthographic(central_longitude=0, central_latitude=40)) # Set custom projection\n",
    "\n",
    "#Adding features to the map using cartopy\n",
    "#ax1.add_feature(cartopy.feature.OCEAN, )\n",
    "ax1.add_feature(cartopy.feature.LAND)\n",
    "ax1.add_feature(cartopy.feature.BORDERS, linestyle=':', alpha=0.3)\n",
    "ax1.add_feature(cartopy.feature.LAKES, alpha=0.3)\n",
    "ax1.add_feature(cartopy.feature.RIVERS) \n",
    "ax1.coastlines(resolution='10m')\n",
    "ax1.gridlines(draw_labels=True, dms=True, x_inline=False, y_inline=False, color = 'black')\n",
    "ax1.set_title('Map of the Waterbody Chlorophyll-a \\n concentrations in Europeans seas')\n",
    "\n",
    "#Setting up map extent to match the extent of European Seas\n",
    "ax1.set_extent([-25,33,25,70])\n",
    "\n",
    "# access WMS requesting map images in custom projection\n",
    "ax1.add_wms(wms=wms.url,\n",
    "           layers= layer) \n",
    "\n",
    "###Now set up the legend for the dataset, retrieving it from the wms.styles used above\n",
    "# Define the legend URL\n",
    "print(wms[layer].styles['contourf']['legend'])\n",
    "legend_url = wms[layer].styles['contourf']['legend']\n",
    "\n",
    "# Define the directory path where you want to save the images\n",
    "save_path = \"data/\"\n",
    "\n",
    "# Download and save \n",
    "response = requests.get(legend_url)\n",
    "# Check if the request was successful (status code 200)\n",
    "if response.status_code == 200:\n",
    "    filename = f\"legend_image.png\"                             # Customize the filename\n",
    "    with open(save_path + filename, 'wb') as file:\n",
    "            file.write(response.content)\n",
    "    print(f\"Image saved as {save_path + filename}\")\n",
    "else:\n",
    "    print(f\"Failed to retrieve Image (Status Code: {response.status_code})\")\n",
    "        \n",
    "# Define the paths to the saved legend image\n",
    "legend_image_paths = [\"data/legend_image.png\"]\n",
    "\n",
    "# Define the titles for the plot and legend\n",
    "legend_title = \"Concentrations in mg/m³\"\n",
    "legend1_img = plt.imread(legend_image_paths[0])\n",
    "\n",
    "# Create a subplot for the legend to the right (subplot 2)\n",
    "ax2 = fig.add_subplot(gs[0,1], frame_on=False)\n",
    "ax2.imshow(legend1_img)\n",
    "\n",
    "ax2.set_xticks([])\n",
    "ax2.set_yticks([])\n",
    "ax2.set_xlabel('')\n",
    "ax2.set_ylabel('')\n",
    "ax2.set_title(legend_title, fontsize = 9)\n",
    "\n",
    "# Save the map image\n",
    "plt.tight_layout()\n",
    "plt.savefig(save_path + \"Chlorophyll-a_map\", dpi=300)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### [>> Next: Subset and download data using OGC Web Feature and Coverage Services (WFS/WCS)](Tutorial_Part_3_WFS_WCS.ipynb) "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<hr>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a href=\"https://emodnet.ec.europa.eu/\"><img style=\"float:left;border-width:0;width:200px\" src=\"https://emodnet.ec.europa.eu/sites/emodnet.ec.europa.eu/files/public/emodnet_logos/web/EMODnet_standard_colour.png\" /></a><a rel=\"license\" href=\"http://creativecommons.org/licenses/by/4.0/\"><img style=\"float: right\" alt=\"Creative Commons Lizenzvertrag\" style=\"border-width:0\" src=\"https://i.creativecommons.org/l/by/4.0/88x31.png\" /></a>"
   ]
  }
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