{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# Thinning datasets \n",
    "\n",
    "This function is used to thin a dataset by keeping every n-th value across the dimensions that are specified. This is useful for applications such as plotting wind data where using the original resolution would result in a crowded and unreadable figure.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import ecodata as eco\n",
    "import xarray as xr"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "This example uses wind data from ECMWF that has been installed by the user. The thinning function can be used by just providing the path to the dataset, but here we will read in the dataset to better visualize the examples. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "filein = eco.get_path('ECMWF_eagle_wind_full.nc')\n",
    "wind = xr.load_dataset(filein)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "This dataset has dimensions of time, latitude, and longitude:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (longitude: 329, latitude: 265, time: 8784)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -172.8 -172.5 ... -91.5 -91.25 -91.0\n",
       "  * latitude   (latitude) float32 78.0 77.75 77.5 77.25 ... 12.5 12.25 12.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T23:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 0.8023 ... -4.058\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.98 ... 0.4992 0.7828\n",
       "    t2m        (time, latitude, longitude) float32 249.1 248.9 ... 300.2 300.1\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</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-7db42e97-cf3e-4930-87f3-b20e1132ef98' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7db42e97-cf3e-4930-87f3-b20e1132ef98' 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'>longitude</span>: 329</li><li><span class='xr-has-index'>latitude</span>: 265</li><li><span class='xr-has-index'>time</span>: 8784</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a0635989-6730-449e-b250-029a7e3a7f03' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a0635989-6730-449e-b250-029a7e3a7f03' class='xr-section-summary' >Coordinates: <span>(3)</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'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-173.0 -172.8 ... -91.25 -91.0</div><input id='attrs-817885ef-1cd3-47ad-a460-b59358da59d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-817885ef-1cd3-47ad-a460-b59358da59d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b62913c1-78a0-4fb7-954e-6f732f8767e2' class='xr-var-data-in' type='checkbox'><label for='data-b62913c1-78a0-4fb7-954e-6f732f8767e2' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-173.  , -172.75, -172.5 , ...,  -91.5 ,  -91.25,  -91.  ],\n",
       "      dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>78.0 77.75 77.5 ... 12.5 12.25 12.0</div><input id='attrs-f03a707d-259f-4004-9e29-e43ba619abcd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f03a707d-259f-4004-9e29-e43ba619abcd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e64840b6-effe-49af-81d4-d98653dc1f4b' class='xr-var-data-in' type='checkbox'><label for='data-e64840b6-effe-49af-81d4-d98653dc1f4b' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([78.  , 77.75, 77.5 , ..., 12.5 , 12.25, 12.  ], dtype=float32)</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'>2008-01-01 ... 2008-12-31T23:00:00</div><input id='attrs-27b53d0c-2f90-4de4-933e-72c92d28f345' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-27b53d0c-2f90-4de4-933e-72c92d28f345' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ca75444-4402-417d-aae1-a3202b0d3b00' class='xr-var-data-in' type='checkbox'><label for='data-5ca75444-4402-417d-aae1-a3202b0d3b00' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-01-01T01:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-01T02:00:00.000000000&#x27;, ..., &#x27;2008-12-31T21:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-31T22:00:00.000000000&#x27;, &#x27;2008-12-31T23:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0d1d75d8-8cd0-4375-9807-ffa7edb7810d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0d1d75d8-8cd0-4375-9807-ffa7edb7810d' class='xr-section-summary' >Data variables: <span>(3)</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>u10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.7963 0.8023 ... -3.856 -4.058</div><input id='attrs-83902ef1-bf64-4e16-b44a-377bcf558344' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83902ef1-bf64-4e16-b44a-377bcf558344' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f5372ac-aec1-4bf2-a817-4cc36b1d0f65' class='xr-var-data-in' type='checkbox'><label for='data-9f5372ac-aec1-4bf2-a817-4cc36b1d0f65' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[  0.79633546,   0.80230904,   0.81027365, ...,   0.26070476,\n",
       "           0.22685444,   0.1810571 ],\n",
       "        [  0.5524144 ,   0.5693395 ,   0.5792955 , ...,  -0.6880983 ,\n",
       "          -0.7667504 ,  -0.70801026],\n",
       "        [  0.26667833,   0.28360343,   0.28360343, ...,  -0.6751556 ,\n",
       "          -0.77571076,  -0.73588693],\n",
       "        ...,\n",
       "        [-11.609787  , -11.78103   , -11.977162  , ...,  -2.312911  ,\n",
       "          -2.2900124 ,  -2.293995  ],\n",
       "        [-11.452483  , -11.5918665 , -11.788995  , ...,  -3.385168  ,\n",
       "          -3.4090624 ,  -3.4299698 ],\n",
       "        [-11.302148  , -11.325047  , -11.440536  , ...,  -4.422579  ,\n",
       "          -4.4534426 ,  -4.469372  ]],\n",
       "\n",
       "       [[  0.8082826 ,   0.8122649 ,   0.81724286, ...,   0.57431746,\n",
       "           0.48272264,   0.3702203 ],\n",
       "        [  0.5255333 ,   0.5454452 ,   0.55340993, ...,  -0.26198316,\n",
       "          -0.39837986,  -0.47105837],\n",
       "        [  0.16910994,   0.18902183,   0.19897783, ...,  -0.46110243,\n",
       "          -0.64628327,  -0.7348913 ],\n",
       "...\n",
       "        [ -4.001442  ,  -4.122905  ,  -4.259301  , ...,  -2.7878103 ,\n",
       "          -2.9281893 ,  -3.0317314 ],\n",
       "        [ -4.3190374 ,  -4.454438  ,  -4.5440416 , ...,  -3.2437935 ,\n",
       "          -3.4946835 ,  -3.7186928 ],\n",
       "        [ -4.6376276 ,  -4.710306  ,  -4.77502   , ...,  -3.6848423 ,\n",
       "          -3.8988955 ,  -4.1239004 ]],\n",
       "\n",
       "       [[ -8.270557  ,  -8.364143  ,  -8.457729  , ...,   0.7575071 ,\n",
       "           0.47575343,  -0.01607096],\n",
       "        [ -7.6353674 ,  -7.8056145 ,  -7.918117  , ...,  -0.61143744,\n",
       "          -1.1042575 ,  -1.6030511 ],\n",
       "        [ -6.3351192 ,  -6.5093484 ,  -6.7234015 , ...,  -1.7444258 ,\n",
       "          -2.2103648 ,  -2.712145  ],\n",
       "        ...,\n",
       "        [ -3.7515473 ,  -3.8073008 ,  -3.892922  , ...,  -2.3557217 ,\n",
       "          -2.4503033 ,  -2.4941096 ],\n",
       "        [ -4.013389  ,  -4.0960236 ,  -4.1846313 , ...,  -3.0705595 ,\n",
       "          -3.2955644 ,  -3.446895  ],\n",
       "        [ -4.327997  ,  -4.4016714 ,  -4.4614077 , ...,  -3.6081815 ,\n",
       "          -3.856085  ,  -4.0581913 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.058 4.98 4.902 ... 0.4992 0.7828</div><input id='attrs-8f3b3a6f-3880-40be-b03c-9983228fc7b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8f3b3a6f-3880-40be-b03c-9983228fc7b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e499e623-f186-4bd4-b4d5-b66e7d19bd07' class='xr-var-data-in' type='checkbox'><label for='data-e499e623-f186-4bd4-b4d5-b66e7d19bd07' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[ 5.0580473 ,  4.9797974 ,  4.901548  , ..., -1.0413601 ,\n",
       "         -1.2192004 , -1.2374926 ],\n",
       "        [ 4.9259377 ,  4.830412  ,  4.747081  , ..., -1.3604562 ,\n",
       "         -1.4143164 , -1.3756995 ],\n",
       "        [ 4.7440324 ,  4.6474905 ,  4.5722895 , ..., -1.8899117 ,\n",
       "         -1.7262988 , -1.66939   ],\n",
       "        ...,\n",
       "        [-5.6560564 , -5.805443  , -5.9284067 , ...,  1.3091778 ,\n",
       "          1.2847883 ,  1.3071454 ],\n",
       "        [-5.444681  , -5.5442715 , -5.5717096 , ...,  0.25636435,\n",
       "          0.21063411,  0.23400736],\n",
       "        [-5.2434683 , -5.1235523 , -5.018881  , ..., -0.47430432,\n",
       "         -0.46515834, -0.48954785]],\n",
       "\n",
       "       [[ 5.042804  ,  4.964554  ,  4.8863044 , ..., -0.6490958 ,\n",
       "         -0.80965996, -0.8553903 ],\n",
       "        [ 4.9848785 ,  4.894434  ,  4.8121195 , ..., -0.8442118 ,\n",
       "         -1.0190032 , -0.9712405 ],\n",
       "        [ 4.8141522 ,  4.7216754 ,  4.6667986 , ..., -1.342164  ,\n",
       "         -1.2740767 , -1.222249  ],\n",
       "...\n",
       "        [-2.2212024 , -2.0077941 , -1.8106458 , ...,  0.97991955,\n",
       "          1.1953602 ,  1.5876245 ],\n",
       "        [-2.2293322 , -1.9630802 , -1.7821913 , ...,  0.1994555 ,\n",
       "          0.42709088,  0.7634627 ],\n",
       "        [-2.2435594 , -2.0311675 , -1.886863  , ..., -0.21313345,\n",
       "         -0.03021228,  0.20047176]],\n",
       "\n",
       "       [[ 2.613     ,  2.7501907 ,  2.888398  , ..., -3.1591818 ,\n",
       "         -2.9864228 , -3.1581657 ],\n",
       "        [ 2.5306854 ,  2.6302757 ,  2.7623854 , ..., -4.0798855 ,\n",
       "         -4.045334  , -4.248579  ],\n",
       "        [ 2.7369797 ,  2.8386025 ,  2.8965278 , ..., -5.4152107 ,\n",
       "         -5.4416323 , -5.623537  ],\n",
       "        ...,\n",
       "        [-2.4315617 , -2.2516892 , -2.0616543 , ...,  2.0012298 ,\n",
       "          2.4605656 ,  3.0072966 ],\n",
       "        [-2.4935517 , -2.2618515 , -2.0596218 , ...,  0.9921143 ,\n",
       "          1.4057195 ,  1.8010328 ],\n",
       "        [-2.5250547 , -2.2649002 , -2.0667355 , ...,  0.26449418,\n",
       "          0.49924314,  0.7827711 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>249.1 248.9 248.7 ... 300.2 300.1</div><input id='attrs-ebc0ea0a-2b8e-49bc-a13c-b1edcef2416b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebc0ea0a-2b8e-49bc-a13c-b1edcef2416b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a4e78d7-68ac-404c-8ef2-6f88b46bc64f' class='xr-var-data-in' type='checkbox'><label for='data-9a4e78d7-68ac-404c-8ef2-6f88b46bc64f' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>array([[[249.083  , 248.90892, 248.73483, ..., 244.30383, 243.90662,\n",
       "         243.7911 ],\n",
       "        [248.59084, 248.39143, 248.20787, ..., 244.2785 , 244.2073 ,\n",
       "         244.31491],\n",
       "        [248.25375, 248.04962, 247.89136, ..., 244.28168, 244.1076 ,\n",
       "         244.17564],\n",
       "        ...,\n",
       "        [298.3938 , 298.34473, 298.19122, ..., 301.3499 , 301.49866,\n",
       "         301.59204],\n",
       "        [298.2466 , 298.2039 , 298.0235 , ..., 301.02707, 301.13312,\n",
       "         301.2075 ],\n",
       "        [298.12476, 298.0235 , 297.82727, ..., 300.8372 , 300.9606 ,\n",
       "         301.03973]],\n",
       "\n",
       "       [[249.32037, 249.13838, 248.95639, ..., 244.6678 , 244.23578,\n",
       "         244.1171 ],\n",
       "        [248.78073, 248.57501, 248.38669, ..., 244.76117, 244.58868,\n",
       "         244.50165],\n",
       "        [248.40569, 248.1968 , 248.04329, ..., 244.51904, 244.3434 ,\n",
       "         244.24052],\n",
       "...\n",
       "        [298.71347, 298.68655, 298.64066, ..., 300.30545, 300.50644,\n",
       "         300.56656],\n",
       "        [298.75934, 298.74194, 298.7198 , ..., 300.28488, 300.34027,\n",
       "         300.3814 ],\n",
       "        [298.84637, 298.82266, 298.8005 , ..., 300.14087, 300.15036,\n",
       "         300.13297]],\n",
       "\n",
       "       [[254.96832, 254.77051, 254.5711 , ..., 248.6573 , 248.10025,\n",
       "         248.29016],\n",
       "        [255.82603, 255.65988, 255.46364, ..., 248.60507, 248.77124,\n",
       "         248.99121],\n",
       "        [256.47803, 256.30872, 256.17578, ..., 248.80763, 249.02602,\n",
       "         249.25073],\n",
       "        ...,\n",
       "        [298.7467 , 298.69922, 298.68338, ..., 300.30386, 300.50644,\n",
       "         300.55548],\n",
       "        [298.75778, 298.74985, 298.7467 , ..., 300.29596, 300.3181 ,\n",
       "         300.31335],\n",
       "        [298.85114, 298.83847, 298.83847, ..., 300.14246, 300.16302,\n",
       "         300.14563]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9707cb6b-3cdd-49a5-a117-4edd6e317ef9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9707cb6b-3cdd-49a5-a117-4edd6e317ef9' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data3/adaptor.mars.internal-1655167264.1047153-28011-19-b4a2bb83-8868-486b-bf8e-d7bf035eb998.nc /cache/tmp/b4a2bb83-8868-486b-bf8e-d7bf035eb998-adaptor.mars.internal-1655166317.8944476-28011-26-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 329, latitude: 265, time: 8784)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -172.8 -172.5 ... -91.5 -91.25 -91.0\n",
       "  * latitude   (latitude) float32 78.0 77.75 77.5 77.25 ... 12.5 12.25 12.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T23:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 0.8023 ... -4.058\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.98 ... 0.4992 0.7828\n",
       "    t2m        (time, latitude, longitude) float32 249.1 248.9 ... 300.2 300.1\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wind"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "If we keep every point in the dataset, the quivers are much too dense: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.quiver.Quiver at 0x194e13a60>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot one time slice \n",
    "wind.isel(time=0).plot.quiver(x='longitude', y='latitude', u='u10', v='v10')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Thinning all dimensions by the same factor \n",
    "\n",
    "Here, we keep every nth point across all dimensions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
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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",
       "  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-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",
       "  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:    (longitude: 17, latitude: 14, time: 440)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -168.0 -163.0 ... -103.0 -98.0 -93.0\n",
       "  * latitude   (latitude) float32 78.0 73.0 68.0 63.0 ... 28.0 23.0 18.0 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 1.159 ... -7.4 -0.3785\n",
       "    v10        (time, latitude, longitude) float32 5.058 3.698 ... -2.269 0.6049\n",
       "    t2m        (time, latitude, longitude) float32 249.1 245.6 ... 300.4 300.6\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</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-7fa1bf44-2763-4324-992c-c73fc8aae38e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7fa1bf44-2763-4324-992c-c73fc8aae38e' 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'>longitude</span>: 17</li><li><span class='xr-has-index'>latitude</span>: 14</li><li><span class='xr-has-index'>time</span>: 440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-30471e4b-d27c-48ac-81ff-f5f93370730e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-30471e4b-d27c-48ac-81ff-f5f93370730e' class='xr-section-summary' >Coordinates: <span>(3)</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'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-173.0 -168.0 ... -98.0 -93.0</div><input id='attrs-7d559f31-0733-4cd6-aac0-4aa6858cc2f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7d559f31-0733-4cd6-aac0-4aa6858cc2f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb80964f-4895-41ae-a604-3a8d17001817' class='xr-var-data-in' type='checkbox'><label for='data-fb80964f-4895-41ae-a604-3a8d17001817' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-173., -168., -163., -158., -153., -148., -143., -138., -133., -128.,\n",
       "       -123., -118., -113., -108., -103.,  -98.,  -93.], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>78.0 73.0 68.0 ... 23.0 18.0 13.0</div><input id='attrs-6b3acfc5-9361-4a59-b1ca-24ce5fdede8b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b3acfc5-9361-4a59-b1ca-24ce5fdede8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-179b9843-7a15-42a8-94cd-f09192167f59' class='xr-var-data-in' type='checkbox'><label for='data-179b9843-7a15-42a8-94cd-f09192167f59' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([78., 73., 68., 63., 58., 53., 48., 43., 38., 33., 28., 23., 18., 13.],\n",
       "      dtype=float32)</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'>2008-01-01 ... 2008-12-31T20:00:00</div><input id='attrs-3c90cf81-d195-44e8-8101-0a79c9d71cc5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3c90cf81-d195-44e8-8101-0a79c9d71cc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3540503-2b3c-47b7-a861-60b00936f760' class='xr-var-data-in' type='checkbox'><label for='data-e3540503-2b3c-47b7-a861-60b00936f760' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-01-01T20:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-02T16:00:00.000000000&#x27;, ..., &#x27;2008-12-30T04:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-31T00:00:00.000000000&#x27;, &#x27;2008-12-31T20:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e45fc13d-8fea-49e7-8194-877a5a356825' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e45fc13d-8fea-49e7-8194-877a5a356825' class='xr-section-summary' >Data variables: <span>(3)</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>u10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.7963 1.159 1.621 ... -7.4 -0.3785</div><input id='attrs-bc10a130-59b0-459c-91ba-3fa33ed6b1db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bc10a130-59b0-459c-91ba-3fa33ed6b1db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-301dbc2b-6fa8-4c1c-bf5c-5c8ba44a2ca8' class='xr-var-data-in' type='checkbox'><label for='data-301dbc2b-6fa8-4c1c-bf5c-5c8ba44a2ca8' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[  0.79633546,   1.1587324 ,   1.6206889 , ...,   5.3810554 ,\n",
       "           3.2883124 ,   0.5325024 ],\n",
       "        [ -5.0109763 ,  -5.250915  ,  -4.663513  , ...,   6.5936913 ,\n",
       "           6.0958934 ,   5.1421123 ],\n",
       "        [ -2.867458  ,  -3.077529  ,  -1.5214123 , ...,   5.2595925 ,\n",
       "           2.6809988 ,   3.5800219 ],\n",
       "        ...,\n",
       "        [-11.044289  ,  -9.837626  ,  -8.480629  , ...,   1.7361782 ,\n",
       "          -1.6209718 ,  -2.606612  ],\n",
       "        [-11.239426  , -10.224913  ,  -6.5860095 , ...,   2.4778972 ,\n",
       "          -3.8232303 ,  -0.02901375],\n",
       "        [-11.80592   ,  -9.4085245 ,  -6.861789  , ...,  -4.454438  ,\n",
       "          -5.154342  ,  -0.321719  ]],\n",
       "\n",
       "       [[  0.85407996,   0.8510933 ,   1.6565304 , ...,   5.3930025 ,\n",
       "           2.0507865 ,   1.1945739 ],\n",
       "        [ -6.811014  ,  -7.8374734 ,  -7.1893406 , ...,   6.3119373 ,\n",
       "           5.216782  ,   1.0064061 ],\n",
       "        [  1.6326361 ,  -0.06784201,  -1.632919  , ...,   6.421453  ,\n",
       "           8.730241  ,   9.604374  ],\n",
       "...\n",
       "        [  0.1681143 ,  -2.2402325 ,  -4.7093105 , ...,   1.0402565 ,\n",
       "          -1.3770508 ,  -2.6036253 ],\n",
       "        [ -2.9172378 ,  -4.2194777 ,  -5.8811274 , ...,   4.7956448 ,\n",
       "          -2.3766294 ,  -0.43621248],\n",
       "        [ -6.451604  ,  -6.7283797 ,  -4.8327646 , ...,  -5.2529063 ,\n",
       "          -8.892805  ,   0.6728815 ]],\n",
       "\n",
       "       [[ -7.860372  ,  -7.8245306 ,  -6.857807  , ...,  -0.18133986,\n",
       "           0.6131457 ,   1.3747766 ],\n",
       "        [  8.869624  ,   6.347779  ,   5.1022882 , ...,  -0.9419753 ,\n",
       "          -1.6478529 ,  -5.2031264 ],\n",
       "        [  2.0796587 ,   2.1593065 ,  -0.6890939 , ...,   5.0505176 ,\n",
       "           6.110827  ,   6.1367126 ],\n",
       "        ...,\n",
       "        [ -5.290739  ,  -2.315898  ,  -2.8296254 , ...,   0.5663527 ,\n",
       "          -1.627941  ,  -3.077529  ],\n",
       "        [ -3.3164718 ,   0.06457233,  -3.6519878 , ...,   1.8367333 ,\n",
       "           1.3966799 ,  -2.5867    ],\n",
       "        [ -4.8168354 ,  -4.113944  ,  -5.2897434 , ...,  -6.655701  ,\n",
       "          -7.400407  ,  -0.37846792]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.058 3.698 1.098 ... -2.269 0.6049</div><input id='attrs-57e7369f-ea0b-4a8e-9f92-dc7292c53fef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57e7369f-ea0b-4a8e-9f92-dc7292c53fef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a550e643-6f86-4069-bda1-40c895bd9cf5' class='xr-var-data-in' type='checkbox'><label for='data-a550e643-6f86-4069-bda1-40c895bd9cf5' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[ 5.0580473e+00,  3.6983325e+00,  1.0978022e+00, ...,\n",
       "         -1.2775759e+01, -1.4623263e+01, -9.3973732e-01],\n",
       "        [ 1.6287136e-01, -1.2781417e+00, -2.6083858e+00, ...,\n",
       "         -8.3419504e+00, -3.8725746e+00, -2.4478214e+00],\n",
       "        [-2.8593943e+00, -2.7537062e+00, -2.1520987e+00, ...,\n",
       "         -4.4640198e+00, -4.6479578e+00, -2.0951898e+00],\n",
       "        ...,\n",
       "        [-3.0291045e+00, -7.2108879e+00, -1.0072589e+01, ...,\n",
       "          1.7603836e+00,  8.7423170e-01, -1.9143012e+00],\n",
       "        [-6.9253273e+00, -8.6173487e+00, -9.6569510e+00, ...,\n",
       "          9.6772480e-01, -8.9908814e-01, -1.0596523e+00],\n",
       "        [-5.6154079e+00, -6.1418142e+00, -5.9832830e+00, ...,\n",
       "         -2.0281188e+00, -3.5992091e+00, -9.9461365e-01]],\n",
       "\n",
       "       [[ 4.7379351e+00,  3.9330814e+00,  2.6048698e+00, ...,\n",
       "         -1.0104092e+01, -8.8175459e+00,  5.1143789e-01],\n",
       "        [ 1.7811477e-01, -5.3426194e-01, -1.5311828e+00, ...,\n",
       "         -9.7748337e+00, -8.2372789e+00, -5.8267832e+00],\n",
       "        [-1.8309703e+00, -5.4091129e+00, -3.6876209e+00, ...,\n",
       "         -3.1266625e+00, -5.8572702e+00, -3.2770646e+00],\n",
       "...\n",
       "        [ 2.2878065e+00,  4.1302299e+00,  3.0174589e+00, ...,\n",
       "         -1.4590304e+00,  1.6770527e+00, -6.0946274e-01],\n",
       "        [ 1.9239964e+00,  2.2400436e+00,  1.2024738e+00, ...,\n",
       "         -2.5886381e-01, -1.4387059e+00, -1.9955995e+00],\n",
       "        [-1.5393126e+00, -1.5454099e+00, -1.0494900e+00, ...,\n",
       "         -2.7953718e+00, -1.7567856e+00,  5.1245415e-01]],\n",
       "\n",
       "       [[ 4.0082827e+00,  6.0905361e+00,  7.1138792e+00, ...,\n",
       "         -4.9426641e+00, -7.4497013e+00, -4.4264193e+00],\n",
       "        [-7.4868631e-01,  2.9193246e-01, -6.6129065e-01, ...,\n",
       "         -7.9466372e+00, -6.2383566e+00, -5.5249634e+00],\n",
       "        [-3.6042902e+00, -1.8604410e+00, -1.2425735e+00, ...,\n",
       "         -1.0718472e+00, -1.8401163e+00,  1.2018967e-01],\n",
       "        ...,\n",
       "        [-4.3603649e+00, -7.9131021e+00,  3.9981201e+00, ...,\n",
       "         -1.4606237e-01,  1.8569252e+00, -1.1033502e+00],\n",
       "        [-3.3451517e+00, -2.2736073e-01,  4.0418177e+00, ...,\n",
       "          1.3955573e+00, -6.5722561e-01, -1.5637021e+00],\n",
       "        [-2.8756540e+00, -8.1067634e-01,  5.2566510e-01, ...,\n",
       "         -1.2639143e+00, -2.2689650e+00,  6.0493100e-01]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>249.1 245.6 243.2 ... 300.4 300.6</div><input id='attrs-d5f089fe-c327-4642-a97a-81a83269ae85' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5f089fe-c327-4642-a97a-81a83269ae85' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2d683d9f-dec2-445a-ad0a-e3a1ff70f7cd' class='xr-var-data-in' type='checkbox'><label for='data-2d683d9f-dec2-445a-ad0a-e3a1ff70f7cd' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>array([[[249.083  , 245.58566, 243.22772, ..., 247.02257, 248.09076,\n",
       "         245.391  ],\n",
       "        [247.99423, 249.56723, 249.13205, ..., 246.85799, 242.69759,\n",
       "         237.95166],\n",
       "        [256.70908, 256.334  , 246.43863, ..., 244.34973, 244.6868 ,\n",
       "         241.08977],\n",
       "        ...,\n",
       "        [295.81116, 295.37122, 294.96133, ..., 291.70297, 296.2321 ,\n",
       "         297.73706],\n",
       "        [297.34302, 297.5693 , 297.29553, ..., 298.42862, 298.62958,\n",
       "         298.36374],\n",
       "        [298.50616, 298.7087 , 298.2118 , ..., 300.80396, 300.39725,\n",
       "         301.016  ]],\n",
       "\n",
       "       [[250.12903, 248.1145 , 245.77872, ..., 248.13033, 250.29994,\n",
       "         247.72362],\n",
       "        [248.88992, 249.83943, 248.93423, ..., 246.7931 , 245.4923 ,\n",
       "         242.94763],\n",
       "        [254.90977, 257.80734, 241.62149, ..., 244.9574 , 246.93394,\n",
       "         243.28786],\n",
       "...\n",
       "        [297.23224, 296.9363 , 296.4932 , ..., 289.57135, 295.11484,\n",
       "         296.72742],\n",
       "        [298.39062, 297.87158, 297.79877, ..., 299.41135, 297.3525 ,\n",
       "         298.45868],\n",
       "        [299.0711 , 298.74512, 299.10907, ..., 300.3197 , 300.13614,\n",
       "         300.55234]],\n",
       "\n",
       "       [[256.7075 , 253.10571, 251.96156, ..., 243.95726, 245.68694,\n",
       "         248.95798],\n",
       "        [254.19447, 254.27043, 253.64218, ..., 246.06357, 248.01639,\n",
       "         251.57385],\n",
       "        [258.50522, 258.03046, 242.84319, ..., 237.55128, 242.40799,\n",
       "         237.82506],\n",
       "        ...,\n",
       "        [295.98523, 294.91702, 295.03415, ..., 291.48932, 298.33682,\n",
       "         296.84296],\n",
       "        [297.4886 , 295.9504 , 297.49493, ..., 299.1803 , 300.70743,\n",
       "         301.26605],\n",
       "        [298.647  , 298.46027, 298.6549 , ..., 299.98264, 300.40356,\n",
       "         300.60614]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3bc20aed-c6e6-425b-b5f4-9b00fe026495' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3bc20aed-c6e6-425b-b5f4-9b00fe026495' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data3/adaptor.mars.internal-1655167264.1047153-28011-19-b4a2bb83-8868-486b-bf8e-d7bf035eb998.nc /cache/tmp/b4a2bb83-8868-486b-bf8e-d7bf035eb998-adaptor.mars.internal-1655166317.8944476-28011-26-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 17, latitude: 14, time: 440)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -168.0 -163.0 ... -103.0 -98.0 -93.0\n",
       "  * latitude   (latitude) float32 78.0 73.0 68.0 63.0 ... 28.0 23.0 18.0 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 1.159 ... -7.4 -0.3785\n",
       "    v10        (time, latitude, longitude) float32 5.058 3.698 ... -2.269 0.6049\n",
       "    t2m        (time, latitude, longitude) float32 249.1 245.6 ... 300.4 300.6\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n = 20\n",
    "wind_thinned = eco.thin_dataset(wind, n_thin=n)\n",
    "wind_thinned"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.quiver.Quiver at 0x197a83160>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot one time slice \n",
    "wind_thinned.isel(time=0).plot.quiver(x='longitude', y='latitude', u='u10', v='v10')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "source": [
    "## Thinning dimensions by different amounts \n",
    "\n",
    "The thinning factor for each dimension can be controlled independently by passing a dictionary that contains keys for each dimension. Here, we keep every 5th point across the latitude and longitude dimensions, but every 10th point across the time dimension."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
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       "  --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",
       "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 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",
       "  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: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-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",
       "  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:    (longitude: 66, latitude: 53, time: 879)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -171.8 -170.5 ... -94.25 -93.0 -91.75\n",
       "  * latitude   (latitude) float32 78.0 76.75 75.5 74.25 ... 15.5 14.25 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 0.8929 ... -0.7807\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.742 ... -0.03834\n",
       "    t2m        (time, latitude, longitude) float32 249.1 248.3 ... 300.6 300.4\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</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-7488241f-794d-411b-8947-8432f6b1622c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7488241f-794d-411b-8947-8432f6b1622c' 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'>longitude</span>: 66</li><li><span class='xr-has-index'>latitude</span>: 53</li><li><span class='xr-has-index'>time</span>: 879</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6400b377-49aa-4255-b60a-2ce754aca3c5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6400b377-49aa-4255-b60a-2ce754aca3c5' class='xr-section-summary' >Coordinates: <span>(3)</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'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-173.0 -171.8 ... -93.0 -91.75</div><input id='attrs-beb8cd98-fadf-4460-b660-a5b95814590a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-beb8cd98-fadf-4460-b660-a5b95814590a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-373590de-d857-45e6-a789-6ef5d8c52cd8' class='xr-var-data-in' type='checkbox'><label for='data-373590de-d857-45e6-a789-6ef5d8c52cd8' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-173.  , -171.75, -170.5 , -169.25, -168.  , -166.75, -165.5 , -164.25,\n",
       "       -163.  , -161.75, -160.5 , -159.25, -158.  , -156.75, -155.5 , -154.25,\n",
       "       -153.  , -151.75, -150.5 , -149.25, -148.  , -146.75, -145.5 , -144.25,\n",
       "       -143.  , -141.75, -140.5 , -139.25, -138.  , -136.75, -135.5 , -134.25,\n",
       "       -133.  , -131.75, -130.5 , -129.25, -128.  , -126.75, -125.5 , -124.25,\n",
       "       -123.  , -121.75, -120.5 , -119.25, -118.  , -116.75, -115.5 , -114.25,\n",
       "       -113.  , -111.75, -110.5 , -109.25, -108.  , -106.75, -105.5 , -104.25,\n",
       "       -103.  , -101.75, -100.5 ,  -99.25,  -98.  ,  -96.75,  -95.5 ,  -94.25,\n",
       "        -93.  ,  -91.75], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>78.0 76.75 75.5 ... 15.5 14.25 13.0</div><input id='attrs-337d0123-46af-41d9-b192-38a116cc0f1e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-337d0123-46af-41d9-b192-38a116cc0f1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b39fd8c-8af0-4fa9-b9a6-967380033dd3' class='xr-var-data-in' type='checkbox'><label for='data-7b39fd8c-8af0-4fa9-b9a6-967380033dd3' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([78.  , 76.75, 75.5 , 74.25, 73.  , 71.75, 70.5 , 69.25, 68.  , 66.75,\n",
       "       65.5 , 64.25, 63.  , 61.75, 60.5 , 59.25, 58.  , 56.75, 55.5 , 54.25,\n",
       "       53.  , 51.75, 50.5 , 49.25, 48.  , 46.75, 45.5 , 44.25, 43.  , 41.75,\n",
       "       40.5 , 39.25, 38.  , 36.75, 35.5 , 34.25, 33.  , 31.75, 30.5 , 29.25,\n",
       "       28.  , 26.75, 25.5 , 24.25, 23.  , 21.75, 20.5 , 19.25, 18.  , 16.75,\n",
       "       15.5 , 14.25, 13.  ], dtype=float32)</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'>2008-01-01 ... 2008-12-31T20:00:00</div><input id='attrs-b54f334c-8b18-4acb-b57e-0fbde7f62bf1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b54f334c-8b18-4acb-b57e-0fbde7f62bf1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-440f24a1-1ef5-4520-bbde-cdb85ddbaaa4' class='xr-var-data-in' type='checkbox'><label for='data-440f24a1-1ef5-4520-bbde-cdb85ddbaaa4' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-01-01T10:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-01T20:00:00.000000000&#x27;, ..., &#x27;2008-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-31T10:00:00.000000000&#x27;, &#x27;2008-12-31T20:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5de32628-59ca-4581-96dc-22efee29af9c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5de32628-59ca-4581-96dc-22efee29af9c' class='xr-section-summary' >Data variables: <span>(3)</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>u10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.7963 0.8929 ... -0.3785 -0.7807</div><input id='attrs-9e3a4a42-a2ac-49f4-ad92-13c5aa0f6781' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9e3a4a42-a2ac-49f4-ad92-13c5aa0f6781' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0018bad5-cc69-4fe4-85b6-dd7c20776ac0' class='xr-var-data-in' type='checkbox'><label for='data-0018bad5-cc69-4fe4-85b6-dd7c20776ac0' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[  0.79633546,   0.89290833,   1.0412521 , ...,   0.8441241 ,\n",
       "           0.5325024 ,   0.26966512],\n",
       "        [ -1.0445217 ,  -0.9170854 ,  -0.9628828 , ...,   1.6246712 ,\n",
       "           1.073111  ,   0.02375293],\n",
       "        [ -2.6474314 ,  -2.6932287 ,  -3.0038548 , ...,   3.370947  ,\n",
       "           2.9368668 ,   2.283756  ],\n",
       "        ...,\n",
       "        [-12.335577  , -12.103602  , -11.587884  , ...,   4.1315823 ,\n",
       "           0.5295156 ,  -1.0863367 ],\n",
       "        [-11.686448  , -11.019399  , -10.781451  , ...,   0.2218765 ,\n",
       "           1.1876047 ,   2.4968135 ],\n",
       "        [-11.80592   , -11.504253  , -10.82924   , ...,  -1.9495184 ,\n",
       "          -0.321719  ,   0.52055526]],\n",
       "\n",
       "       [[  0.25970912,   0.491683  ,   0.82321644, ...,  -1.788232  ,\n",
       "          -3.3503222 ,  -3.4349477 ],\n",
       "        [ -1.337227  ,  -1.2306981 ,  -1.1430857 , ...,   0.6260885 ,\n",
       "          -0.7199574 ,  -1.5940907 ],\n",
       "        [ -3.0466652 ,  -3.1322865 ,  -3.2288594 , ...,   0.38216746,\n",
       "          -1.4636676 ,  -2.7221012 ],\n",
       "...\n",
       "        [ -3.3821812 ,  -3.821239  ,  -4.036288  , ...,   0.7814014 ,\n",
       "          -1.2117819 ,  -0.9469533 ],\n",
       "        [ -4.55798   ,  -5.0398483 ,  -4.969161  , ...,   0.82620335,\n",
       "           1.9850771 ,  -0.5158602 ],\n",
       "        [ -5.362422  ,  -5.713867  ,  -5.738757  , ...,   0.46977985,\n",
       "           2.7706022 ,   1.1676927 ]],\n",
       "\n",
       "       [[ -7.860372  ,  -8.315359  ,  -8.388039  , ...,   1.6883895 ,\n",
       "           1.3747766 ,  -0.01308417],\n",
       "        [ -3.6241112 ,  -3.2875996 ,  -3.6529834 , ...,  -0.83544654,\n",
       "           0.19399977,  -0.22415054],\n",
       "        [  2.9697218 ,   1.7391648 ,   0.42199135, ...,  -2.3168936 ,\n",
       "          -1.8230778 ,  -5.295717  ],\n",
       "        ...,\n",
       "        [ -2.5359244 ,  -2.059034  ,  -1.2735088 , ...,   3.3311229 ,\n",
       "           1.7431474 ,  -0.05091679],\n",
       "        [ -2.7529645 ,  -3.3324015 ,  -3.993477  , ...,  -0.52282935,\n",
       "          -0.6970587 ,   2.475906  ],\n",
       "        [ -4.8168354 ,  -4.962192  ,  -4.7491345 , ...,  -0.7189618 ,\n",
       "          -0.37846792,  -0.78068876]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.058 4.742 ... 0.6049 -0.03834</div><input id='attrs-ce72fed6-6125-4637-8265-da3bda305511' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ce72fed6-6125-4637-8265-da3bda305511' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21e761d2-a411-463b-97a1-234c4979b87f' class='xr-var-data-in' type='checkbox'><label for='data-21e761d2-a411-463b-97a1-234c4979b87f' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[ 5.0580473e+00,  4.7419996e+00,  4.4808292e+00, ...,\n",
       "         -3.5727870e+00, -9.3973732e-01, -9.2144513e-01],\n",
       "        [ 3.7979231e+00,  3.3751717e+00,  3.0713191e+00, ...,\n",
       "         -5.1235523e+00, -3.3847845e+00, -2.0331998e+00],\n",
       "        [ 2.4707277e+00,  2.3884132e+00,  2.1932971e+00, ...,\n",
       "         -6.3592873e+00, -4.0575285e+00,  1.3447459e+00],\n",
       "        ...,\n",
       "        [-5.8145885e+00, -6.9690256e+00, -7.3216562e+00, ...,\n",
       "         -6.9517488e+00,  7.0553768e-01, -1.1551778e+00],\n",
       "        [-3.9477756e+00, -3.7841628e+00, -4.5300751e+00, ...,\n",
       "         -4.5087337e+00, -1.7923536e+00, -4.5455694e-02],\n",
       "        [-5.6154079e+00, -5.4477301e+00, -4.4020300e+00, ...,\n",
       "         -3.9945223e+00, -9.9461365e-01,  6.9378257e-02]],\n",
       "\n",
       "       [[ 4.9350834e+00,  4.5794029e+00,  4.3121347e+00, ...,\n",
       "         -9.2246151e-01,  2.8904305e+00,  1.7126207e+00],\n",
       "        [ 3.8030043e+00,  3.3141980e+00,  2.8701057e+00, ...,\n",
       "         -3.9569218e+00, -8.2795215e-01, -1.5724087e-01],\n",
       "        [ 2.4067054e+00,  2.0601711e+00,  1.8000165e+00, ...,\n",
       "         -7.1072321e+00, -3.3675086e+00, -2.5175023e-01],\n",
       "...\n",
       "        [-2.7715588e-01,  3.1124079e-01,  1.8217969e-01, ...,\n",
       "         -8.9638834e+00, -1.5901239e+00,  5.0025940e-01],\n",
       "        [-3.5337305e-01,  1.3949800e-01, -1.9033670e-02, ...,\n",
       "         -8.6224298e+00,  1.5764461e+00, -5.6982994e-01],\n",
       "        [-1.0240843e+00, -1.0372953e+00, -1.1826160e+00, ...,\n",
       "         -4.9020147e+00, -3.8385999e-01, -1.0596523e+00]],\n",
       "\n",
       "       [[ 4.0082827e+00,  4.6464744e+00,  5.2104816e+00, ...,\n",
       "         -5.4355354e+00, -4.4264193e+00, -3.4101903e+00],\n",
       "        [ 3.5967097e+00,  4.1830740e+00,  4.5509491e+00, ...,\n",
       "         -4.7577105e+00, -4.3268290e+00, -4.3288612e+00],\n",
       "        [ 2.4554844e+00,  3.6393912e+00,  4.6271658e+00, ...,\n",
       "         -6.2383566e+00, -5.8471079e+00, -4.1713457e+00],\n",
       "        ...,\n",
       "        [-2.2222185e+00, -2.7547228e+00, -1.1897297e+00, ...,\n",
       "         -4.3552837e+00,  1.7939191e+00, -2.5748498e+00],\n",
       "        [-2.5423305e+00, -1.2019246e+00, -1.8874395e-01, ...,\n",
       "         -6.7159843e+00,  2.6404381e+00,  1.4687258e+00],\n",
       "        [-2.8756540e+00, -1.9061713e+00, -1.9153173e+00, ...,\n",
       "         -3.8044875e+00,  6.0493100e-01, -3.8342118e-02]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>249.1 248.3 247.6 ... 300.6 300.4</div><input id='attrs-389b34c2-eed5-4916-b949-eb5d76298b31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-389b34c2-eed5-4916-b949-eb5d76298b31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c170c545-fcf6-4b11-8e46-c7894110717f' class='xr-var-data-in' type='checkbox'><label for='data-c170c545-fcf6-4b11-8e46-c7894110717f' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>array([[[249.083  , 248.31548, 247.635  , ..., 246.29779, 245.391  ,\n",
       "         244.5143 ],\n",
       "        [246.29936, 245.53343, 244.3339 , ..., 240.53114, 242.81944,\n",
       "         242.89066],\n",
       "        [245.18054, 245.86575, 246.46869, ..., 243.76419, 247.65715,\n",
       "         237.94376],\n",
       "        ...,\n",
       "        [298.1311 , 298.20547, 298.03613, ..., 301.38474, 299.68988,\n",
       "         290.8152 ],\n",
       "        [298.61218, 298.27036, 298.3305 , ..., 300.43365, 301.05716,\n",
       "         303.11597],\n",
       "        [298.50616, 297.85733, 298.67865, ..., 300.66467, 301.016  ,\n",
       "         301.63477]],\n",
       "\n",
       "       [[250.29677, 249.59572, 249.04343, ..., 248.23952, 247.08429,\n",
       "         245.90375],\n",
       "        [247.63025, 246.62537, 245.55876, ..., 244.97481, 245.07925,\n",
       "         244.08386],\n",
       "        [246.0889 , 246.06674, 246.31995, ..., 245.96863, 246.86273,\n",
       "         235.63962],\n",
       "...\n",
       "        [298.16907, 298.64066, 298.46976, ..., 299.04895, 295.14648,\n",
       "         285.8113 ],\n",
       "        [298.41595, 298.61377, 298.3479 , ..., 299.4873 , 301.0904 ,\n",
       "         299.00464],\n",
       "        [299.01572, 298.93817, 298.82422, ..., 299.97314, 300.50644,\n",
       "         300.2833 ]],\n",
       "\n",
       "       [[256.7075 , 255.9748 , 254.98415, ..., 247.60968, 248.95798,\n",
       "         247.85971],\n",
       "        [255.74692, 255.8656 , 256.17102, ..., 244.45259, 244.95424,\n",
       "         245.39734],\n",
       "        [256.72333, 256.5524 , 256.3989 , ..., 247.80432, 250.23663,\n",
       "         251.00256],\n",
       "        ...,\n",
       "        [297.5709 , 297.23065, 297.9048 , ..., 300.13773, 302.86752,\n",
       "         295.25726],\n",
       "        [298.33682, 298.37482, 298.0393 , ..., 299.61234, 301.40213,\n",
       "         303.31378],\n",
       "        [298.647  , 298.47134, 298.3479 , ..., 300.29596, 300.60614,\n",
       "         300.364  ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d000d404-b59b-4e58-aa78-a2d827c94eab' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d000d404-b59b-4e58-aa78-a2d827c94eab' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data3/adaptor.mars.internal-1655167264.1047153-28011-19-b4a2bb83-8868-486b-bf8e-d7bf035eb998.nc /cache/tmp/b4a2bb83-8868-486b-bf8e-d7bf035eb998-adaptor.mars.internal-1655166317.8944476-28011-26-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 66, latitude: 53, time: 879)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -171.8 -170.5 ... -94.25 -93.0 -91.75\n",
       "  * latitude   (latitude) float32 78.0 76.75 75.5 74.25 ... 15.5 14.25 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 0.8929 ... -0.7807\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.742 ... -0.03834\n",
       "    t2m        (time, latitude, longitude) float32 249.1 248.3 ... 300.6 300.4\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wind_thinned = eco.thin_dataset(wind, n_thin = {'time': 10, 'longitude': 5, 'latitude': 5})\n",
    "wind_thinned"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Saving the thinned dataset \n",
    "\n",
    "The thinned dataset will be saved to a netcdf file if the outfile argument is provided."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
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       "  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-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",
       "  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:    (longitude: 33, latitude: 27, time: 879)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -170.5 -168.0 ... -98.0 -95.5 -93.0\n",
       "  * latitude   (latitude) float32 78.0 75.5 73.0 70.5 ... 20.5 18.0 15.5 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 1.041 ... -0.3785\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.481 ... -5.771 0.6049\n",
       "    t2m        (time, latitude, longitude) float32 249.1 247.6 ... 299.5 300.6\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</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-f3209d05-e29b-439e-8b3e-ee1b0a12fb12' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f3209d05-e29b-439e-8b3e-ee1b0a12fb12' 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'>longitude</span>: 33</li><li><span class='xr-has-index'>latitude</span>: 27</li><li><span class='xr-has-index'>time</span>: 879</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-cfbda883-64a0-4146-b10c-9006751a0574' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cfbda883-64a0-4146-b10c-9006751a0574' class='xr-section-summary' >Coordinates: <span>(3)</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'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-173.0 -170.5 ... -95.5 -93.0</div><input id='attrs-d3fd4cb2-8b94-4a94-87df-2a3fe0a3bb5a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3fd4cb2-8b94-4a94-87df-2a3fe0a3bb5a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92585d4a-7431-468b-91e3-61eb2d5a3e10' class='xr-var-data-in' type='checkbox'><label for='data-92585d4a-7431-468b-91e3-61eb2d5a3e10' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-173. , -170.5, -168. , -165.5, -163. , -160.5, -158. , -155.5, -153. ,\n",
       "       -150.5, -148. , -145.5, -143. , -140.5, -138. , -135.5, -133. , -130.5,\n",
       "       -128. , -125.5, -123. , -120.5, -118. , -115.5, -113. , -110.5, -108. ,\n",
       "       -105.5, -103. , -100.5,  -98. ,  -95.5,  -93. ], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>78.0 75.5 73.0 ... 18.0 15.5 13.0</div><input id='attrs-e0c6ef49-0998-4cd6-9f13-8a2547ea3be9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e0c6ef49-0998-4cd6-9f13-8a2547ea3be9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cf53c59-ec05-4f75-822c-1a04e19ae26f' class='xr-var-data-in' type='checkbox'><label for='data-3cf53c59-ec05-4f75-822c-1a04e19ae26f' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([78. , 75.5, 73. , 70.5, 68. , 65.5, 63. , 60.5, 58. , 55.5, 53. , 50.5,\n",
       "       48. , 45.5, 43. , 40.5, 38. , 35.5, 33. , 30.5, 28. , 25.5, 23. , 20.5,\n",
       "       18. , 15.5, 13. ], dtype=float32)</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'>2008-01-01 ... 2008-12-31T20:00:00</div><input id='attrs-b707dc40-84ac-4e9f-b033-176fd71e9de3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b707dc40-84ac-4e9f-b033-176fd71e9de3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9d8467b-f877-4a48-be00-462c02503b88' class='xr-var-data-in' type='checkbox'><label for='data-d9d8467b-f877-4a48-be00-462c02503b88' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-01-01T10:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-01T20:00:00.000000000&#x27;, ..., &#x27;2008-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-31T10:00:00.000000000&#x27;, &#x27;2008-12-31T20:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cad24e05-27a8-4428-8871-807f8b41ab69' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cad24e05-27a8-4428-8871-807f8b41ab69' class='xr-section-summary' >Data variables: <span>(3)</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>u10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.7963 1.041 ... -3.978 -0.3785</div><input id='attrs-95ce46ee-8073-4385-8894-040dc712834b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95ce46ee-8073-4385-8894-040dc712834b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10ee64a2-d444-4a46-9823-b50b108bb77f' class='xr-var-data-in' type='checkbox'><label for='data-10ee64a2-d444-4a46-9823-b50b108bb77f' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[  0.79633546,   1.0412521 ,   1.1587324 , ...,   3.2883124 ,\n",
       "           0.9227762 ,   0.5325024 ],\n",
       "        [ -2.6474314 ,  -3.0038548 ,  -3.0586123 , ...,   5.3591523 ,\n",
       "           3.4197311 ,   2.9368668 ],\n",
       "        [ -5.0109763 ,  -4.7760158 ,  -5.250915  , ...,   6.0958934 ,\n",
       "           5.803188  ,   5.1421123 ],\n",
       "        ...,\n",
       "        [-11.239426  , -10.574368  , -10.224913  , ...,  -3.8232303 ,\n",
       "           0.5325024 ,  -0.02901375],\n",
       "        [-12.335577  , -11.587884  , -10.154225  , ...,   1.1437984 ,\n",
       "          -5.058765  ,   0.5295156 ],\n",
       "        [-11.80592   , -10.82924   ,  -9.4085245 , ...,  -5.154342  ,\n",
       "          -4.1149397 ,  -0.321719  ]],\n",
       "\n",
       "       [[  0.25970912,   0.82321644,   1.1886003 , ...,   3.2873168 ,\n",
       "           0.37718952,  -3.3503222 ],\n",
       "        [ -3.0466652 ,  -3.2288594 ,  -3.3981109 , ...,   4.6094685 ,\n",
       "           1.709297  ,  -1.4636676 ],\n",
       "        [ -5.480898  ,  -5.512757  ,  -6.271401  , ...,   5.2496367 ,\n",
       "           4.2341285 ,   2.153333  ],\n",
       "...\n",
       "        [ -1.8549368 ,  -2.4423385 ,  -3.3294146 , ...,  -2.406497  ,\n",
       "           1.3339572 ,  -1.415879  ],\n",
       "        [ -3.3821812 ,  -4.036288  ,  -5.4858756 , ...,   3.790093  ,\n",
       "          -4.228438  ,  -1.2117819 ],\n",
       "        [ -5.362422  ,  -5.738757  ,  -6.6497273 , ...,  -7.131596  ,\n",
       "          -3.3881547 ,   2.7706022 ]],\n",
       "\n",
       "       [[ -7.860372  ,  -8.388039  ,  -7.8245306 , ...,   0.6131457 ,\n",
       "           0.5763087 ,   1.3747766 ],\n",
       "        [  2.9697218 ,   0.42199135,  -0.0170666 , ...,  -1.2446365 ,\n",
       "          -3.5693533 ,  -1.8230778 ],\n",
       "        [  8.869624  ,   8.056222  ,   6.347779  , ...,  -1.6478529 ,\n",
       "          -2.9560661 ,  -5.2031264 ],\n",
       "        ...,\n",
       "        [ -3.3164718 ,   0.21689856,   0.06457233, ...,   1.3966799 ,\n",
       "           0.02972651,  -2.5867    ],\n",
       "        [ -2.5359244 ,  -1.2735088 ,  -2.1585937 , ...,   4.1674237 ,\n",
       "          -6.2076826 ,   1.7431474 ],\n",
       "        [ -4.8168354 ,  -4.7491345 ,  -4.113944  , ...,  -7.400407  ,\n",
       "          -3.9775476 ,  -0.37846792]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.058 4.481 3.698 ... -5.771 0.6049</div><input id='attrs-cc0d8af2-e224-4479-978d-a3fec88122d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc0d8af2-e224-4479-978d-a3fec88122d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0108955-e9eb-40d1-92cb-6dc1da6c4ffd' class='xr-var-data-in' type='checkbox'><label for='data-c0108955-e9eb-40d1-92cb-6dc1da6c4ffd' 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>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd></dl></div><div class='xr-var-data'><pre>array([[[  5.0580473 ,   4.4808292 ,   3.6983325 , ..., -14.623263  ,\n",
       "          -8.089926  ,  -0.9397373 ],\n",
       "        [  2.4707277 ,   2.1932971 ,   0.51753527, ..., -10.341889  ,\n",
       "          -8.8409195 ,  -4.0575285 ],\n",
       "        [  0.16287136,  -0.72124815,  -1.2781417 , ...,  -3.8725746 ,\n",
       "          -3.3532817 ,  -2.4478214 ],\n",
       "        ...,\n",
       "        [ -6.9253273 ,  -7.8226576 ,  -8.617349  , ...,  -0.89908814,\n",
       "          -2.0260863 ,  -1.0596523 ],\n",
       "        [ -5.8145885 ,  -7.321656  ,  -8.107202  , ...,   1.9524509 ,\n",
       "          -7.8419657 ,   0.7055377 ],\n",
       "        [ -5.615408  ,  -4.40203   ,  -6.141814  , ...,  -3.599209  ,\n",
       "          -5.2759867 ,  -0.99461365]],\n",
       "\n",
       "       [[  4.9350834 ,   4.3121347 ,   3.5713038 , ..., -13.065384  ,\n",
       "          -7.3653545 ,   2.8904305 ],\n",
       "        [  2.4067054 ,   1.8000165 ,   1.1628408 , ..., -10.494324  ,\n",
       "         -10.6650505 ,  -3.3675086 ],\n",
       "        [  0.6089959 ,   0.22079635,   0.05006993, ...,  -8.505564  ,\n",
       "          -9.12648   ,  -7.6163635 ],\n",
       "...\n",
       "        [  0.09783268,   1.2167009 ,   1.2024738 , ...,   0.48603213,\n",
       "          -0.1409812 ,  -0.6694205 ],\n",
       "        [ -0.27715588,   0.18217969,   0.20961785, ...,  -2.5463955 ,\n",
       "         -10.168115  ,  -1.5901239 ],\n",
       "        [ -1.0240843 ,  -1.182616  ,  -1.4021215 , ...,  -1.5789454 ,\n",
       "          -7.0950375 ,  -0.38386   ]],\n",
       "\n",
       "       [[  4.0082827 ,   5.2104816 ,   6.090536  , ...,  -7.4497013 ,\n",
       "          -5.826783  ,  -4.4264193 ],\n",
       "        [  2.4554844 ,   4.627166  ,   4.737935  , ...,  -7.793187  ,\n",
       "          -6.3481092 ,  -5.847108  ],\n",
       "        [ -0.7486863 ,  -0.5149536 ,   0.29193246, ...,  -6.2383566 ,\n",
       "          -3.6571343 ,  -5.5249634 ],\n",
       "        ...,\n",
       "        [ -3.3451517 ,  -5.565613  ,  -0.22736073, ...,  -0.6572256 ,\n",
       "          -1.3726509 ,  -1.5637021 ],\n",
       "        [ -2.2222185 ,  -1.1897297 ,   0.45656157, ...,   0.75025177,\n",
       "          -6.513755  ,   1.7939191 ],\n",
       "        [ -2.875654  ,  -1.9153173 ,  -0.81067634, ...,  -2.268965  ,\n",
       "          -5.770891  ,   0.604931  ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>249.1 247.6 245.6 ... 299.5 300.6</div><input id='attrs-d3fa71eb-65be-4940-b283-d57515a2d880' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3fa71eb-65be-4940-b283-d57515a2d880' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3dc28df-b39c-40c7-a756-f161c707d260' class='xr-var-data-in' type='checkbox'><label for='data-d3dc28df-b39c-40c7-a756-f161c707d260' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>array([[[249.083  , 247.635  , 245.58566, ..., 248.09076, 246.70766,\n",
       "         245.391  ],\n",
       "        [245.18054, 246.46869, 246.06833, ..., 245.27707, 245.24384,\n",
       "         247.65715],\n",
       "        [247.99423, 248.82979, 249.56723, ..., 242.69759, 241.53603,\n",
       "         237.95166],\n",
       "        ...,\n",
       "        [297.34302, 297.38098, 297.5693 , ..., 298.62958, 297.83517,\n",
       "         298.36374],\n",
       "        [298.1311 , 298.03613, 297.6864 , ..., 300.15353, 301.47336,\n",
       "         299.68988],\n",
       "        [298.50616, 298.67865, 298.7087 , ..., 300.39725, 300.00003,\n",
       "         301.016  ]],\n",
       "\n",
       "       [[250.29677, 249.04343, 247.55588, ..., 249.14313, 248.47372,\n",
       "         247.08429],\n",
       "        [246.0889 , 246.31995, 246.44496, ..., 245.79138, 247.32324,\n",
       "         246.86273],\n",
       "        [248.6573 , 249.43747, 249.91696, ..., 246.70132, 245.9797 ,\n",
       "         242.58365],\n",
       "...\n",
       "        [297.9048 , 298.18173, 297.85733, ..., 282.8014 , 291.22348,\n",
       "         293.96753],\n",
       "        [298.16907, 298.46976, 298.158  , ..., 300.87357, 299.45566,\n",
       "         295.14648],\n",
       "        [299.01572, 298.82422, 298.74985, ..., 300.2738 , 299.3259 ,\n",
       "         300.50644]],\n",
       "\n",
       "       [[256.7075 , 254.98415, 253.10571, ..., 245.68694, 245.28024,\n",
       "         248.95798],\n",
       "        [256.72333, 256.3989 , 255.63773, ..., 246.10788, 246.9656 ,\n",
       "         250.23663],\n",
       "        [254.19447, 254.36697, 254.27043, ..., 248.01639, 250.64493,\n",
       "         251.57385],\n",
       "        ...,\n",
       "        [297.4886 , 296.5913 , 295.9504 , ..., 300.70743, 300.58716,\n",
       "         301.26605],\n",
       "        [297.5709 , 297.9048 , 298.0045 , ..., 301.73605, 300.70267,\n",
       "         302.86752],\n",
       "        [298.647  , 298.3479 , 298.46027, ..., 300.40356, 299.45407,\n",
       "         300.60614]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c8a60f3c-9ec0-4d5c-b4ff-a3c04517e514' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c8a60f3c-9ec0-4d5c-b4ff-a3c04517e514' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data3/adaptor.mars.internal-1655167264.1047153-28011-19-b4a2bb83-8868-486b-bf8e-d7bf035eb998.nc /cache/tmp/b4a2bb83-8868-486b-bf8e-d7bf035eb998-adaptor.mars.internal-1655166317.8944476-28011-26-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 33, latitude: 27, time: 879)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 -173.0 -170.5 -168.0 ... -98.0 -95.5 -93.0\n",
       "  * latitude   (latitude) float32 78.0 75.5 73.0 70.5 ... 20.5 18.0 15.5 13.0\n",
       "  * time       (time) datetime64[ns] 2008-01-01 ... 2008-12-31T20:00:00\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 0.7963 1.041 ... -0.3785\n",
       "    v10        (time, latitude, longitude) float32 5.058 4.481 ... -5.771 0.6049\n",
       "    t2m        (time, latitude, longitude) float32 249.1 247.6 ... 299.5 300.6\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-06-14 00:45:00 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "outfile = \"../../output/thinned_output.nc\"\n",
    "eco.thin_dataset(wind, n_thin=10, outfile=outfile)\n"
   ]
  }
 ],
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