docs/examples/10-meteonet.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# !pip install --quiet climetlab"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Meteonet"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This is an retrieve an plot various data types from https://github.com/meteofrance/meteonet"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import climetlab as cml"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Radar images"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = cml.load_dataset(\"meteonet-samples-radar\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>table.climetlab td {\n",
       "    vertical-align: top;\n",
       "    text-align: left !important;\n",
       "}\n",
       "</style>\n",
       "<h4>meteonet-samples-radar</h4>\n",
       "<table class=\"climetlab\">\n",
       "<tr><td><b>Home page</b></td><td><a href=\"https://meteonet.umr-cnrm.fr\" target=\"_blank\">https://meteonet.umr-cnrm.fr</a></td></tr>\n",
       "<tr><td><b>Documentation</b></td><td><a href=\"https://meteofrance.github.io/meteonet/\" target=\"_blank\">https://meteofrance.github.io/meteonet/</a></td></tr>\n",
       "<tr><td><b>Citation</b></td><td><pre>-</pre></td></tr>\n",
       "<tr><td><b>Licence</b></td><td><a href=\"https://meteonet.umr-cnrm.fr/dataset/LICENCE.md\" target=\"_blank\">https://meteonet.umr-cnrm.fr/dataset/LICENCE.md</a></td></tr>\n",
       "</table>\n",
       "        "
      ],
      "text/plain": [
       "<climetlab.datasets.meteonet_samples.radar.MeteonetRadar at 0x7f4ec07a0880>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'https://meteonet.umr-cnrm.fr/dataset/LICENCE.md'"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.licence"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cml.plot_map(ds)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "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",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
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       "  fill: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (time: 45, x: 784, y: 565)\n",
       "Coordinates:\n",
       "  * x         (x) int64 0 1 2 3 4 5 6 7 8 ... 776 777 778 779 780 781 782 783\n",
       "  * y         (y) int64 0 1 2 3 4 5 6 7 8 ... 557 558 559 560 561 562 563 564\n",
       "    lon       (y, x) float64 -5.832 -5.822 -5.812 -5.802 ... 1.978 1.988 1.998\n",
       "    lat       (y, x) float64 51.89 51.89 51.89 51.89 ... 46.25 46.25 46.25 46.25\n",
       "  * time      (time) datetime64[ns] 2016-08-21T00:10:00 ... 2016-08-31T00:30:00\n",
       "Data variables:\n",
       "    rainfall  (time, y, x) int16 -1 -1 -1 -1 -1 -1 -1 -1 -1 ... 0 0 0 0 0 0 0 0</pre><div class='xr-wrap' hidden><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-9269a117-3b97-4897-9dfd-ec5abca87ca7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9269a117-3b97-4897-9dfd-ec5abca87ca7' 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>: 45</li><li><span class='xr-has-index'>x</span>: 784</li><li><span class='xr-has-index'>y</span>: 565</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-628ea117-c6b5-4674-be9b-97b17e98a435' class='xr-section-summary-in' type='checkbox'  checked><label for='section-628ea117-c6b5-4674-be9b-97b17e98a435' class='xr-section-summary' >Coordinates: <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-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 779 780 781 782 783</div><input id='attrs-e37be922-58fc-4cee-9ba0-2952e753757d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e37be922-58fc-4cee-9ba0-2952e753757d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c66e59a9-687d-48c3-832d-a1e494f0a65f' class='xr-var-data-in' type='checkbox'><label for='data-c66e59a9-687d-48c3-832d-a1e494f0a65f' 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>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  0,   1,   2, ..., 781, 782, 783])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 560 561 562 563 564</div><input id='attrs-fd27654e-a458-470b-95f1-071b1d4effab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd27654e-a458-470b-95f1-071b1d4effab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9d99de8-23fb-4cab-bbec-541fc486d9c2' class='xr-var-data-in' type='checkbox'><label for='data-c9d99de8-23fb-4cab-bbec-541fc486d9c2' 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>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([  0,   1,   2, ..., 562, 563, 564])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-5.832 -5.822 ... 1.988 1.998</div><input id='attrs-5178b84a-10a3-46ed-abf1-fa19070a38a9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5178b84a-10a3-46ed-abf1-fa19070a38a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0f3d74bd-4ddd-46eb-9d72-763f02d02c9e' class='xr-var-data-in' type='checkbox'><label for='data-0f3d74bd-4ddd-46eb-9d72-763f02d02c9e' 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>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998],\n",
       "       [-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998],\n",
       "       [-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998],\n",
       "       ...,\n",
       "       [-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998],\n",
       "       [-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998],\n",
       "       [-5.832, -5.822, -5.812, ...,  1.978,  1.988,  1.998]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>51.89 51.89 51.89 ... 46.25 46.25</div><input id='attrs-cd21a879-4717-4873-bb14-5765c1dab5d4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd21a879-4717-4873-bb14-5765c1dab5d4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fd0a3e2-d951-4223-8861-57be165be7b4' class='xr-var-data-in' type='checkbox'><label for='data-7fd0a3e2-d951-4223-8861-57be165be7b4' 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>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[51.886, 51.886, 51.886, ..., 51.886, 51.886, 51.886],\n",
       "       [51.876, 51.876, 51.876, ..., 51.876, 51.876, 51.876],\n",
       "       [51.866, 51.866, 51.866, ..., 51.866, 51.866, 51.866],\n",
       "       ...,\n",
       "       [46.266, 46.266, 46.266, ..., 46.266, 46.266, 46.266],\n",
       "       [46.256, 46.256, 46.256, ..., 46.256, 46.256, 46.256],\n",
       "       [46.246, 46.246, 46.246, ..., 46.246, 46.246, 46.246]])</pre></div></li><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'>2016-08-21T00:10:00 ... 2016-08-...</div><input id='attrs-48d358ba-bc3b-4f6a-93e6-61f33fed0303' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48d358ba-bc3b-4f6a-93e6-61f33fed0303' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1316426-a26b-45fd-86dc-1f7b8eded843' class='xr-var-data-in' type='checkbox'><label for='data-e1316426-a26b-45fd-86dc-1f7b8eded843' 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></dl></div><div class='xr-var-data'><pre>array([&#x27;2016-08-21T00:10:00.000000000&#x27;, &#x27;2016-08-21T00:55:00.000000000&#x27;,\n",
       "       &#x27;2016-08-21T01:00:00.000000000&#x27;, &#x27;2016-08-21T01:10:00.000000000&#x27;,\n",
       "       &#x27;2016-08-21T01:25:00.000000000&#x27;, &#x27;2016-08-21T01:30:00.000000000&#x27;,\n",
       "       &#x27;2016-08-21T01:35:00.000000000&#x27;, &#x27;2016-08-28T10:00:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:05:00.000000000&#x27;, &#x27;2016-08-28T10:10:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:15:00.000000000&#x27;, &#x27;2016-08-28T10:20:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:25:00.000000000&#x27;, &#x27;2016-08-28T10:30:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:35:00.000000000&#x27;, &#x27;2016-08-28T10:40:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:45:00.000000000&#x27;, &#x27;2016-08-28T10:50:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T10:55:00.000000000&#x27;, &#x27;2016-08-28T11:00:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T11:05:00.000000000&#x27;, &#x27;2016-08-28T11:10:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T11:40:00.000000000&#x27;, &#x27;2016-08-28T11:45:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T11:55:00.000000000&#x27;, &#x27;2016-08-28T13:00:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:05:00.000000000&#x27;, &#x27;2016-08-28T13:10:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:15:00.000000000&#x27;, &#x27;2016-08-28T13:20:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:25:00.000000000&#x27;, &#x27;2016-08-28T13:30:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:35:00.000000000&#x27;, &#x27;2016-08-28T13:40:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:45:00.000000000&#x27;, &#x27;2016-08-28T13:50:00.000000000&#x27;,\n",
       "       &#x27;2016-08-28T13:55:00.000000000&#x27;, &#x27;2016-08-30T23:45:00.000000000&#x27;,\n",
       "       &#x27;2016-08-30T23:50:00.000000000&#x27;, &#x27;2016-08-30T23:55:00.000000000&#x27;,\n",
       "       &#x27;2016-08-31T00:00:00.000000000&#x27;, &#x27;2016-08-31T00:05:00.000000000&#x27;,\n",
       "       &#x27;2016-08-31T00:20:00.000000000&#x27;, &#x27;2016-08-31T00:25:00.000000000&#x27;,\n",
       "       &#x27;2016-08-31T00:30:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c849ea31-6015-4231-9814-82e71dd00c7c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c849ea31-6015-4231-9814-82e71dd00c7c' 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>rainfall</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>-1 -1 -1 -1 -1 -1 ... 0 0 0 0 0 0</div><input id='attrs-64a6a135-29a9-4523-8a45-2b405aec8f56' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64a6a135-29a9-4523-8a45-2b405aec8f56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1da0847c-852f-4151-a20c-1755c624ebea' class='xr-var-data-in' type='checkbox'><label for='data-1da0847c-852f-4151-a20c-1755c624ebea' 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([[[-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        ...,\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0]],\n",
       "\n",
       "       [[-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        ...,\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0]],\n",
       "\n",
       "       [[-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        ...,\n",
       "...\n",
       "        ...,\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0]],\n",
       "\n",
       "       [[-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        ...,\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0]],\n",
       "\n",
       "       [[-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        ...,\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0],\n",
       "        [-1, -1, -1, ...,  0,  0,  0]]], dtype=int16)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5c5d7f56-7d43-4304-8690-82b71b3e2243' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5c5d7f56-7d43-4304-8690-82b71b3e2243' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (time: 45, x: 784, y: 565)\n",
       "Coordinates:\n",
       "  * x         (x) int64 0 1 2 3 4 5 6 7 8 ... 776 777 778 779 780 781 782 783\n",
       "  * y         (y) int64 0 1 2 3 4 5 6 7 8 ... 557 558 559 560 561 562 563 564\n",
       "    lon       (y, x) float64 -5.832 -5.822 -5.812 -5.802 ... 1.978 1.988 1.998\n",
       "    lat       (y, x) float64 51.89 51.89 51.89 51.89 ... 46.25 46.25 46.25 46.25\n",
       "  * time      (time) datetime64[ns] 2016-08-21T00:10:00 ... 2016-08-31T00:30:00\n",
       "Data variables:\n",
       "    rainfall  (time, y, x) int16 -1 -1 -1 -1 -1 -1 -1 -1 -1 ... 0 0 0 0 0 0 0 0"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.to_xarray()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Ground station observations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = cml.load_dataset(\"meteonet-samples-ground-stations\", domain=\"SE\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>number_sta</th>\n",
       "      <th>lat</th>\n",
       "      <th>lon</th>\n",
       "      <th>height_sta</th>\n",
       "      <th>date</th>\n",
       "      <th>dd</th>\n",
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       "      <th>precip</th>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1034004</td>\n",
       "      <td>45.77000</td>\n",
       "      <td>5.69000</td>\n",
       "      <td>330.0</td>\n",
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       "      <td>0.0</td>\n",
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       "      <td>100.0</td>\n",
       "      <td>279.15</td>\n",
       "      <td>279.15</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1072001</td>\n",
       "      <td>46.20000</td>\n",
       "      <td>5.29000</td>\n",
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       "      <td>45.98000</td>\n",
       "      <td>5.33000</td>\n",
       "      <td>252.0</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>95.0</td>\n",
       "      <td>278.85</td>\n",
       "      <td>279.55</td>\n",
       "      <td>102720.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>111618</th>\n",
       "      <td>84085004</td>\n",
       "      <td>43.94000</td>\n",
       "      <td>5.23000</td>\n",
       "      <td>488.0</td>\n",
       "      <td>2016-01-01 23:54:00</td>\n",
       "      <td>100.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>94.0</td>\n",
       "      <td>280.05</td>\n",
       "      <td>280.95</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>111619</th>\n",
       "      <td>84086001</td>\n",
       "      <td>43.81000</td>\n",
       "      <td>5.15000</td>\n",
       "      <td>672.0</td>\n",
       "      <td>2016-01-01 23:54:00</td>\n",
       "      <td>140.0</td>\n",
       "      <td>7.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>93.0</td>\n",
       "      <td>279.65</td>\n",
       "      <td>280.75</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>111620</th>\n",
       "      <td>84087001</td>\n",
       "      <td>44.14000</td>\n",
       "      <td>4.86000</td>\n",
       "      <td>55.0</td>\n",
       "      <td>2016-01-01 23:54:00</td>\n",
       "      <td>130.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>76.0</td>\n",
       "      <td>281.25</td>\n",
       "      <td>285.35</td>\n",
       "      <td>101760.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>111621</th>\n",
       "      <td>84107002</td>\n",
       "      <td>44.04067</td>\n",
       "      <td>5.49283</td>\n",
       "      <td>836.0</td>\n",
       "      <td>2016-01-01 23:54:00</td>\n",
       "      <td>120.0</td>\n",
       "      <td>3.8</td>\n",
       "      <td>0.2</td>\n",
       "      <td>99.0</td>\n",
       "      <td>278.55</td>\n",
       "      <td>278.65</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>111622</th>\n",
       "      <td>84150001</td>\n",
       "      <td>44.34000</td>\n",
       "      <td>4.91000</td>\n",
       "      <td>141.0</td>\n",
       "      <td>2016-01-01 23:54:00</td>\n",
       "      <td>110.0</td>\n",
       "      <td>3.1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>82.0</td>\n",
       "      <td>281.85</td>\n",
       "      <td>284.85</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>111623 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        number_sta       lat      lon  height_sta                date     dd  \\\n",
       "0          1027003  45.83000  5.11000       196.0 2016-01-01 00:00:00    NaN   \n",
       "1          1033002  46.09000  5.81000       350.0 2016-01-01 00:00:00    0.0   \n",
       "2          1034004  45.77000  5.69000       330.0 2016-01-01 00:00:00    0.0   \n",
       "3          1072001  46.20000  5.29000       260.0 2016-01-01 00:00:00    NaN   \n",
       "4          1089001  45.98000  5.33000       252.0 2016-01-01 00:00:00    0.0   \n",
       "...            ...       ...      ...         ...                 ...    ...   \n",
       "111618    84085004  43.94000  5.23000       488.0 2016-01-01 23:54:00  100.0   \n",
       "111619    84086001  43.81000  5.15000       672.0 2016-01-01 23:54:00  140.0   \n",
       "111620    84087001  44.14000  4.86000        55.0 2016-01-01 23:54:00  130.0   \n",
       "111621    84107002  44.04067  5.49283       836.0 2016-01-01 23:54:00  120.0   \n",
       "111622    84150001  44.34000  4.91000       141.0 2016-01-01 23:54:00  110.0   \n",
       "\n",
       "         ff  precip     hu      td       t       psl  \n",
       "0       NaN     NaN   98.0  278.75  279.05       NaN  \n",
       "1       0.0     0.0   99.0  278.25  278.35       NaN  \n",
       "2       0.0     0.0  100.0  279.15  279.15       NaN  \n",
       "3       NaN     0.0    NaN     NaN  276.55       NaN  \n",
       "4       0.0     0.0   95.0  278.85  279.55  102720.0  \n",
       "...     ...     ...    ...     ...     ...       ...  \n",
       "111618  2.0     0.0   94.0  280.05  280.95       NaN  \n",
       "111619  7.6     0.0   93.0  279.65  280.75       NaN  \n",
       "111620  5.0     0.0   76.0  281.25  285.35  101760.0  \n",
       "111621  3.8     0.2   99.0  278.55  278.65       NaN  \n",
       "111622  3.1     0.0   82.0  281.85  284.85       NaN  \n",
       "\n",
       "[111623 rows x 12 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.to_pandas()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cml.plot_map(ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Weather models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = cml.load_dataset(\"meteonet-samples-weather-models\", model=\"arome\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
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       "\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 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
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       "\n",
       ".xr-section-item input:enabled + label {\n",
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       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
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       "\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",
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       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
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       "}\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",
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       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
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       "\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",
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       "\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",
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       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
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       "\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",
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       "\n",
       ".xr-var-name {\n",
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       "\n",
       ".xr-var-dims {\n",
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       "}\n",
       "\n",
       ".xr-var-dtype {\n",
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       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
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       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
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       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
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       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
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       "\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",
       "  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",
       "  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-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-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",
       "  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;\n",
       "Dimensions:            (heightAboveGround: 1, latitude: 227, longitude: 315, step: 25, time: 1)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 2018-05-01\n",
       "  * step               (step) timedelta64[ns] 00:00:00 ... 1 days 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 2.0\n",
       "  * latitude           (latitude) float64 51.9 51.87 51.85 ... 46.3 46.27 46.25\n",
       "  * longitude          (longitude) float64 -5.842 -5.817 -5.792 ... 1.983 2.008\n",
       "    valid_time         (time, step) datetime64[ns] dask.array&lt;chunksize=(1, 25), meta=np.ndarray&gt;\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 dask.array&lt;chunksize=(1, 25, 1, 227, 315), meta=np.ndarray&gt;\n",
       "    d2m                (time, step, heightAboveGround, latitude, longitude) float32 dask.array&lt;chunksize=(1, 25, 1, 227, 315), meta=np.ndarray&gt;\n",
       "    r                  (time, step, heightAboveGround, latitude, longitude) float32 dask.array&lt;chunksize=(1, 25, 1, 227, 315), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    GRIB_edition:            1\n",
       "    GRIB_centre:             lfpw\n",
       "    GRIB_centreDescription:  French Weather Service - Toulouse\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             French Weather Service - Toulouse\n",
       "    history:                 2021-08-19T11:53 GRIB to CDM+CF via cfgrib-0.9.9...</pre><div class='xr-wrap' hidden><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-c2df8a07-d0a5-450c-8641-9530bd332f8f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c2df8a07-d0a5-450c-8641-9530bd332f8f' 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'>heightAboveGround</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 227</li><li><span class='xr-has-index'>longitude</span>: 315</li><li><span class='xr-has-index'>step</span>: 25</li><li><span class='xr-has-index'>time</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-cd117304-c8bc-48d2-8e0f-9fe34c42267a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cd117304-c8bc-48d2-8e0f-9fe34c42267a' 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'>2018-05-01</div><input id='attrs-a63f153b-2d46-41f9-808e-3e245bcedd6b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a63f153b-2d46-41f9-808e-3e245bcedd6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9c4dea8-f0e8-41b4-b034-0c7fc19f1fb7' class='xr-var-data-in' type='checkbox'><label for='data-b9c4dea8-f0e8-41b4-b034-0c7fc19f1fb7' 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;2018-05-01T00:00:00.000000000&#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 ... 1 days 00:00:00</div><input id='attrs-2c2fe52e-0e0f-455b-82ca-17919e51526b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c2fe52e-0e0f-455b-82ca-17919e51526b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eaa5593b-24b5-47a3-a8d9-f3de58b9bc95' class='xr-var-data-in' type='checkbox'><label for='data-eaa5593b-24b5-47a3-a8d9-f3de58b9bc95' 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,  3600000000000,  7200000000000, 10800000000000,\n",
       "       14400000000000, 18000000000000, 21600000000000, 25200000000000,\n",
       "       28800000000000, 32400000000000, 36000000000000, 39600000000000,\n",
       "       43200000000000, 46800000000000, 50400000000000, 54000000000000,\n",
       "       57600000000000, 61200000000000, 64800000000000, 68400000000000,\n",
       "       72000000000000, 75600000000000, 79200000000000, 82800000000000,\n",
       "       86400000000000], 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-7ca748bb-fde7-4fe1-af49-e088fdd93802' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ca748bb-fde7-4fe1-af49-e088fdd93802' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8baadb3-2051-4764-9a36-5bacf51df40b' class='xr-var-data-in' type='checkbox'><label for='data-a8baadb3-2051-4764-9a36-5bacf51df40b' 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'>51.9 51.87 51.85 ... 46.27 46.25</div><input id='attrs-452f6c36-a4f5-4aa6-a0d1-89e5152abe4c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-452f6c36-a4f5-4aa6-a0d1-89e5152abe4c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4048c78-547e-4e1c-9035-7a0fa0040a57' class='xr-var-data-in' type='checkbox'><label for='data-f4048c78-547e-4e1c-9035-7a0fa0040a57' 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([51.896, 51.871, 51.846, ..., 46.296, 46.271, 46.246])</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'>-5.842 -5.817 ... 1.983 2.008</div><input id='attrs-8ea2066b-ad8f-4a54-8246-a119c0780397' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8ea2066b-ad8f-4a54-8246-a119c0780397' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22dcbcaf-9d6c-4bd2-bcb7-49a073373044' class='xr-var-data-in' type='checkbox'><label for='data-22dcbcaf-9d6c-4bd2-bcb7-49a073373044' 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([-5.842, -5.817, -5.792, ...,  1.958,  1.983,  2.008])</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, 25), meta=np.ndarray&gt;</div><input id='attrs-2bf4e170-ed0a-4899-ba36-c9acaaac05d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2bf4e170-ed0a-4899-ba36-c9acaaac05d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-038266a8-f5a4-4f64-8b9e-d697f460e94e' class='xr-var-data-in' type='checkbox'><label for='data-038266a8-f5a4-4f64-8b9e-d697f460e94e' 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",
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       "  <thead>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 200 B </td> <td> 200 B </td></tr>\n",
       "    <tr><th> Shape </th><td> (1, 25) </td> <td> (1, 25) </td></tr>\n",
       "    <tr><th> Count </th><td> 2 Tasks </td><td> 1 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> datetime64[ns] </td><td> numpy.ndarray </td></tr>\n",
       "  </tbody>\n",
       "</table>\n",
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       "    <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d2m</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'>dask.array&lt;chunksize=(1, 25, 1, 227, 315), meta=np.ndarray&gt;</div><input id='attrs-0b5475cb-cb22-462b-b5e9-c958c1f1ff5c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b5475cb-cb22-462b-b5e9-c958c1f1ff5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb50e6e8-062d-41e1-bd2f-b335a3d6426f' class='xr-var-data-in' type='checkbox'><label for='data-eb50e6e8-062d-41e1-bd2f-b335a3d6426f' 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>168</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>71505</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_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>315</dd><dt><span>GRIB_Ny :</span></dt><dd>227</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.025</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.025</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>51.896</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>46.246</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>-5.842</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>2.008</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>r</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'>dask.array&lt;chunksize=(1, 25, 1, 227, 315), meta=np.ndarray&gt;</div><input id='attrs-8919ee23-7179-4cec-904c-f33591bdb4f6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8919ee23-7179-4cec-904c-f33591bdb4f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7eef5269-3727-44c9-9500-cfb15d123a45' class='xr-var-data-in' type='checkbox'><label for='data-7eef5269-3727-44c9-9500-cfb15d123a45' 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>157</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>71505</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_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>315</dd><dt><span>GRIB_Ny :</span></dt><dd>227</dd><dt><span>GRIB_cfName :</span></dt><dd>relative_humidity</dd><dt><span>GRIB_cfVarName :</span></dt><dd>r</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.025</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.025</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>51.896</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>46.246</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>-5.842</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>2.008</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Relative humidity</dd><dt><span>GRIB_shortName :</span></dt><dd>r</dd><dt><span>GRIB_units :</span></dt><dd>%</dd><dt><span>long_name :</span></dt><dd>Relative humidity</dd><dt><span>units :</span></dt><dd>%</dd><dt><span>standard_name :</span></dt><dd>relative_humidity</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</svg>\n",
       "</td>\n",
       "</tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-debdf1f9-999b-4b89-a396-bec074042b52' class='xr-section-summary-in' type='checkbox'  checked><label for='section-debdf1f9-999b-4b89-a396-bec074042b52' 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>1</dd><dt><span>GRIB_centre :</span></dt><dd>lfpw</dd><dt><span>GRIB_centreDescription :</span></dt><dd>French Weather Service - Toulouse</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>French Weather Service - Toulouse</dd><dt><span>history :</span></dt><dd>2021-08-19T11:53 GRIB to CDM+CF via cfgrib-0.9.9.0/ecCodes-2.22.1 with {&quot;source&quot;: &quot;/data/mafp/tmp-climetlab-mafp/url-255ea7f0843f06cdda0174c5a06fe3fd3b9045229cd6d5bd91c655f428c50fde.grib&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>\n",
       "Dimensions:            (heightAboveGround: 1, latitude: 227, longitude: 315, step: 25, time: 1)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 2018-05-01\n",
       "  * step               (step) timedelta64[ns] 00:00:00 ... 1 days 00:00:00\n",
       "  * heightAboveGround  (heightAboveGround) float64 2.0\n",
       "  * latitude           (latitude) float64 51.9 51.87 51.85 ... 46.3 46.27 46.25\n",
       "  * longitude          (longitude) float64 -5.842 -5.817 -5.792 ... 1.983 2.008\n",
       "    valid_time         (time, step) datetime64[ns] dask.array<chunksize=(1, 25), meta=np.ndarray>\n",
       "Data variables:\n",
       "    t2m                (time, step, heightAboveGround, latitude, longitude) float32 dask.array<chunksize=(1, 25, 1, 227, 315), meta=np.ndarray>\n",
       "    d2m                (time, step, heightAboveGround, latitude, longitude) float32 dask.array<chunksize=(1, 25, 1, 227, 315), meta=np.ndarray>\n",
       "    r                  (time, step, heightAboveGround, latitude, longitude) float32 dask.array<chunksize=(1, 25, 1, 227, 315), meta=np.ndarray>\n",
       "Attributes:\n",
       "    GRIB_edition:            1\n",
       "    GRIB_centre:             lfpw\n",
       "    GRIB_centreDescription:  French Weather Service - Toulouse\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             French Weather Service - Toulouse\n",
       "    history:                 2021-08-19T11:53 GRIB to CDM+CF via cfgrib-0.9.9..."
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.to_xarray()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = cml.load_dataset(\n",
    "    \"meteonet-samples-weather-models\", model=\"arpege\", variable=\"P_sea_level\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cml.plot_map(ds[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Masks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = cml.load_dataset(\"meteonet-samples-masks\", domain=\"SE\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cml.plot_map(ds[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cml.plot_map(ds[1])"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49"
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  },
  "metadata": {
   "interpreter": {
    "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}