climate-dt/climate-dt-earthkit-aoi-example.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "089adc3f-943e-4b49-bc45-9e11c737b579",
   "metadata": {},
   "source": [
    "## Polytope Climate-DT AOI example notebook\n",
    "\n",
    "This notebook shows how to use earthkit-data and earthkit-plots to pull destination-earth data from LUMI and plot it using earthkit-plots.\n",
    "\n",
    "It also shows how to cut-out an area of interest using earthkit-transforms and perform some calculations upon that data.\n",
    "\n",
    "Before running the notebook you need to set up your credentials. See the main readme of this repository for different ways to do this or use the following cells to authenticate.\n",
    "\n",
    "You will need to generate your credentials using the desp-authentication.py script.\n",
    "\n",
    "This can be run as follows:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "690284b8-914f-4615-9f10-d64bc0a41dfe",
   "metadata": {},
   "outputs": [],
   "source": [
    "%%capture cap\n",
    "%run ../desp-authentication.py"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ac38420-9c94-464f-990a-bf8166004218",
   "metadata": {},
   "source": [
    "This will generate a token that can then be used by earthkit and polytope."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ab38f8ff",
   "metadata": {},
   "outputs": [],
   "source": [
    "output_1 = cap.stdout.split('}\\n')\n",
    "access_token = output_1[-1][0:-1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a44eafad-eb93-475f-9824-521473c00bb7",
   "metadata": {},
   "source": [
    "# Requirements\n",
    "To run this notebook install the following:\n",
    "* pip install earthkit-data\n",
    "* pip install earthkit-plots\n",
    "* pip install earthkit-transforms\n",
    "* pip install earthkit-regrid\n",
    "* pip install cf-units         (Optional for unit conversion in plots)\n",
    "* pip install matplotlib.pyplot\n",
    "\n",
    "If you do not have eccodes installed please install eccodes using conda as it is a dependency of earthkit, or install earthkit via conda\n",
    "\n",
    "* conda install eccodes -c conda-forge\n",
    "* conda install earthkit-data -c conda-forge"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b2827834-1bcf-4958-83b4-c3a6b9a70275",
   "metadata": {},
   "outputs": [],
   "source": [
    "import earthkit.data\n",
    "import earthkit.plots\n",
    "import earthkit.regrid\n",
    "from earthkit.transforms import aggregate as ek_aggregate\n",
    "\n",
    "from earthkit.data.testing import earthkit_remote_test_data_file\n",
    "import earthkit.plots.quickmap as qmap\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# This request matches multiple parameter of the climate DT\n",
    "\n",
    "request = {\n",
    "    'activity': 'ScenarioMIP',\n",
    "    'class': 'd1',\n",
    "    'dataset': 'climate-dt',\n",
    "    'date': '20200102',\n",
    "    'experiment': 'SSP3-7.0',\n",
    "    'expver': '0001',\n",
    "    'generation': '1',\n",
    "    'levtype': 'sfc',\n",
    "    'model': 'IFS-NEMO',\n",
    "    'param': '134/165/166/167',\n",
    "    'realization': '1',\n",
    "    'resolution': 'standard',\n",
    "    'stream': 'clte',\n",
    "    'time': '0100', # '0100/0200/0300/0400/0500/0600'\n",
    "    'type': 'fc'\n",
    "}\n",
    "\n",
    "#data is an earthkit streaming object but with stream=False will download data immediately \n",
    "data = earthkit.data.from_source(\"polytope\", \"destination-earth\", request, address=\"polytope.lumi.apps.dte.destination-earth.eu\", stream=False)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "0c76470c-e897-4747-a56d-c7c786676b52",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>centre</th>\n",
       "      <th>shortName</th>\n",
       "      <th>typeOfLevel</th>\n",
       "      <th>level</th>\n",
       "      <th>dataDate</th>\n",
       "      <th>dataTime</th>\n",
       "      <th>stepRange</th>\n",
       "      <th>dataType</th>\n",
       "      <th>number</th>\n",
       "      <th>gridType</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ecmf</td>\n",
       "      <td>sp</td>\n",
       "      <td>surface</td>\n",
       "      <td>0</td>\n",
       "      <td>20200102</td>\n",
       "      <td>100</td>\n",
       "      <td>0</td>\n",
       "      <td>an</td>\n",
       "      <td>None</td>\n",
       "      <td>healpix</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ecmf</td>\n",
       "      <td>10u</td>\n",
       "      <td>heightAboveGround</td>\n",
       "      <td>10</td>\n",
       "      <td>20200102</td>\n",
       "      <td>100</td>\n",
       "      <td>0</td>\n",
       "      <td>an</td>\n",
       "      <td>None</td>\n",
       "      <td>healpix</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>ecmf</td>\n",
       "      <td>10v</td>\n",
       "      <td>heightAboveGround</td>\n",
       "      <td>10</td>\n",
       "      <td>20200102</td>\n",
       "      <td>100</td>\n",
       "      <td>0</td>\n",
       "      <td>an</td>\n",
       "      <td>None</td>\n",
       "      <td>healpix</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ecmf</td>\n",
       "      <td>2t</td>\n",
       "      <td>heightAboveGround</td>\n",
       "      <td>2</td>\n",
       "      <td>20200102</td>\n",
       "      <td>100</td>\n",
       "      <td>0</td>\n",
       "      <td>an</td>\n",
       "      <td>None</td>\n",
       "      <td>healpix</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  centre shortName        typeOfLevel  level  dataDate  dataTime stepRange  \\\n",
       "0   ecmf        sp            surface      0  20200102       100         0   \n",
       "1   ecmf       10u  heightAboveGround     10  20200102       100         0   \n",
       "2   ecmf       10v  heightAboveGround     10  20200102       100         0   \n",
       "3   ecmf        2t  heightAboveGround      2  20200102       100         0   \n",
       "\n",
       "  dataType number gridType  \n",
       "0       an   None  healpix  \n",
       "1       an   None  healpix  \n",
       "2       an   None  healpix  \n",
       "3       an   None  healpix  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.ls()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b8dff371",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<earthkit.plots.components.maps.Map at 0x153eb7010690>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 700x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "qmap.block(data[0], domain=\"Europe\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "411d84fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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       "</symbol>\n",
       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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       "</symbol>\n",
       "</defs>\n",
       "</svg>\n",
       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
       " *\n",
       " */\n",
       "\n",
       ":root {\n",
       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "html[data-theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 26MB\n",
       "Dimensions:            (time: 1, step: 1, heightAboveGround: 1, latitude: 1801,\n",
       "                        longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B ...\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 26MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:57 GRIB to CDM+CF via cfgrib-0.9.1...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-3f95d7c8-658a-470e-bcec-42233a87f82a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3f95d7c8-658a-470e-bcec-42233a87f82a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li><li><span class='xr-has-index'>step</span>: 1</li><li><span class='xr-has-index'>heightAboveGround</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>longitude</span>: 3600</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8b79e226-7792-4333-a6ee-7fca90c11a3a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8b79e226-7792-4333-a6ee-7fca90c11a3a' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-02T01:00:00</div><input id='attrs-a95445e4-33c9-4767-88ca-425e487eb38a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a95445e4-33c9-4767-88ca-425e487eb38a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4893ee16-8180-49e4-a19c-83db1fb6ecef' class='xr-var-data-in' type='checkbox'><label for='data-4893ee16-8180-49e4-a19c-83db1fb6ecef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-02T01:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-7fe40607-458a-4335-b168-e2368561b7d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7fe40607-458a-4335-b168-e2368561b7d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-76a5bf4a-1e44-46fe-a31a-9c05a7bf5625' class='xr-var-data-in' type='checkbox'><label for='data-76a5bf4a-1e44-46fe-a31a-9c05a7bf5625' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array([0], dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>heightAboveGround</span></div><div class='xr-var-dims'>(heightAboveGround)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-82d9baf5-42fa-48a9-b0fe-17e5923672c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-82d9baf5-42fa-48a9-b0fe-17e5923672c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-082f22ab-bd5f-42b9-8090-df20303f2c96' class='xr-var-data-in' type='checkbox'><label for='data-082f22ab-bd5f-42b9-8090-df20303f2c96' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array([2.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-6beb6d9e-718f-407d-a2ac-a48d033bc0b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6beb6d9e-718f-407d-a2ac-a48d033bc0b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2d062f1-856f-41a3-952a-b2ad3b0edd08' class='xr-var-data-in' type='checkbox'><label for='data-c2d062f1-856f-41a3-952a-b2ad3b0edd08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-2e455da7-7597-4fec-ade6-66a573c47920' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2e455da7-7597-4fec-ade6-66a573c47920' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a13828e-d8f1-43f7-b254-e646fedb768d' class='xr-var-data-in' type='checkbox'><label for='data-6a13828e-d8f1-43f7-b254-e646fedb768d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time, step)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a937897f-5ac3-4d6e-8e69-b8bbc9b6e6ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a937897f-5ac3-4d6e-8e69-b8bbc9b6e6ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ae737d1-a49d-4d0d-a9b5-d7d05f533d4f' class='xr-var-data-in' type='checkbox'><label for='data-5ae737d1-a49d-4d0d-a9b5-d7d05f533d4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=datetime64[ns]]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3d4ac612-8cd2-4281-8beb-da0379c5102e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3d4ac612-8cd2-4281-8beb-da0379c5102e' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, step, heightAboveGround, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2b5d7b43-d222-42d7-8340-867325b64986' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2b5d7b43-d222-42d7-8340-867325b64986' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-16364917-a57a-430e-9066-eef003a6636b' class='xr-var-data-in' type='checkbox'><label for='data-16364917-a57a-430e-9066-eef003a6636b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>6483600</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>3600</dd><dt><span>GRIB_Ny :</span></dt><dd>1801</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.9</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>[6483600 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-79324a3a-d2a7-43cd-b558-ea37f550621e' class='xr-section-summary-in' type='checkbox'  ><label for='section-79324a3a-d2a7-43cd-b558-ea37f550621e' class='xr-section-summary' >Indexes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5a1550c9-83d1-4af7-9c80-a6ae451324e6' class='xr-index-data-in' type='checkbox'/><label for='index-5a1550c9-83d1-4af7-9c80-a6ae451324e6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2020-01-02 01:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>step</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-333ec46e-e87b-4184-b493-88a08e785b69' class='xr-index-data-in' type='checkbox'/><label for='index-333ec46e-e87b-4184-b493-88a08e785b69' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(TimedeltaIndex([&#x27;0 days&#x27;], dtype=&#x27;timedelta64[ns]&#x27;, name=&#x27;step&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>heightAboveGround</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2d44567d-403d-4eed-8acf-047623ed6066' class='xr-index-data-in' type='checkbox'/><label for='index-2d44567d-403d-4eed-8acf-047623ed6066' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([2.0], dtype=&#x27;float64&#x27;, name=&#x27;heightAboveGround&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1dc7911a-0acd-4fe6-a735-2cf0e1375125' class='xr-index-data-in' type='checkbox'/><label for='index-1dc7911a-0acd-4fe6-a735-2cf0e1375125' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.9,  89.80000000000001,\n",
       "        89.70000000000002,  89.60000000000002,  89.50000000000003,\n",
       "        89.40000000000003,  89.30000000000004,  89.20000000000005,\n",
       "        89.10000000000005,\n",
       "       ...\n",
       "       -89.09999999999837, -89.19999999999837, -89.29999999999836,\n",
       "       -89.39999999999836, -89.49999999999835, -89.59999999999835,\n",
       "       -89.69999999999834, -89.79999999999833, -89.89999999999833,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9626811c-baee-4a62-9da2-7db8f1998e9d' class='xr-index-data-in' type='checkbox'/><label for='index-9626811c-baee-4a62-9da2-7db8f1998e9d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                0.0, 0.09999999999999999, 0.19999999999999998,\n",
       "                       0.3, 0.39999999999999997, 0.49999999999999994,\n",
       "                       0.6,                 0.7,  0.7999999999999999,\n",
       "        0.8999999999999999,\n",
       "       ...\n",
       "        359.00000000001313,  359.10000000001315,   359.2000000000132,\n",
       "         359.3000000000132,   359.4000000000132,  359.50000000001324,\n",
       "        359.60000000001327,   359.7000000000133,   359.8000000000133,\n",
       "                     359.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=3600))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dd3447b8-b45c-4372-bc23-24ec5d9e6c3e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dd3447b8-b45c-4372-bc23-24ec5d9e6c3e' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>1003</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>history :</span></dt><dd>2024-11-26T08:57 GRIB to CDM+CF via cfgrib-0.9.14.0/ecCodes-2.32.0 with {&quot;source&quot;: &quot;N/A&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 26MB\n",
       "Dimensions:            (time: 1, step: 1, heightAboveGround: 1, latitude: 1801,\n",
       "                        longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B ...\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 26MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:57 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Regrid t=from healpix for conversion to xarray\n",
    "data_latlon = earthkit.regrid.interpolate(data, out_grid={\"grid\": [0.1,0.1]}, method=\"linear\")\n",
    "# Convert data to xarray\n",
    "xarr = data_latlon[3].to_xarray(engine=\"cfgrib\")\n",
    "xarr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "0b255f5c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<earthkit.plots.components.maps.Map at 0x153eb57ada90>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 700x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "qmap.block(data_latlon[0], domain=\"Europe\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "468e083b",
   "metadata": {},
   "source": [
    "Here we pull shape files for masking of our area of interest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f12d8515",
   "metadata": {},
   "outputs": [],
   "source": [
    "remote_nuts_url = earthkit_remote_test_data_file(\"test-data\", \"NUTS_RG_60M_2021_4326_LEVL_0.geojson\")\n",
    "nuts_data = earthkit.data.from_source(\"url\", remote_nuts_url)\n",
    "\n",
    "nuts_data.to_pandas()[:5]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "717c4c70",
   "metadata": {},
   "source": [
    "`spatial.mask` applies all the features in the geometry object (`nuts_data`) to the data object (`xarr`). It returns an xarray object the same shape and type as the input xarray object with all points outside of the geometry masked."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "676ea04d",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 26MB\n",
       "Dimensions:            (time: 1, step: 1, heightAboveGround: 1, latitude: 1801,\n",
       "                        longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B ...\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 26MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.1...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-7615a0cd-323a-4dbb-8a19-1c801dcb6d69' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7615a0cd-323a-4dbb-8a19-1c801dcb6d69' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li><li><span class='xr-has-index'>step</span>: 1</li><li><span class='xr-has-index'>heightAboveGround</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>longitude</span>: 3600</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-74a9c77b-8dcd-4398-9fc6-d15a1a97d90a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-74a9c77b-8dcd-4398-9fc6-d15a1a97d90a' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-02T01:00:00</div><input id='attrs-afe8afa3-3143-46a2-a926-19d6b5eb1945' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-afe8afa3-3143-46a2-a926-19d6b5eb1945' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-371f97a0-f365-40c8-b528-5e147a6992d8' class='xr-var-data-in' type='checkbox'><label for='data-371f97a0-f365-40c8-b528-5e147a6992d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-02T01:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-7c960328-573a-4f4d-88cb-172470c86b78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7c960328-573a-4f4d-88cb-172470c86b78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fa38273-4ee3-472e-a115-d143aa6639df' class='xr-var-data-in' type='checkbox'><label for='data-3fa38273-4ee3-472e-a115-d143aa6639df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array([0], dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>heightAboveGround</span></div><div class='xr-var-dims'>(heightAboveGround)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-38f11044-6eda-4997-83af-58c96f737d29' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-38f11044-6eda-4997-83af-58c96f737d29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3480cec6-4296-4135-88a9-5e08b03d394f' class='xr-var-data-in' type='checkbox'><label for='data-3480cec6-4296-4135-88a9-5e08b03d394f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array([2.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-bf98a7c4-b98c-418d-9e58-087e967ebe20' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf98a7c4-b98c-418d-9e58-087e967ebe20' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-100da00b-e13f-4040-aafe-7ee1364b2cb0' class='xr-var-data-in' type='checkbox'><label for='data-100da00b-e13f-4040-aafe-7ee1364b2cb0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-be78029b-2a09-49d6-9e29-2bdaf245edb6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be78029b-2a09-49d6-9e29-2bdaf245edb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b1a0940-8447-43da-9dec-c430dfd0dca4' class='xr-var-data-in' type='checkbox'><label for='data-1b1a0940-8447-43da-9dec-c430dfd0dca4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time, step)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ebec46f0-05e1-4b0c-8e62-017df3f23762' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebec46f0-05e1-4b0c-8e62-017df3f23762' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e7e7be1-da8d-4dfb-a84b-8c2f4b3299f1' class='xr-var-data-in' type='checkbox'><label for='data-0e7e7be1-da8d-4dfb-a84b-8c2f4b3299f1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=datetime64[ns]]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bbf7c1ef-0f89-40a5-9d50-fe61af77e0aa' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bbf7c1ef-0f89-40a5-9d50-fe61af77e0aa' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, step, heightAboveGround, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-d20ea077-f712-4ff7-8861-7b8e3f9724f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d20ea077-f712-4ff7-8861-7b8e3f9724f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-54918a24-6816-4cd7-bd09-6e818bfbc4e7' class='xr-var-data-in' type='checkbox'><label for='data-54918a24-6816-4cd7-bd09-6e818bfbc4e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>6483600</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>3600</dd><dt><span>GRIB_Ny :</span></dt><dd>1801</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.9</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>array([[[[[nan, nan, nan, ..., nan, nan, nan],\n",
       "          [nan, nan, nan, ..., nan, nan, nan],\n",
       "          [nan, nan, nan, ..., nan, nan, nan],\n",
       "          ...,\n",
       "          [nan, nan, nan, ..., nan, nan, nan],\n",
       "          [nan, nan, nan, ..., nan, nan, nan],\n",
       "          [nan, nan, nan, ..., nan, nan, nan]]]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3e1b88d6-9606-41f7-9916-a6b9c3323dc2' class='xr-section-summary-in' type='checkbox'  ><label for='section-3e1b88d6-9606-41f7-9916-a6b9c3323dc2' class='xr-section-summary' >Indexes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3add6cce-7c6c-457b-82e1-802dc992c4d9' class='xr-index-data-in' type='checkbox'/><label for='index-3add6cce-7c6c-457b-82e1-802dc992c4d9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2020-01-02 01:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>step</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d37800f3-81bf-4622-a663-de04a08ff033' class='xr-index-data-in' type='checkbox'/><label for='index-d37800f3-81bf-4622-a663-de04a08ff033' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(TimedeltaIndex([&#x27;0 days&#x27;], dtype=&#x27;timedelta64[ns]&#x27;, name=&#x27;step&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>heightAboveGround</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f0d3f385-49f4-4a2b-85eb-3671d4b7419b' class='xr-index-data-in' type='checkbox'/><label for='index-f0d3f385-49f4-4a2b-85eb-3671d4b7419b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([2.0], dtype=&#x27;float64&#x27;, name=&#x27;heightAboveGround&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e2bbae27-6886-47bb-ac58-018f80fdbc3e' class='xr-index-data-in' type='checkbox'/><label for='index-e2bbae27-6886-47bb-ac58-018f80fdbc3e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.9,  89.80000000000001,\n",
       "        89.70000000000002,  89.60000000000002,  89.50000000000003,\n",
       "        89.40000000000003,  89.30000000000004,  89.20000000000005,\n",
       "        89.10000000000005,\n",
       "       ...\n",
       "       -89.09999999999837, -89.19999999999837, -89.29999999999836,\n",
       "       -89.39999999999836, -89.49999999999835, -89.59999999999835,\n",
       "       -89.69999999999834, -89.79999999999833, -89.89999999999833,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-85015c96-b163-4386-88d9-1d699d92032a' class='xr-index-data-in' type='checkbox'/><label for='index-85015c96-b163-4386-88d9-1d699d92032a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                0.0, 0.09999999999999999, 0.19999999999999998,\n",
       "                       0.3, 0.39999999999999997, 0.49999999999999994,\n",
       "                       0.6,                 0.7,  0.7999999999999999,\n",
       "        0.8999999999999999,\n",
       "       ...\n",
       "        359.00000000001313,  359.10000000001315,   359.2000000000132,\n",
       "         359.3000000000132,   359.4000000000132,  359.50000000001324,\n",
       "        359.60000000001327,   359.7000000000133,   359.8000000000133,\n",
       "                     359.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=3600))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c74cf0f2-b5e2-40f1-ab20-74975644890a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c74cf0f2-b5e2-40f1-ab20-74975644890a' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>1003</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>history :</span></dt><dd>2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.14.0/ecCodes-2.32.0 with {&quot;source&quot;: &quot;N/A&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 26MB\n",
       "Dimensions:            (time: 1, step: 1, heightAboveGround: 1, latitude: 1801,\n",
       "                        longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B ...\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 26MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "single_masked_data = ek_aggregate.spatial.mask(xarr, nuts_data)\n",
    "single_masked_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d6a1d50a",
   "metadata": {},
   "source": [
    "We can now plot the original data against our masked data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "8d7ce004",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(35.0, 70.0)"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(10,4))\n",
    "xarr.t2m.mean(dim='time').plot(ax=axes[0])\n",
    "axes[0].set_title('Original data')\n",
    "axes[0].set_xlim([0, 30])  # Longitude range for Europe\n",
    "axes[0].set_ylim([35, 70])   # Latitude range for Europe\n",
    "# Single masked data\n",
    "single_masked_data.t2m.mean(dim='time').plot(ax=axes[1])\n",
    "axes[1].set_title('Masked data')\n",
    "axes[1].set_xlim([0, 30])  # Longitude range for Europe\n",
    "axes[1].set_ylim([35, 70])   # Latitude range for Europe\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0085af9e",
   "metadata": {},
   "source": [
    "We can further mask to only get the data for a given country."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "12d160cc",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 960MB\n",
       "Dimensions:            (FID: 37, time: 1, step: 1, heightAboveGround: 1,\n",
       "                        latitude: 1801, longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B dask.array&lt;chunksize=(1, 1), meta=np.ndarray&gt;\n",
       "  * FID                (FID) object 296B &#x27;DK&#x27; &#x27;RS&#x27; &#x27;EE&#x27; &#x27;EL&#x27; ... &#x27;CZ&#x27; &#x27;DE&#x27; &#x27;NO&#x27;\n",
       "Data variables:\n",
       "    t2m                (FID, time, step, heightAboveGround, latitude, longitude) float32 960MB dask.array&lt;chunksize=(1, 1, 1, 1, 1801, 3600), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.1...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-cdd8c59b-41a0-4544-9907-260f63415b3a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cdd8c59b-41a0-4544-9907-260f63415b3a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>FID</span>: 37</li><li><span class='xr-has-index'>time</span>: 1</li><li><span class='xr-has-index'>step</span>: 1</li><li><span class='xr-has-index'>heightAboveGround</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>longitude</span>: 3600</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-76fd41ea-ee79-4119-a841-eba744cd0b87' class='xr-section-summary-in' type='checkbox'  checked><label for='section-76fd41ea-ee79-4119-a841-eba744cd0b87' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-02T01:00:00</div><input id='attrs-a1aa82d9-bab0-4a10-b856-21ef3933ca67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a1aa82d9-bab0-4a10-b856-21ef3933ca67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-556330ed-208c-45e2-9cd5-da55bf646bdc' class='xr-var-data-in' type='checkbox'><label for='data-556330ed-208c-45e2-9cd5-da55bf646bdc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-02T01:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-7b841c90-b1d5-4720-bda9-df9c4e8717e1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b841c90-b1d5-4720-bda9-df9c4e8717e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85dc8877-02af-4885-a617-5601dc4faaa8' class='xr-var-data-in' type='checkbox'><label for='data-85dc8877-02af-4885-a617-5601dc4faaa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array([0], dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>heightAboveGround</span></div><div class='xr-var-dims'>(heightAboveGround)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-901e7c35-9b2b-455e-9892-95dc34caabbb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-901e7c35-9b2b-455e-9892-95dc34caabbb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa5378ac-7b2c-4aea-9414-6a0ff65b8401' class='xr-var-data-in' type='checkbox'><label for='data-fa5378ac-7b2c-4aea-9414-6a0ff65b8401' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array([2.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-9102a177-c119-4531-bbb5-17160c126b81' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9102a177-c119-4531-bbb5-17160c126b81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b21c879c-58d0-4d0a-a1b2-502a1b2d9da5' class='xr-var-data-in' type='checkbox'><label for='data-b21c879c-58d0-4d0a-a1b2-502a1b2d9da5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-5ab6807b-0915-45d9-897c-74b41e65cace' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5ab6807b-0915-45d9-897c-74b41e65cace' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a227dddd-4c50-49e5-a6ca-b9089cc59505' class='xr-var-data-in' type='checkbox'><label for='data-a227dddd-4c50-49e5-a6ca-b9089cc59505' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time, step)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1), meta=np.ndarray&gt;</div><input id='attrs-6375cbe2-2446-44f5-948c-a9c728de1711' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6375cbe2-2446-44f5-948c-a9c728de1711' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84b7c39e-fc08-4a5e-a718-882b59aabc89' class='xr-var-data-in' type='checkbox'><label for='data-84b7c39e-fc08-4a5e-a718-882b59aabc89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 8 B </td>\n",
       "                        <td> 8 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1, 1) </td>\n",
       "                        <td> (1, 1) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> datetime64[ns] numpy.ndarray </td>\n",
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       "                </tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>FID</span></div><div class='xr-var-dims'>(FID)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;DK&#x27; &#x27;RS&#x27; &#x27;EE&#x27; ... &#x27;CZ&#x27; &#x27;DE&#x27; &#x27;NO&#x27;</div><input id='attrs-1fd03812-0c04-4e07-a144-c3b408354f1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1fd03812-0c04-4e07-a144-c3b408354f1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c506a7ad-f6ba-4a02-a90c-994197dbdf2b' class='xr-var-data-in' type='checkbox'><label for='data-c506a7ad-f6ba-4a02-a90c-994197dbdf2b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;DK&#x27;, &#x27;RS&#x27;, &#x27;EE&#x27;, &#x27;EL&#x27;, &#x27;ES&#x27;, &#x27;FI&#x27;, &#x27;FR&#x27;, &#x27;HR&#x27;, &#x27;HU&#x27;, &#x27;IE&#x27;, &#x27;IS&#x27;, &#x27;IT&#x27;,\n",
       "       &#x27;LI&#x27;, &#x27;LT&#x27;, &#x27;LU&#x27;, &#x27;LV&#x27;, &#x27;ME&#x27;, &#x27;MK&#x27;, &#x27;MT&#x27;, &#x27;SE&#x27;, &#x27;SI&#x27;, &#x27;SK&#x27;, &#x27;TR&#x27;, &#x27;UK&#x27;,\n",
       "       &#x27;NL&#x27;, &#x27;PL&#x27;, &#x27;PT&#x27;, &#x27;RO&#x27;, &#x27;AL&#x27;, &#x27;AT&#x27;, &#x27;BE&#x27;, &#x27;BG&#x27;, &#x27;CH&#x27;, &#x27;CY&#x27;, &#x27;CZ&#x27;, &#x27;DE&#x27;,\n",
       "       &#x27;NO&#x27;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3a89c746-b241-4503-8832-8cacce33a537' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3a89c746-b241-4503-8832-8cacce33a537' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(FID, time, step, heightAboveGround, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 1, 1, 1801, 3600), meta=np.ndarray&gt;</div><input id='attrs-ede5d181-98f7-4c4d-90f9-60543e12fbd7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ede5d181-98f7-4c4d-90f9-60543e12fbd7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2ea6e99-9e3c-4b43-9b98-36b2a4ba7d0a' class='xr-var-data-in' type='checkbox'><label for='data-b2ea6e99-9e3c-4b43-9b98-36b2a4ba7d0a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>6483600</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>3600</dd><dt><span>GRIB_Ny :</span></dt><dd>1801</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.9</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 915.12 MiB </td>\n",
       "                        <td> 24.73 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (37, 1, 1, 1, 1801, 3600) </td>\n",
       "                        <td> (1, 1, 1, 1, 1801, 3600) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 37 chunks in 71 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-735de179-c780-4b52-8557-f57c574b5a90' class='xr-section-summary-in' type='checkbox'  ><label for='section-735de179-c780-4b52-8557-f57c574b5a90' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-37aad6ba-3190-4f15-95be-44e5577adc8e' class='xr-index-data-in' type='checkbox'/><label for='index-37aad6ba-3190-4f15-95be-44e5577adc8e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2020-01-02 01:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>step</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-775dc582-d060-4398-a0d0-a817875fea56' class='xr-index-data-in' type='checkbox'/><label for='index-775dc582-d060-4398-a0d0-a817875fea56' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(TimedeltaIndex([&#x27;0 days&#x27;], dtype=&#x27;timedelta64[ns]&#x27;, name=&#x27;step&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>heightAboveGround</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5da87440-b8b1-4ccf-97ce-d47c08c64eab' class='xr-index-data-in' type='checkbox'/><label for='index-5da87440-b8b1-4ccf-97ce-d47c08c64eab' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([2.0], dtype=&#x27;float64&#x27;, name=&#x27;heightAboveGround&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ff4d19f7-802a-4c38-b358-d7fe99ead817' class='xr-index-data-in' type='checkbox'/><label for='index-ff4d19f7-802a-4c38-b358-d7fe99ead817' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.9,  89.80000000000001,\n",
       "        89.70000000000002,  89.60000000000002,  89.50000000000003,\n",
       "        89.40000000000003,  89.30000000000004,  89.20000000000005,\n",
       "        89.10000000000005,\n",
       "       ...\n",
       "       -89.09999999999837, -89.19999999999837, -89.29999999999836,\n",
       "       -89.39999999999836, -89.49999999999835, -89.59999999999835,\n",
       "       -89.69999999999834, -89.79999999999833, -89.89999999999833,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-58dd645c-1019-438d-a71d-70d297514295' class='xr-index-data-in' type='checkbox'/><label for='index-58dd645c-1019-438d-a71d-70d297514295' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                0.0, 0.09999999999999999, 0.19999999999999998,\n",
       "                       0.3, 0.39999999999999997, 0.49999999999999994,\n",
       "                       0.6,                 0.7,  0.7999999999999999,\n",
       "        0.8999999999999999,\n",
       "       ...\n",
       "        359.00000000001313,  359.10000000001315,   359.2000000000132,\n",
       "         359.3000000000132,   359.4000000000132,  359.50000000001324,\n",
       "        359.60000000001327,   359.7000000000133,   359.8000000000133,\n",
       "                     359.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=3600))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>FID</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f85a2ff6-b733-4efa-9f75-888edfea96c4' class='xr-index-data-in' type='checkbox'/><label for='index-f85a2ff6-b733-4efa-9f75-888edfea96c4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;DK&#x27;, &#x27;RS&#x27;, &#x27;EE&#x27;, &#x27;EL&#x27;, &#x27;ES&#x27;, &#x27;FI&#x27;, &#x27;FR&#x27;, &#x27;HR&#x27;, &#x27;HU&#x27;, &#x27;IE&#x27;, &#x27;IS&#x27;, &#x27;IT&#x27;,\n",
       "       &#x27;LI&#x27;, &#x27;LT&#x27;, &#x27;LU&#x27;, &#x27;LV&#x27;, &#x27;ME&#x27;, &#x27;MK&#x27;, &#x27;MT&#x27;, &#x27;SE&#x27;, &#x27;SI&#x27;, &#x27;SK&#x27;, &#x27;TR&#x27;, &#x27;UK&#x27;,\n",
       "       &#x27;NL&#x27;, &#x27;PL&#x27;, &#x27;PT&#x27;, &#x27;RO&#x27;, &#x27;AL&#x27;, &#x27;AT&#x27;, &#x27;BE&#x27;, &#x27;BG&#x27;, &#x27;CH&#x27;, &#x27;CY&#x27;, &#x27;CZ&#x27;, &#x27;DE&#x27;,\n",
       "       &#x27;NO&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;FID&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-07f46926-eef3-4edb-906a-df6c78accb4f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-07f46926-eef3-4edb-906a-df6c78accb4f' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>1003</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>history :</span></dt><dd>2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.14.0/ecCodes-2.32.0 with {&quot;source&quot;: &quot;N/A&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 960MB\n",
       "Dimensions:            (FID: 37, time: 1, step: 1, heightAboveGround: 1,\n",
       "                        latitude: 1801, longitude: 3600)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 8B 2020-01-02T01:00:00\n",
       "  * step               (step) timedelta64[ns] 8B 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 8B 2.0\n",
       "  * latitude           (latitude) float64 14kB 90.0 89.9 89.8 ... -89.9 -90.0\n",
       "  * longitude          (longitude) float64 29kB 0.0 0.1 0.2 ... 359.8 359.9\n",
       "    valid_time         (time, step) datetime64[ns] 8B dask.array<chunksize=(1, 1), meta=np.ndarray>\n",
       "  * FID                (FID) object 296B 'DK' 'RS' 'EE' 'EL' ... 'CZ' 'DE' 'NO'\n",
       "Data variables:\n",
       "    t2m                (FID, time, step, heightAboveGround, latitude, longitude) float32 960MB dask.array<chunksize=(1, 1, 1, 1, 1801, 3600), meta=np.ndarray>\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          1003\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-11-26T08:55 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "masked_data = ek_aggregate.spatial.masks(xarr, nuts_data, mask_dim=\"FID\")\n",
    "masked_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8587fc4b",
   "metadata": {},
   "source": [
    "Here we only retrieve data for Germany, and plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "dbf781a8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Masked Germany Zoom')"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x300 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 3, figsize=(15,3))\n",
    "xarr.t2m.mean(dim='time').plot(ax=axes[0])\n",
    "axes[0].set_title('Original data')\n",
    "axes[0].set_xlim([0, 30])  # Longitude range for Europe\n",
    "axes[0].set_ylim([35, 70])   # Latitude range for Europe\n",
    "masked_data.t2m.sel(FID='DE').mean(dim='time').plot(ax=axes[1])\n",
    "axes[1].set_title('Masked for Germany')\n",
    "axes[1].set_xlim([0, 30])  # Longitude range for Europe\n",
    "axes[1].set_ylim([35, 70])   # Latitude range for Europe\n",
    "germany_data = masked_data.sel(FID='DE').dropna(dim='latitude', how='all').dropna(dim='longitude', how='all')\n",
    "germany_data.t2m.mean(dim='time').plot(ax=axes[2])\n",
    "axes[2].set_title('Masked Germany Zoom')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5bdb3cc4",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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