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Cloudless-demo.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Cloudless Mosaic\n",
"\n",
"This tutorial constructs a *cloudless mosaic* (also known as a composite) from a time series of satellite images. We'll see the following:\n",
"\n",
"* Find a time series of images at a particular point on Earth\n",
"* Stack those images together into a single array\n",
"* Compute the cloudless mosaic by taking a median\n",
"* Visualize the results\n",
"\n",
"This example uses [Sentinel-2 Level-2A](https://planetarycomputer.microsoft.com/dataset/sentinel-2-l2a) data. The techniques used here apply equally well to other remote-sensing datasets."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import xarray as xr\n",
"\n",
"import rasterio.features\n",
"import stackstac\n",
"import pystac_client\n",
"import planetary_computer\n",
"\n",
"import xrspatial.multispectral as ms\n",
"\n",
"from dask_gateway import GatewayCluster"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Create a Dask cluster\n",
"\n",
"We're going to process a large amount of data. To cut down on the execution time, we'll use a Dask cluster to do the computation in parallel, adaptively scaling to add and remove workers as needed. See [Scale With Dask](../quickstarts/scale-with-dask.ipynb) for more on using Dask."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"https://pccompute.westeurope.cloudapp.azure.com/compute/services/dask-gateway/clusters/prod.c4f38a839c144f3b8cf7f59bd02b51cb/status\n"
]
}
],
"source": [
"cluster = GatewayCluster() # Creates the Dask Scheduler. Might take a minute.\n",
"\n",
"client = cluster.get_client()\n",
"\n",
"cluster.adapt(minimum=4, maximum=24)\n",
"print(cluster.dashboard_link)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Discover data\n",
"\n",
"In this example, we define our area of interest as a GeoJSON object. It's near Redmond, Washington."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"area_of_interest = {\n",
" \"type\": \"Polygon\",\n",
" \"coordinates\": [\n",
" [\n",
" [-122.27508544921875, 47.54687159892238],\n",
" [-121.96128845214844, 47.54687159892238],\n",
" [-121.96128845214844, 47.745787772920934],\n",
" [-122.27508544921875, 47.745787772920934],\n",
" [-122.27508544921875, 47.54687159892238],\n",
" ]\n",
" ],\n",
"}\n",
"bbox = rasterio.features.bounds(area_of_interest)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Using `pystac_client` we can search the Planetary Computer's STAC endpoint for items matching our query parameters."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"138\n"
]
}
],
"source": [
"stac = pystac_client.Client.open(\"https://planetarycomputer.microsoft.com/api/stac/v1\")\n",
"\n",
"search = stac.search(\n",
" bbox=bbox,\n",
" datetime=\"2016-01-01/2020-12-31\",\n",
" collections=[\"sentinel-2-l2a\"],\n",
" limit=500, # fetch items in batches of 500\n",
" query={\"eo:cloud_cover\": {\"lt\": 25}},\n",
")\n",
"\n",
"items = list(search.get_items())\n",
"print(len(items))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"So 138 items match our search requirements, over space, time, and cloudiness. Those items will still have *some* clouds over portions of the scenes, though. To create our cloudless mosaic, we'll load the data into an [xarray](https://xarray.pydata.org/en/stable/) DataArray using [stackstac](https://stackstac.readthedocs.io/) and then reduce the time-series of images down to a single image."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"signed_items = [planetary_computer.sign(item).to_dict() for item in items]"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;stackstac-e32d11c77a40146394b0dfa3152602f0&#x27; (time: 138,\n",
" band: 3,\n",
" y: 1099, x: 1099)&gt;\n",
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"Coordinates: (12/46)\n",
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" id (time) &lt;U54 &#x27;S2A_MSIL2A_20160208...\n",
" * band (band) &lt;U5 &#x27;red&#x27; &#x27;green&#x27; &#x27;blue&#x27;\n",
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" s2:not_vegetated_percentage (time) float64 1.605 ... 1.764\n",
" ... ...\n",
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" transform: | 100.00, 0.00, 499900.00|\\n| 0.00,-100.00, 5300100.00|\\n| 0...\n",
" resolution: 100</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'stackstac-e32d11c77a40146394b0dfa3152602f0'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 138</li><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 1099</li><li><span class='xr-has-index'>x</span>: 1099</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-6c919c35-96d0-4a7a-94ea-83e26e173985' class='xr-array-in' type='checkbox' checked><label for='section-6c919c35-96d0-4a7a-94ea-83e26e173985' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 1, 1099, 1099), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
" <tr>\n",
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" \n",
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" \n",
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" &#x27;S2B_MSIL2A_20201002T191229_R056_T10TET_20201004T193349&#x27;,\n",
" &#x27;S2B_MSIL2A_20201101T191539_R056_T10TET_20201102T211503&#x27;,\n",
" &#x27;S2B_MSIL2A_20201108T190619_R013_T10TET_20201109T194251&#x27;,\n",
" &#x27;S2B_MSIL2A_20201121T191719_R056_T10TET_20201123T062421&#x27;,\n",
" &#x27;S2B_MSIL2A_20201201T191749_R056_T10TET_20201203T103951&#x27;,\n",
" &#x27;S2B_MSIL2A_20201228T190809_R013_T10TET_20210113T180911&#x27;],\n",
" dtype=&#x27;&lt;U54&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;red&#x27; &#x27;green&#x27; &#x27;blue&#x27;</div><input id='attrs-93137571-87b1-4602-8835-01752e2e375f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93137571-87b1-4602-8835-01752e2e375f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b991a67-231d-4064-86e5-2c20c9e22cf9' class='xr-var-data-in' type='checkbox'><label for='data-7b991a67-231d-4064-86e5-2c20c9e22cf9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;red&#x27;, &#x27;green&#x27;, &#x27;blue&#x27;], dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.999e+05 5e+05 ... 6.097e+05</div><input id='attrs-5352833b-ec2c-4d98-b287-6286d8c5334b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5352833b-ec2c-4d98-b287-6286d8c5334b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb0d445d-bdab-4dc1-80a4-3667b6525118' class='xr-var-data-in' type='checkbox'><label for='data-eb0d445d-bdab-4dc1-80a4-3667b6525118' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([499900., 500000., 500100., ..., 609500., 609600., 609700.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.3e+06 5.3e+06 ... 5.19e+06</div><input id='attrs-073b3e68-e27e-4ac3-8271-c0af49a304c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-073b3e68-e27e-4ac3-8271-c0af49a304c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88dae9b0-f69f-4f25-a4d0-a891c38ee0ad' class='xr-var-data-in' type='checkbox'><label for='data-88dae9b0-f69f-4f25-a4d0-a891c38ee0ad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5300100., 5300000., 5299900., ..., 5190500., 5190400., 5190300.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:not_vegetated_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.605 6.902 4.724 ... 3.47 1.764</div><input id='attrs-6b3d6da7-b314-4a6d-82f0-228640329aa8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b3d6da7-b314-4a6d-82f0-228640329aa8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ffe00c3-6537-449c-ab3b-3959826fc9c5' class='xr-var-data-in' type='checkbox'><label for='data-4ffe00c3-6537-449c-ab3b-3959826fc9c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.604741, 6.902468, 4.724148, 6.948723, 8.550293, 9.963327,\n",
" 10.276374, 12.422416, 2.924788, 0.704239, 0.779509, 5.919183,\n",
" 5.934767, 4.115782, 6.343908, 8.072497, 9.532221, 8.064041,\n",
" 11.635447, 15.643227, 11.331534, 10.283131, 11.114543, 11.232299,\n",
" 9.412866, 7.937858, 8.986429, 5.49212 , 7.365024, 2.128917,\n",
" 7.07203 , 3.580826, 3.125614, 6.841119, 3.81203 , 8.123927,\n",
" 8.154818, 6.578456, 6.728648, 5.777806, 7.503787, 8.337517,\n",
" 9.033713, 9.3978 , 10.215703, 10.309087, 10.4978 , 11.129207,\n",
" 12.686205, 10.54291 , 11.950668, 11.851352, 17.082109, 9.101593,\n",
" 25.454056, 9.155177, 12.829532, 9.407167, 7.911204, 6.624693,\n",
" 6.853767, 6.987761, 4.650573, 4.303812, 3.164481, 4.115615,\n",
" 10.556612, 4.637731, 3.769262, 5.584985, 9.453391, 10.659599,\n",
" 6.355129, 11.099904, 12.894069, 9.293219, 6.319515, 6.29259 ,\n",
" 7.128216, 7.106584, 5.671044, 6.436598, 6.784862, 5.936987,\n",
" 6.015147, 7.127014, 8.472857, 8.473642, 9.182119, 8.745634,\n",
" 9.816406, 9.575225, 10.046456, 9.15754 , 9.766462, 10.29752 ,\n",
" 5.191671, 5.15778 , 5.589751, 6.331439, 5.722966, 5.191853,\n",
" 3.619178, 5.659757, 7.21643 , 8.434015, 6.566054, 8.423138,\n",
" 6.156155, 6.137389, 6.329153, 6.045223, 6.290432, 6.480319,\n",
" 6.767954, 7.708924, 7.928471, 7.950327, 9.535755, 9.016984,\n",
" 9.12929 , 9.060695, 9.453898, 9.139152, 9.787615, 9.285574,\n",
" 10.141966, 9.488664, 12.374111, 8.90085 , 11.759762, 7.954067,\n",
" 6.086313, 4.860784, 4.797184, 3.894184, 3.469761, 1.764327])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:medium_proba_clouds_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.12 0.1331 4.597 ... 2.071 6.466</div><input id='attrs-13063a8c-068b-4571-977d-2b390f4af0c7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13063a8c-068b-4571-977d-2b390f4af0c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0405d3b2-3bc8-4129-b9fa-6054f10c8533' class='xr-var-data-in' type='checkbox'><label for='data-0405d3b2-3bc8-4129-b9fa-6054f10c8533' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.120301, 0.133071, 4.597229, 3.090415, 0.133261, 0.04428 ,\n",
" 0.120669, 4.052807, 1.180914, 2.116943, 3.208586, 0.126429,\n",
" 0.057468, 3.92868 , 3.014415, 0.864319, 1.47875 , 2.731263,\n",
" 0.066196, 1.982088, 6.185678, 2.893775, 0.09151 , 0.329671,\n",
" 0.057774, 0.080968, 0.08206 , 4.00219 , 0.367698, 6.473003,\n",
" 4.631456, 3.066425, 5.49208 , 0.659074, 6.193522, 0.48952 ,\n",
" 0.18578 , 0.150963, 0.311991, 6.511289, 0.63427 , 0.075368,\n",
" 0.134463, 0.080905, 0.123312, 0.134462, 0.085676, 0.091081,\n",
" 0.085385, 0.615538, 0.148402, 0.068691, 0.121686, 1.435127,\n",
" 5.584598, 3.592366, 0.111581, 1.271717, 0.080622, 0.16833 ,\n",
" 0.15399 , 0.546884, 0.826577, 3.061614, 6.770919, 0.584197,\n",
" 8.89608 , 2.522587, 7.845623, 7.07762 , 1.832153, 0.637877,\n",
" 5.921916, 0.164827, 0.371832, 5.959338, 5.265444, 2.794383,\n",
" 0.411771, 0.087587, 10.333768, 0.480634, 0.494184, 4.713845,\n",
" 0.720816, 0.880529, 0.440817, 0.07248 , 0.77173 , 0.093664,\n",
" 0.231815, 0.091625, 0.290491, 0.453895, 0.115293, 3.462468,\n",
" 2.777688, 0.163813, 0.035781, 0.103151, 0.729406, 0.680595,\n",
" 6.208298, 0.863962, 0.24766 , 3.246371, 13.677785, 0.345709,\n",
" 3.32767 , 0.38603 , 1.844523, 0.096954, 0.366022, 0.069933,\n",
" 0.105276, 0.454663, 0.151699, 0.120276, 1.940389, 0.73282 ,\n",
" 0.15053 , 1.072746, 0.151356, 0.074142, 0.339427, 0.114976,\n",
" 0.235713, 1.149968, 0.115034, 1.699547, 0.097726, 0.082752,\n",
" 4.575134, 0.065712, 0.680831, 3.296361, 2.071489, 6.466416])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:relative_orbit</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>13 13 56 56 13 ... 56 13 56 56 13</div><input id='attrs-43345563-1d96-4de0-b163-368df9fd50d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-43345563-1d96-4de0-b163-368df9fd50d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f140333-07c6-4a91-89d7-b7ab12e69862' class='xr-var-data-in' type='checkbox'><label for='data-6f140333-07c6-4a91-89d7-b7ab12e69862' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([13, 13, 56, 56, 13, 13, 56, 13, 56, 13, 56, 13, 56, 56, 13, 56, 13,\n",
" 56, 56, 13, 13, 56, 13, 13, 56, 56, 13, 56, 13, 56, 13, 13, 56, 13,\n",
" 13, 13, 56, 13, 13, 13, 13, 56, 13, 56, 13, 13, 56, 13, 56, 56, 13,\n",
" 56, 56, 56, 13, 56, 13, 56, 56, 56, 13, 56, 56, 13, 56, 13, 56, 13,\n",
" 56, 56, 56, 13, 13, 56, 13, 56, 56, 13, 56, 56, 13, 56, 13, 56, 13,\n",
" 56, 56, 56, 13, 56, 13, 56, 13, 56, 13, 56, 13, 13, 56, 13, 56, 13,\n",
" 13, 56, 56, 13, 56, 13, 56, 13, 56, 13, 13, 56, 56, 13, 13, 56, 13,\n",
" 13, 13, 56, 13, 56, 13, 56, 13, 56, 13, 56, 13, 13, 56, 56, 13, 56,\n",
" 56, 13])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:dark_features_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>11.39 1.883 1.254 ... 13.51 14.56</div><input id='attrs-f4700958-3452-4988-8ea6-880614062624' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4700958-3452-4988-8ea6-880614062624' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ccd0a47f-4452-4473-b15c-542d83f4e695' class='xr-var-data-in' type='checkbox'><label for='data-ccd0a47f-4452-4473-b15c-542d83f4e695' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([11.393227, 1.883304, 1.254438, 1.435369, 0.668635, 1.037303,\n",
" 1.772848, 1.926506, 17.944776, 16.942337, 15.714604, 0.795573,\n",
" 1.003072, 0.720823, 0.502837, 0.961647, 0.704092, 1.316042,\n",
" 1.005801, 0.436898, 0.957093, 1.689518, 1.210082, 2.043322,\n",
" 3.404697, 3.977289, 3.571185, 5.218877, 7.353386, 12.954621,\n",
" 17.746142, 15.506771, 11.165585, 10.685308, 6.130205, 1.508425,\n",
" 1.740465, 0.932763, 0.795312, 0.568645, 0.772031, 0.920028,\n",
" 0.682162, 1.050262, 0.647102, 0.692982, 1.11168 , 0.781563,\n",
" 1.027869, 1.287833, 0.915537, 1.540341, 1.18084 , 0.962746,\n",
" 0.624482, 1.47593 , 1.573164, 2.903501, 3.385444, 4.462276,\n",
" 4.368141, 5.660524, 11.419559, 11.217753, 10.423861, 16.906492,\n",
" 12.277314, 15.337169, 13.195354, 9.157237, 8.68753 , 7.230577,\n",
" 7.18889 , 5.757732, 4.224869, 4.340592, 1.673682, 1.6889 ,\n",
" 1.594034, 1.377286, 0.627587, 0.94164 , 0.834553, 0.806274,\n",
" 0.622407, 0.86974 , 1.024185, 1.224301, 0.70661 , 1.057555,\n",
" 0.8352 , 1.297065, 0.715728, 1.45321 , 1.229191, 1.754266,\n",
" 2.931931, 4.350612, 7.174431, 7.013633, 8.032735, 17.10532 ,\n",
" 12.394475, 10.535976, 5.860343, 4.196774, 2.162981, 2.20901 ,\n",
" 1.627589, 1.064046, 1.331803, 0.738058, 0.551698, 0.949986,\n",
" 1.010717, 0.750271, 0.649873, 0.981145, 0.833694, 0.871897,\n",
" 0.859027, 1.331455, 0.927462, 1.698198, 1.154426, 1.693115,\n",
" 1.369677, 2.047128, 1.709112, 1.665192, 1.754655, 2.994806,\n",
" 2.97027 , 6.86717 , 11.21957 , 11.64913 , 13.50642 , 14.55939 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>eo:cloud_cover</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>17.45 2.698 24.31 ... 6.071 22.94</div><input id='attrs-aa3f903c-0976-494f-9624-f897113f2f5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa3f903c-0976-494f-9624-f897113f2f5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d38a6784-ac2c-4a23-ae81-bd2ed675a4b1' class='xr-var-data-in' type='checkbox'><label for='data-d38a6784-ac2c-4a23-ae81-bd2ed675a4b1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([17.451507, 2.698454, 24.30649 , 15.647245, 0.446937, 3.18899 ,\n",
" 0.386683, 11.078212, 2.241632, 2.451691, 7.536511, 0.458298,\n",
" 5.57667 , 19.097995, 15.91463 , 2.798979, 5.344255, 8.631121,\n",
" 0.229655, 10.732405, 18.790912, 19.472606, 0.327796, 11.400965,\n",
" 0.255079, 0.325706, 0.580177, 16.86812 , 2.641294, 14.217858,\n",
" 13.038719, 9.062264, 19.783037, 2.303128, 21.068442, 3.683203,\n",
" 2.698838, 0.4282 , 1.477017, 21.404722, 4.276011, 0.296387,\n",
" 0.455911, 4.740261, 5.158296, 0.446537, 0.33234 , 4.826439,\n",
" 0.12721 , 1.797975, 1.791461, 0.274249, 0.173241, 1.533963,\n",
" 6.51778 , 18.658292, 0.384748, 9.053676, 0.352042, 0.428948,\n",
" 5.00903 , 19.049945, 2.860801, 13.203601, 22.473899, 1.692519,\n",
" 18.386429, 6.249072, 18.051373, 18.678837, 3.894575, 1.269643,\n",
" 20.632056, 0.424733, 3.305606, 24.387533, 22.963878, 12.296013,\n",
" 3.396955, 6.92568 , 17.329316, 23.075373, 4.545946, 16.51957 ,\n",
" 12.17265 , 12.542991, 2.257842, 0.327976, 3.474301, 0.419781,\n",
" 0.748842, 0.389671, 0.672094, 10.314635, 0.424369, 13.32885 ,\n",
" 14.559036, 0.433345, 4.168514, 4.968965, 8.21984 , 2.192815,\n",
" 17.3367 , 9.273479, 0.835019, 7.430757, 24.187386, 1.339876,\n",
" 13.808125, 0.78255 , 9.357683, 3.221481, 6.041552, 10.124131,\n",
" 7.27951 , 1.108193, 0.49786 , 0.516656, 6.070975, 2.732675,\n",
" 0.5038 , 9.000901, 0.494444, 0.480433, 0.991054, 0.454406,\n",
" 3.71128 , 6.77912 , 0.436394, 17.323714, 0.372039, 0.330355,\n",
" 19.443338, 0.285518, 1.863562, 22.483132, 6.071228, 22.940759])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:reflectance_conversion_factor</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.029 0.9994 0.992 ... 1.028 1.034</div><input id='attrs-b806622b-3841-465a-8498-99cef7e4601c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b806622b-3841-465a-8498-99cef7e4601c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d4474ee2-99b0-45bf-912c-f691d967371f' class='xr-var-data-in' type='checkbox'><label for='data-d4474ee2-99b0-45bf-912c-f691d967371f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1.02901433, 0.99938378, 0.99202579, 0.96812428, 0.96918193,\n",
" 0.97455418, 0.97970708, 0.99341194, 1.0297826 , 1.03427499,\n",
" 1.03431875, 0.97671247, 0.97224036, 0.96810072, 0.96750671,\n",
" 0.9676223 , 0.9683392 , 0.96970937, 0.97085335, 0.9713692 ,\n",
" 0.97280888, 0.97552763, 0.97828709, 0.9878139 , 0.99493153,\n",
" 0.99777565, 0.99891836, 1.00922617, 1.01308531, 1.02969298,\n",
" 1.03027017, 1.03426542, 1.03381977, 1.02753569, 1.02360463,\n",
" 0.99126155, 0.98962815, 0.98110364, 0.97683101, 0.97325402,\n",
" 0.96939166, 0.96739965, 0.96744203, 0.96760163, 0.96775407,\n",
" 0.96829897, 0.96873739, 0.96907327, 0.96964739, 0.97077831,\n",
" 0.97128902, 0.97212268, 0.97367233, 0.97541647, 0.97616363,\n",
" 0.97944311, 0.98263819, 0.98924987, 0.99476152, 1.00335517,\n",
" 1.00450098, 1.00622308, 1.02196793, 1.02285992, 1.02616825,\n",
" 1.0286577 , 1.03416161, 1.03409941, 1.03384991, 1.02241794,\n",
" 1.02010288, 1.01913938, 1.01663057, 1.0123827 , 1.01128951,\n",
" 1.00961874, 0.98979049, 0.98872269, 0.98714028, 0.98459443,\n",
" 0.98361263, 0.98217056, 0.97695016, 0.97400805, 0.97335073,\n",
" 0.97103204, 0.967674 , 0.96802019, 0.96825957, 0.96868974,\n",
" 0.97000561, 0.97070394, 0.97120963, 0.9735731 , 0.978036 ,\n",
" 0.98155853, 0.99571823, 1.00144925, 1.01166946, 1.01275847,\n",
" 1.01437569, 1.02680648, 1.03081581, 1.02469623, 1.0125473 ,\n",
" 1.01145564, 0.99835118, 0.99721056, 0.98474471, 0.98375989,\n",
" 0.98231294, 0.97516647, 0.96797835, 0.96756284, 0.96798717,\n",
" 0.96822101, 0.96896789, 0.96952584, 0.96993992, 0.97113095,\n",
" 0.97253332, 0.97347475, 0.97413802, 0.9771026 , 0.97791134,\n",
" 0.97918147, 0.98005514, 0.98141892, 0.98235171, 0.98380003,\n",
" 0.98478558, 0.99554701, 0.99725851, 1.01421506, 1.01784208,\n",
" 1.02390093, 1.02778005, 1.03388801])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mean_solar_zenith</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>64.39 41.74 36.47 ... 69.82 71.85</div><input id='attrs-e83087e6-0f12-4c24-80f5-46e3487e56c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e83087e6-0f12-4c24-80f5-46e3487e56c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71ac61c3-3a9d-456b-852d-d477b106cad7' class='xr-var-data-in' type='checkbox'><label for='data-71ac61c3-3a9d-456b-852d-d477b106cad7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([64.3851963 , 41.73880353, 36.46643523, 29.0427888 , 31.25249081,\n",
" 36.31507522, 39.72083242, 49.78069255, 70.63607555, 71.49845093,\n",
" 70.80134411, 28.82206302, 26.41642839, 26.03252712, 27.34875801,\n",
" 28.1370093 , 30.19437488, 31.08727279, 32.28730592, 33.54450158,\n",
" 34.85011255, 36.46421408, 39.28308764, 46.07432605, 50.39496136,\n",
" 52.24827156, 53.36994145, 59.46246991, 62.08247794, 70.61101162,\n",
" 71.15258097, 71.5201399 , 69.41120583, 62.96116187, 59.50567827,\n",
" 36.5775642 , 34.98210724, 30.88840574, 28.8703196 , 27.49235263,\n",
" 26.68029497, 26.77431626, 28.48524484, 28.10297568, 29.25593747,\n",
" 30.15465208, 29.94218694, 31.15616519, 31.02954373, 32.23239897,\n",
" 33.4814088 , 33.52546806, 34.92098189, 36.38989675, 37.66295207,\n",
" 39.56325258, 42.48948756, 46.59394979, 50.29541322, 55.83979463,\n",
" 56.89310097, 57.63428187, 66.87571941, 67.63650219, 69.04039079,\n",
" 70.49779583, 71.27584395, 70.39037437, 69.45211485, 57.93256474,\n",
" 56.03719429, 55.83488797, 53.87621654, 50.10920189, 49.88435059,\n",
" 48.09795685, 35.05516128, 35.04124953, 33.49822025, 32.0648655 ,\n",
" 32.17149765, 30.75085888, 28.90466737, 26.98802076, 27.51195661,\n",
" 26.08800852, 26.2929003 , 28.90465739, 30.09782179, 29.88261165,\n",
" 32.2083791 , 32.16443795, 33.41293665, 34.84188766, 39.11815479,\n",
" 41.16448029, 51.3437868 , 55.00182794, 60.97800263, 61.92160015,\n",
" 62.58679977, 69.65256061, 66.12794976, 59.84723964, 50.20650017,\n",
" 49.98518469, 40.37985243, 40.24304887, 32.13736789, 32.2393255 ,\n",
" 30.81477695, 28.15469538, 26.92230609, 28.02159918, 28.86440904,\n",
" 30.05688459, 31.04824418, 30.91420557, 32.15474265, 33.35257573,\n",
" 34.65230402, 34.77139642, 36.03408415, 37.78401298, 39.04290975,\n",
" 39.39861229, 40.65297976, 41.07906148, 42.31869862, 42.81163815,\n",
" 44.04000347, 51.25564906, 51.97344607, 62.51174953, 64.89541828,\n",
" 67.92303888, 69.81589416, 71.84870255])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:thin_cirrus_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>16.05 2.417 9.463 ... 0.3247 0.1651</div><input id='attrs-2e09ad8f-bcfb-4af8-9d6e-060dcd542c14' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e09ad8f-bcfb-4af8-9d6e-060dcd542c14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a2b9003-a69e-46ee-a6a1-4f81270e2690' class='xr-var-data-in' type='checkbox'><label for='data-3a2b9003-a69e-46ee-a6a1-4f81270e2690' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1.6045600e+01, 2.4170140e+00, 9.4630580e+00, 7.3384000e-02,\n",
" 1.2700000e-04, 3.0470640e+00, 3.4900000e-04, 3.0614610e+00,\n",
" 2.8443000e-01, 2.0800000e-04, 3.7260190e+00, 3.6996000e-02,\n",
" 5.4186460e+00, 1.4776215e+01, 3.0000000e-06, 1.5114000e-02,\n",
" 1.9722500e-01, 3.1300000e-04, 1.1400000e-04, 8.5142020e+00,\n",
" 3.8991520e+00, 6.2502940e+00, 0.0000000e+00, 1.1038902e+01,\n",
" 1.2000000e-04, 3.9300000e-04, 2.8554100e-01, 1.0217396e+01,\n",
" 2.1302910e+00, 3.1368200e-01, 2.7603010e+00, 1.4132340e+00,\n",
" 3.5998900e-01, 1.3906930e+00, 1.8256350e+00, 3.0728980e+00,\n",
" 2.3788340e+00, 3.6900000e-04, 4.8172300e-01, 1.2892440e+01,\n",
" 8.6038900e-01, 4.5600000e-04, 4.4800000e-04, 4.5470190e+00,\n",
" 4.8475940e+00, 9.7600000e-04, 1.3400000e-04, 4.5630870e+00,\n",
" 4.7000000e-05, 6.6475000e-02, 1.3477360e+00, 2.5200000e-04,\n",
" 7.0000000e-06, 6.4000000e-05, 8.8831400e-01, 1.1563729e+01,\n",
" 2.2208000e-02, 5.4082040e+00, 1.1700000e-04, 1.4484000e-02,\n",
" 4.7569190e+00, 1.8437168e+01, 1.6453600e-01, 5.0570000e-03,\n",
" 9.4301200e-01, 9.9871700e-01, 3.5777990e+00, 1.5707230e+00,\n",
" 4.8474020e+00, 5.7815200e+00, 4.2787400e-01, 3.3020800e-01,\n",
" 5.2580700e-01, 1.8740000e-03, 2.7670690e+00, 6.6129100e+00,\n",
" 4.8978480e+00, 1.3651820e+00, 2.5030590e+00, 6.6744980e+00,\n",
" 5.5907080e+00, 2.2413065e+01, 2.7809140e+00, 3.2807000e-02,\n",
" 1.0758012e+01, 1.0771953e+01, 2.3515000e-02, 1.1005000e-02,\n",
" 1.5105380e+00, 3.5300000e-04, 1.4183000e-02, 9.5800000e-04,\n",
" 3.8000000e-04, 8.9517850e+00, 8.9000000e-05, 7.1569400e-01,\n",
" 1.2040940e+00, 3.4000000e-05, 4.0347750e+00, 4.8142040e+00,\n",
" 7.3010580e+00, 1.2683680e+00, 6.1942200e-01, 8.2919230e+00,\n",
" 3.6665800e-01, 8.4177000e-02, 6.8965680e+00, 5.8185100e-01,\n",
" 2.0971350e+00, 1.3137800e-01, 6.2570880e+00, 3.0506360e+00,\n",
" 5.0338030e+00, 1.0001393e+01, 7.0697800e+00, 0.0000000e+00,\n",
" 2.4000000e-05, 1.7100000e-04, 2.4887230e+00, 4.7091800e-01,\n",
" 1.5200000e-04, 5.8644800e+00, 2.1700000e-04, 1.3173900e-01,\n",
" 3.4712000e-02, 3.4000000e-05, 3.0941860e+00, 4.7900000e-04,\n",
" 6.8915000e-02, 1.5246893e+01, 4.6500000e-04, 1.6390000e-03,\n",
" 3.0000000e-06, 1.8400000e-04, 3.6979000e-02, 1.3144411e+01,\n",
" 3.2467100e-01, 1.6510300e-01])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mgrs_tile</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;10TET&#x27;</div><input id='attrs-a476e36d-42b4-4673-8b67-2e08d0a2e4c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a476e36d-42b4-4673-8b67-2e08d0a2e4c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-873994bf-f138-4fb3-8bd3-8f4c41f07717' class='xr-var-data-in' type='checkbox'><label for='data-873994bf-f138-4fb3-8bd3-8f4c41f07717' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;10TET&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:generation_time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U27</div><div class='xr-var-preview xr-preview'>&#x27;2021-05-28T04:10:16.423480Z&#x27; .....</div><input id='attrs-0f5290ab-33fe-456d-b7fe-d6520e952c0e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0f5290ab-33fe-456d-b7fe-d6520e952c0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a930646-8a94-41d3-865e-9556a2e24ceb' class='xr-var-data-in' type='checkbox'><label for='data-6a930646-8a94-41d3-865e-9556a2e24ceb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2021-05-28T04:10:16.423480Z&#x27;, &#x27;2021-02-11T02:33:34.188Z&#x27;,\n",
" &#x27;2021-02-11T05:26:28.165Z&#x27;, &#x27;2021-02-12T06:27:05.547Z&#x27;,\n",
" &#x27;2021-02-12T08:35:44.941Z&#x27;, &#x27;2021-02-12T15:00:59.367Z&#x27;,\n",
" &#x27;2021-02-12T19:28:17.892Z&#x27;, &#x27;2021-02-13T04:35:55.326Z&#x27;,\n",
" &#x27;2021-02-13T18:47:12.926Z&#x27;, &#x27;2021-05-29T14:41:02.890945Z&#x27;,\n",
" &#x27;2021-05-30T00:16:58.40940Z&#x27;, &#x27;2021-02-09T17:38:35.890Z&#x27;,\n",
" &#x27;2021-02-09T20:45:22.964Z&#x27;, &#x27;2021-02-10T01:40:52.451Z&#x27;,\n",
" &#x27;2021-02-10T03:49:22.876Z&#x27;, &#x27;2021-02-10T09:22:42.131Z&#x27;,\n",
" &#x27;2021-02-10T12:46:53.452Z&#x27;, &#x27;2021-02-10T17:03:10.540Z&#x27;,\n",
" &#x27;2021-02-10T19:21:03.907Z&#x27;, &#x27;2021-02-10T20:45:26.500Z&#x27;,\n",
" &#x27;2021-02-10T22:49:50.483Z&#x27;, &#x27;2020-10-19T22:38:59.762Z&#x27;,\n",
" &#x27;2021-02-01T11:52:51.748Z&#x27;, &#x27;2021-02-02T03:38:56.824Z&#x27;,\n",
" &#x27;2021-02-02T11:23:47.503Z&#x27;, &#x27;2021-02-02T13:21:07.307Z&#x27;,\n",
" &#x27;2021-02-02T14:30:53.656Z&#x27;, &#x27;2020-10-15T01:46:33.723Z&#x27;,\n",
" &#x27;2020-10-15T03:11:24.166Z&#x27;, &#x27;2020-10-14T12:39:49.671Z&#x27;,\n",
" &#x27;2020-10-14T12:58:31.674Z&#x27;, &#x27;2020-10-14T03:10:26.551Z&#x27;,\n",
" &#x27;2020-10-14T06:23:28.228Z&#x27;, &#x27;2020-10-13T20:40:24.353Z&#x27;,\n",
" &#x27;2020-10-14T00:23:45.520Z&#x27;, &#x27;2020-10-13T01:54:44.967Z&#x27;,\n",
" &#x27;2020-10-13T03:08:05.878Z&#x27;, &#x27;2020-10-12T09:33:21.879Z&#x27;,\n",
" &#x27;2020-10-12T13:30:37.132Z&#x27;, &#x27;2020-10-26T13:16:33.309Z&#x27;,\n",
"...\n",
" &#x27;2020-10-03T12:17:02.145Z&#x27;, &#x27;2020-10-03T20:45:22.572Z&#x27;,\n",
" &#x27;2020-09-30T14:05:04.766Z&#x27;, &#x27;2020-09-30T04:23:36.838Z&#x27;,\n",
" &#x27;2020-10-10T09:26:25.892Z&#x27;, &#x27;2020-10-10T13:52:56.394Z&#x27;,\n",
" &#x27;2020-09-25T19:13:01.583Z&#x27;, &#x27;2020-09-23T06:53:46.473Z&#x27;,\n",
" &#x27;2020-09-20T16:30:47.322Z&#x27;, &#x27;2020-09-20T21:23:58.743Z&#x27;,\n",
" &#x27;2020-09-19T22:01:57.947Z&#x27;, &#x27;2020-09-11T04:00:58.733Z&#x27;,\n",
" &#x27;2020-08-24T04:44:17.115Z&#x27;, &#x27;2020-09-18T17:19:07.543Z&#x27;,\n",
" &#x27;2020-08-16T17:49:17.368Z&#x27;, &#x27;2020-08-17T01:30:18.783Z&#x27;,\n",
" &#x27;2020-10-24T18:38:33.928Z&#x27;, &#x27;2020-08-18T00:37:39.827Z&#x27;,\n",
" &#x27;2020-08-18T08:55:54.939Z&#x27;, &#x27;2020-10-25T02:32:07.311Z&#x27;,\n",
" &#x27;2020-08-14T14:08:14.944Z&#x27;, &#x27;2020-10-25T10:11:53.422Z&#x27;,\n",
" &#x27;2020-08-18T09:36:48.464Z&#x27;, &#x27;2020-09-18T17:19:10.769Z&#x27;,\n",
" &#x27;2020-08-27T17:50:50.878Z&#x27;, &#x27;2020-09-07T11:24:16.977Z&#x27;,\n",
" &#x27;2020-09-07T16:48:39.196Z&#x27;, &#x27;2020-09-07T23:13:47.965Z&#x27;,\n",
" &#x27;2020-09-08T00:45:02.187Z&#x27;, &#x27;2020-09-11T17:20:06.830Z&#x27;,\n",
" &#x27;2020-09-11T22:53:18.279Z&#x27;, &#x27;2020-10-01T08:57:51.731Z&#x27;,\n",
" &#x27;2020-10-04T19:33:49.388Z&#x27;, &#x27;2020-11-02T21:15:03.594Z&#x27;,\n",
" &#x27;2020-11-09T19:42:51.793Z&#x27;, &#x27;2020-11-23T06:24:21.864Z&#x27;,\n",
" &#x27;2020-12-03T10:39:51.912Z&#x27;, &#x27;2021-01-13T18:09:11.872Z&#x27;],\n",
" dtype=&#x27;&lt;U27&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:high_proba_clouds_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.2856 0.1484 10.25 ... 3.675 16.31</div><input id='attrs-00ae62c9-3607-4e53-aebe-6a96ca99f377' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00ae62c9-3607-4e53-aebe-6a96ca99f377' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb965344-379e-4c6b-896d-3515aadee50e' class='xr-var-data-in' type='checkbox'><label for='data-bb965344-379e-4c6b-896d-3515aadee50e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0.285605, 0.14837 , 10.246203, 12.483446, 0.313549, 0.097646,\n",
" 0.265664, 3.963944, 0.776288, 0.33454 , 0.601906, 0.294874,\n",
" 0.100556, 0.3931 , 12.900212, 1.919546, 3.66828 , 5.899546,\n",
" 0.163344, 0.236115, 8.706082, 10.328536, 0.236287, 0.032392,\n",
" 0.197184, 0.244346, 0.212575, 2.648533, 0.143304, 7.431173,\n",
" 5.646962, 4.582605, 13.930969, 0.253361, 13.049285, 0.120785,\n",
" 0.134224, 0.276868, 0.683303, 2.000993, 2.781352, 0.220563,\n",
" 0.321 , 0.112337, 0.187389, 0.311099, 0.24653 , 0.172271,\n",
" 0.041778, 1.115962, 0.295324, 0.205306, 0.051549, 0.098773,\n",
" 0.044868, 3.502197, 0.250959, 2.373755, 0.271302, 0.246134,\n",
" 0.098121, 0.065894, 1.869688, 10.136931, 14.759968, 0.109605,\n",
" 5.912551, 2.155762, 5.358348, 5.819697, 1.634548, 0.301558,\n",
" 14.184333, 0.258032, 0.166705, 11.815285, 12.800586, 8.136448,\n",
" 0.482125, 0.163596, 1.40484 , 0.181674, 1.270847, 11.772918,\n",
" 0.693823, 0.890509, 1.793509, 0.244491, 1.192033, 0.325765,\n",
" 0.502843, 0.297089, 0.381224, 0.908956, 0.308986, 9.150688,\n",
" 10.577255, 0.269497, 0.097957, 0.05161 , 0.189376, 0.243852,\n",
" 10.50898 , 0.117594, 0.220701, 4.100209, 3.613033, 0.412315,\n",
" 8.38332 , 0.265142, 1.256071, 0.07389 , 0.641728, 0.052805,\n",
" 0.104454, 0.65353 , 0.346137, 0.396209, 1.641863, 1.528937,\n",
" 0.353118, 2.063675, 0.342871, 0.274552, 0.616915, 0.339397,\n",
" 0.381381, 5.628673, 0.252445, 0.377274, 0.273848, 0.245964,\n",
" 14.868201, 0.219621, 1.145752, 6.04236 , 3.675069, 16.30924 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:saturated_defective_pixel_percentage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-93d4aba9-17d5-4856-8751-01b28b6ff18d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93d4aba9-17d5-4856-8751-01b28b6ff18d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3ca7755-5475-46df-8ffd-188bdd716cdf' class='xr-var-data-in' type='checkbox'><label for='data-b3ca7755-5475-46df-8ffd-188bdd716cdf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datastrip_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U64</div><div class='xr-var-preview xr-preview'>&#x27;S2A_OPER_MSI_L2A_DS_ESRI_202105...</div><input id='attrs-b7550a77-c174-4610-8c3c-11d84392c451' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b7550a77-c174-4610-8c3c-11d84392c451' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d861e48-2599-4414-bad4-5605b0ed4fc4' class='xr-var-data-in' type='checkbox'><label for='data-4d861e48-2599-4414-bad4-5605b0ed4fc4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210528T041017_S20160208T190605_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210211T023336_S20160408T190712_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210211T052629_S20160421T191704_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210212T062706_S20160720T191655_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210212T083546_S20160727T190238_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210212T150100_S20160816T190939_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210212T192820_S20160829T191558_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210213T043556_S20160925T190612_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210213T184714_S20161207T191829_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210529T144104_S20170103T190949_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210530T001658_S20170106T191754_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210209T173835_S20170523T191059_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210209T204524_S20170605T191534_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210210T014054_S20170625T191841_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210210T034924_S20170702T190708_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210210T092243_S20170715T191515_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210210T124654_S20170722T191032_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20210210T170311_S20170730T191621_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210210T192105_S20170804T191650_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20210210T204527_S20170806T190802_N02.12&#x27;,\n",
"...\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20201025T023208_S20200805T190700_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20200814T140817_S20200810T190422_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201025T101155_S20200813T191815_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200818T093651_S20200815T190251_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20200918T171913_S20200823T191123_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200827T175052_S20200825T190743_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200907T112418_S20200828T191522_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20200907T164841_S20200830T190346_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20200907T231350_S20200902T191252_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200908T004503_S20200904T190750_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200911T172010_S20200907T191727_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20200911T225319_S20200909T191047_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201001T085757_S20200929T190122_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201004T193351_S20201002T192031_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201102T211503_S20201101T191542_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201109T194252_S20201108T190937_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201123T062422_S20201121T191908_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201203T103952_S20201201T191748_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20210113T180913_S20201228T191049_N02.12&#x27;],\n",
" dtype=&#x27;&lt;U64&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:granule_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U62</div><div class='xr-var-preview xr-preview'>&#x27;S2A_OPER_MSI_L2A_TL_ESRI_202105...</div><input id='attrs-330b58e4-09a7-4201-b76a-91263000feba' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-330b58e4-09a7-4201-b76a-91263000feba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-638686f1-622f-4d9f-9a2d-1e58ef83add4' class='xr-var-data-in' type='checkbox'><label for='data-638686f1-622f-4d9f-9a2d-1e58ef83add4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210528T041017_A003299_T10TET_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210211T023336_A004157_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210211T052629_A004343_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210212T062706_A005630_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210212T083546_A005730_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210212T150100_A006016_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210212T192820_A006202_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210213T043556_A006588_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210213T184714_A007632_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210529T144104_A008018_T10TET_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210530T001658_A008061_T10TET_N03.00&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210209T173835_A010020_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210209T204524_A010206_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210210T014054_A010492_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210210T034924_A010592_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210210T092243_A010778_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210210T124654_A010878_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20210210T170311_A002084_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210210T192105_A011064_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20210210T204527_A002184_T10TET_N02.12&#x27;,\n",
"...\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20201025T023208_A026751_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20200814T140817_A017914_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201025T101155_A017957_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200818T093651_A026894_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20200918T171913_A018100_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200827T175052_A027037_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200907T112418_A027080_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20200907T164841_A018200_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20200907T231350_A018243_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200908T004503_A027180_T10TET_N02.12&#x27;,\n",
" &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200911T172010_A027223_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20200911T225319_A018343_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201001T085757_A018629_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201004T193351_A018672_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201102T211503_A019101_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201109T194252_A019201_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201123T062422_A019387_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201203T103952_A019530_T10TET_N02.12&#x27;,\n",
" &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20210113T180913_A019916_T10TET_N02.12&#x27;],\n",
" dtype=&#x27;&lt;U62&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:unclassified_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>7.395 1.643 2.581 ... 6.46 8.58</div><input id='attrs-22b4935d-53c7-4b0f-9386-fecb985eb5e4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22b4935d-53c7-4b0f-9386-fecb985eb5e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4bd96cf9-f038-4ad2-93b4-39f6a31663d9' class='xr-var-data-in' type='checkbox'><label for='data-4bd96cf9-f038-4ad2-93b4-39f6a31663d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 7.394707, 1.642846, 2.581037, 3.39089 , 0.831299, 0.954235,\n",
" 1.040057, 6.929415, 9.89888 , 17.584589, 11.237461, 1.045946,\n",
" 0.968423, 1.287026, 2.661785, 1.413407, 1.78506 , 2.781743,\n",
" 1.395254, 23.874344, 8.784979, 3.517615, 0.947251, 1.229446,\n",
" 1.354649, 1.514849, 1.724728, 5.536677, 3.103264, 7.381662,\n",
" 16.076301, 6.319089, 8.647749, 3.771619, 12.500228, 1.554081,\n",
" 1.535233, 1.155485, 1.115543, 5.280934, 0.992742, 0.859349,\n",
" 0.880596, 0.962961, 0.886551, 0.876055, 0.885221, 0.985073,\n",
" 1.922145, 1.296947, 1.495552, 1.547155, 17.033267, 30.283281,\n",
" 20.561394, 2.354963, 1.645919, 2.535644, 1.435831, 2.116798,\n",
" 2.325785, 2.517947, 4.594145, 5.170112, 7.024218, 5.261704,\n",
" 19.617042, 6.921792, 12.343723, 5.753214, 6.333546, 4.455166,\n",
" 12.109125, 2.71259 , 2.371329, 2.569954, 5.016675, 2.88201 ,\n",
" 1.377552, 1.224048, 7.575382, 1.094998, 1.263709, 3.124019,\n",
" 1.65608 , 1.467886, 1.113172, 0.908596, 1.221252, 0.908207,\n",
" 1.113814, 1.023872, 1.209844, 1.884312, 1.10879 , 4.480464,\n",
" 3.574212, 2.072757, 3.041011, 3.221381, 3.247831, 5.399246,\n",
" 10.142557, 3.158413, 2.246277, 5.294009, 3.257182, 1.632022,\n",
" 3.700474, 1.446511, 1.732896, 1.103155, 1.277646, 0.991991,\n",
" 1.167407, 1.26263 , 0.923307, 0.932377, 2.562061, 1.394824,\n",
" 0.984245, 1.738879, 1.035986, 0.982437, 1.275216, 1.049667,\n",
" 1.4299 , 1.756933, 2.124291, 1.210631, 1.313668, 1.603998,\n",
" 3.394891, 3.067507, 4.377814, 5.895722, 6.460319, 8.579691])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:nodata_pixel_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.06 4.447 1.042 ... 1.11 3.947</div><input id='attrs-c416ece6-c08b-452a-8295-9954514ff343' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c416ece6-c08b-452a-8295-9954514ff343' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9caddef-66a5-40e4-9dfe-03bf0951f147' class='xr-var-data-in' type='checkbox'><label for='data-c9caddef-66a5-40e4-9dfe-03bf0951f147' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 4.059688, 4.447188, 1.04202 , 1.098099, 3.691949, 3.634208,\n",
" 1.168228, 4.369896, 1.308297, 4.293055, 0.830767, 3.636819,\n",
" 1.084887, 0.840379, 4.266877, 1.042087, 3.821586, 1.306761,\n",
" 1.190626, 3.362928, 3.476863, 1.257269, 3.393837, 3.657532,\n",
" 0.73098 , 1.101221, 4.678342, 1.17272 , 3.676673, 1.117976,\n",
" 3.989081, 3.915767, 1.033172, 3.811059, 3.771597, 3.770405,\n",
" 1.056088, 3.912907, 4.092432, 4.144485, 4.116556, 1.087452,\n",
" 3.758833, 1.073726, 3.676265, 3.797416, 1.03277 , 3.671952,\n",
" 1.158443, 1.021277, 3.661146, 1.167275, 0.952007, 1.2333 ,\n",
" 4.105053, 1.295487, 3.367706, 1.400951, 1.166466, 1.131174,\n",
" 3.647393, 1.165043, 1.014808, 3.418764, 0.946739, 4.041141,\n",
" 0.953318, 3.890551, 1.014499, 1.038241, 0.972963, 3.949801,\n",
" 3.829423, 0.857688, 10.47682 , 0.896059, 1.076493, 3.501176,\n",
" 1.182962, 1.097342, 3.38839 , 1.236081, 3.921205, 1.162873,\n",
" 4.138735, 1.098092, 1.177007, 1.229432, 3.48111 , 1.234203,\n",
" 3.482759, 1.25279 , 21.413316, 1.23491 , 3.595718, 1.23778 ,\n",
" 3.76014 , 3.68317 , 1.024456, 3.530788, 1.240739, 3.66593 ,\n",
" 4.415931, 0.798342, 0.965703, 3.957498, 0.991931, 3.871566,\n",
" 0.88858 , 3.493714, 1.282716, 3.316469, 3.652413, 0.863242,\n",
" 1.065909, 4.176993, 3.690336, 1.121065, 4.044588, 3.621408,\n",
" 3.894635, 1.003202, 3.553024, 1.040657, 3.453157, 1.243095,\n",
" 3.742994, 1.045133, 3.456634, 1.268738, 3.60455 , 3.834702,\n",
" 1.011267, 1.07412 , 3.727648, 1.124625, 1.109927, 3.946998])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>instruments</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;msi&#x27;</div><input id='attrs-ee815ed8-eb0e-4277-a93b-796ac6fcd5bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee815ed8-eb0e-4277-a93b-796ac6fcd5bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66163a6c-e4d0-4094-8a02-0f70a810c629' class='xr-var-data-in' type='checkbox'><label for='data-66163a6c-e4d0-4094-8a02-0f70a810c629' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;msi&#x27;, dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:cloud_shadow_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.572 0.2055 0.6679 ... 9.011 8.791</div><input id='attrs-3abb4153-6f28-4150-8235-d121f241bcbd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3abb4153-6f28-4150-8235-d121f241bcbd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44749a38-ad04-4032-aaff-94f62eac525f' class='xr-var-data-in' type='checkbox'><label for='data-44749a38-ad04-4032-aaff-94f62eac525f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 3.572479, 0.205547, 0.66791 , 4.552068, 0.075319, 0.083674,\n",
" 0.117782, 0.820338, 7.682899, 8.017848, 10.012206, 0.073798,\n",
" 0.061533, 0.046616, 0.154519, 0.625793, 0.419928, 1.787517,\n",
" 0.05259 , 0.02279 , 0.808802, 3.314562, 0.095291, 0.149282,\n",
" 0.223441, 0.320506, 0.323793, 1.342088, 1.405366, 6.649205,\n",
" 3.965839, 7.56667 , 17.177983, 1.987445, 2.673941, 0.136072,\n",
" 0.139271, 0.084766, 0.291435, 0.183982, 1.064013, 0.055846,\n",
" 0.052273, 0.125618, 0.063141, 0.051732, 0.053911, 0.064412,\n",
" 0.128029, 0.810689, 0.195822, 0.184129, 0.096506, 0.213458,\n",
" 0.04438 , 0.317355, 0.145043, 2.174404, 0.257566, 0.838289,\n",
" 0.444547, 0.663088, 4.094775, 3.878115, 15.639436, 6.41818 ,\n",
" 8.047555, 7.052904, 12.604101, 3.538736, 2.274257, 1.030269,\n",
" 6.816191, 0.549566, 0.420193, 1.250196, 4.399033, 4.069814,\n",
" 0.603927, 0.190836, 0.073602, 0.22375 , 0.616564, 0.193866,\n",
" 0.243688, 0.117793, 0.746515, 0.085722, 0.264306, 0.067344,\n",
" 0.263702, 0.089767, 0.080313, 0.905459, 0.083438, 2.642739,\n",
" 4.410247, 0.635643, 1.409716, 1.172895, 1.785428, 5.789087,\n",
" 10.266036, 1.712026, 0.43912 , 5.732886, 0.195408, 0.224383,\n",
" 2.536392, 0.109585, 0.955915, 0.08041 , 0.094999, 0.059137,\n",
" 0.076277, 0.232951, 0.072096, 0.079162, 0.326765, 0.456621,\n",
" 0.104632, 1.205356, 0.075554, 0.100743, 0.501472, 0.147678,\n",
" 0.472829, 0.66556 , 0.145095, 0.258632, 0.111284, 0.204145,\n",
" 0.789139, 1.041254, 2.714972, 9.856695, 9.011336, 8.79128 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:degraded_msi_data_percentage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-fd62c0ff-ecac-4800-b8ad-6a77ab67d7aa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fd62c0ff-ecac-4800-b8ad-6a77ab67d7aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b85bc6a1-5d82-41ac-8bf6-e72a4320c720' class='xr-var-data-in' type='checkbox'><label for='data-b85bc6a1-5d82-41ac-8bf6-e72a4320c720' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datatake_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;INS-NOBS&#x27;</div><input id='attrs-9db9ce60-6f2f-404d-b462-ff527343cf7d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9db9ce60-6f2f-404d-b462-ff527343cf7d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d33e928-6062-4da4-ab60-10b1a48ab8f7' class='xr-var-data-in' type='checkbox'><label for='data-1d33e928-6062-4da4-ab60-10b1a48ab8f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;INS-NOBS&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:processing_baseline</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;03.00&#x27; &#x27;02.12&#x27; ... &#x27;02.12&#x27; &#x27;02.12&#x27;</div><input id='attrs-059c8612-82c5-4aa2-aad8-404f13245869' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-059c8612-82c5-4aa2-aad8-404f13245869' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-762e21d1-bbdb-4d3a-a382-5c6bb8edd796' class='xr-var-data-in' type='checkbox'><label for='data-762e21d1-bbdb-4d3a-a382-5c6bb8edd796' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;03.00&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;03.00&#x27;, &#x27;03.00&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;03.00&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;,\n",
" &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;, &#x27;02.12&#x27;], dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mean_solar_azimuth</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>160.7 157.6 160.8 ... 170.9 165.6</div><input id='attrs-deab7ed0-409c-4190-94ec-03242ec56dad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-deab7ed0-409c-4190-94ec-03242ec56dad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-decc70b5-3b7d-47c3-b28d-a53123866bf4' class='xr-var-data-in' type='checkbox'><label for='data-decc70b5-3b7d-47c3-b28d-a53123866bf4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([160.70663753, 157.59333103, 160.7745074 , 153.21494786,\n",
" 149.80316568, 154.09135857, 161.11569784, 163.8324209 ,\n",
" 170.33974524, 164.81520286, 166.81956517, 152.87200633,\n",
" 155.43405644, 152.81678585, 147.72091922, 152.72248784,\n",
" 148.97486124, 154.52994564, 155.443401 , 151.66474465,\n",
" 152.81797412, 158.6510283 , 156.52613181, 161.52832249,\n",
" 167.50702184, 168.43615745, 165.62450317, 170.90797931,\n",
" 168.65031576, 170.33259695, 167.76699979, 164.83688916,\n",
" 165.6084519 , 160.29855547, 159.54782934, 156.69800208,\n",
" 160.4958807 , 154.45524584, 152.86310479, 151.1386151 ,\n",
" 148.84751657, 152.38278903, 147.92822648, 152.67741785,\n",
" 148.34586943, 148.90888158, 153.71159441, 149.68947758,\n",
" 154.49774207, 155.35766627, 151.61872091, 156.38125504,\n",
" 157.42542993, 158.60235316, 155.15717551, 160.98210309,\n",
" 159.05288411, 165.55192346, 167.52811023, 169.83873537,\n",
" 167.16224649, 170.41257192, 171.57490709, 169.01087529,\n",
" 171.13842788, 168.20683517, 167.53789437, 163.59447657,\n",
" 165.65062375, 162.20982697, 162.01104412, 158.99749798,\n",
" 158.77526709, 161.59797899, 158.39158048, 161.53146812,\n",
" 160.53626068, 156.33399226, 160.207675 , 159.73546583,\n",
" 155.22433165, 159.23672657, 152.94120917, 156.3645278 ,\n",
" 151.20641436, 154.75132711, 152.59760226, 153.16209766,\n",
" 148.92850823, 153.73304233, 150.56795235, 155.36170799,\n",
" 151.60828571, 157.43193791, 156.45671858, 162.12553452,\n",
" 164.71621094, 166.44981958, 171.24484413, 168.64415435,\n",
" 171.50702967, 168.60512219, 161.27366904, 162.47471241,\n",
" 161.61090565, 158.38771577, 161.16242653, 157.37393317,\n",
" 159.7112153 , 155.22823076, 159.24113777, 152.14255584,\n",
" 147.98616803, 152.66586214, 153.10842649, 148.86916411,\n",
" 149.63456111, 154.44531626, 150.50706819, 151.54902338,\n",
" 152.65280533, 157.37977495, 153.86608818, 159.69344332,\n",
" 156.39362624, 160.90162296, 157.67449547, 162.08618713,\n",
" 158.9674703 , 163.27013149, 160.21257042, 164.67388951,\n",
" 168.34785842, 171.49511126, 169.05422731, 171.45575446,\n",
" 170.86169793, 165.6035432 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:water_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.507 11.08 9.523 ... 12.74 9.798</div><input id='attrs-538b96bc-57f6-4918-9f93-48872511aa1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-538b96bc-57f6-4918-9f93-48872511aa1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52ae64a3-2184-408d-8f54-d5a4a230f7c5' class='xr-var-data-in' type='checkbox'><label for='data-52ae64a3-2184-408d-8f54-d5a4a230f7c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 9.50655 , 11.078427, 9.522738, 12.166195, 12.358206, 12.111901,\n",
" 12.623948, 11.440548, 14.552569, 14.030987, 13.723172, 12.202537,\n",
" 10.678335, 7.79475 , 9.807698, 12.463288, 11.643954, 12.567572,\n",
" 12.540732, 7.49978 , 9.353431, 10.343223, 12.46073 , 8.803819,\n",
" 12.769775, 12.607631, 11.930222, 9.655255, 11.582006, 11.395565,\n",
" 8.776964, 13.287163, 11.911427, 12.627967, 12.041708, 10.535168,\n",
" 10.173476, 12.040273, 11.942192, 10.679466, 12.061919, 12.62815 ,\n",
" 11.997959, 10.939525, 7.389108, 12.278592, 12.508832, 7.477526,\n",
" 12.500164, 12.749746, 12.104511, 12.53145 , 12.604313, 12.679513,\n",
" 11.376186, 6.359835, 12.451805, 10.611211, 12.717786, 12.737152,\n",
" 10.029124, 8.014225, 13.432544, 9.562228, 14.203618, 13.455723,\n",
" 9.590477, 10.347567, 8.982384, 12.344429, 12.669927, 12.335793,\n",
" 9.963148, 12.831722, 11.891421, 9.990828, 10.606579, 11.303122,\n",
" 11.315694, 10.36147 , 9.766088, 7.583397, 11.480554, 8.194559,\n",
" 8.630643, 9.664138, 12.459069, 12.513445, 12.275331, 12.742659,\n",
" 12.062199, 12.556243, 14.541484, 10.960045, 12.375207, 11.519795,\n",
" 11.897369, 12.26655 , 10.009886, 10.584774, 10.320424, 12.249617,\n",
" 11.050572, 11.182211, 12.910089, 12.157055, 7.803454, 12.064723,\n",
" 9.95704 , 12.080286, 10.513621, 12.085 , 10.816842, 11.918814,\n",
" 10.358963, 11.832625, 12.329768, 12.724151, 9.589529, 11.699309,\n",
" 12.326572, 11.031749, 12.305065, 12.745297, 12.474465, 12.78944 ,\n",
" 11.116999, 12.473881, 12.214094, 8.251854, 12.486327, 12.196962,\n",
" 7.055665, 12.891929, 12.825294, 8.046945, 12.740107, 9.798116])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:product_uri</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U65</div><div class='xr-var-preview xr-preview'>&#x27;S2A_MSIL2A_20160208T190542_N030...</div><input id='attrs-d99cb6af-3dc9-4cdd-b62f-ffeea8c648e5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d99cb6af-3dc9-4cdd-b62f-ffeea8c648e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7befe156-b89e-4e1a-8895-8d9596a4e857' class='xr-var-data-in' type='checkbox'><label for='data-7befe156-b89e-4e1a-8895-8d9596a4e857' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_MSIL2A_20160208T190542_N0300_R013_T10TET_20210528T041016.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160408T190302_N0212_R013_T10TET_20210211T023334.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160421T191022_N0212_R056_T10TET_20210211T052628.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160720T190922_N0212_R056_T10TET_20210212T062705.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160727T185922_N0212_R013_T10TET_20210212T083544.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160816T185922_N0212_R013_T10TET_20210212T150059.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160829T190912_N0212_R056_T10TET_20210212T192817.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20160925T190122_N0212_R013_T10TET_20210213T043555.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20161207T191802_N0212_R056_T10TET_20210213T184712.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170103T190802_N0300_R013_T10TET_20210529T144102.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170106T191751_N0300_R056_T10TET_20210530T001658.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170523T185921_N0212_R013_T10TET_20210209T173835.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170605T190921_N0212_R056_T10TET_20210209T204522.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170625T190911_N0212_R056_T10TET_20210210T014052.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170702T185921_N0212_R013_T10TET_20210210T034922.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170715T190911_N0212_R056_T10TET_20210210T092242.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170722T185921_N0212_R013_T10TET_20210210T124653.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20170730T190909_N0212_R056_T10TET_20210210T170310.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20170804T190921_N0212_R056_T10TET_20210210T192103.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20170806T185919_N0212_R013_T10TET_20210210T204526.SAFE&#x27;,\n",
"...\n",
" &#x27;S2A_MSIL2A_20200805T185921_N0212_R013_T10TET_20201025T023207.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200810T185919_N0212_R013_T10TET_20200814T140814.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200813T190919_N0212_R056_T10TET_20201025T101153.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20200815T185921_N0212_R013_T10TET_20200818T093648.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200823T190919_N0212_R056_T10TET_20200918T171910.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20200825T185921_N0212_R013_T10TET_20200827T175050.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20200828T190921_N0212_R056_T10TET_20200907T112416.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200830T185919_N0212_R013_T10TET_20200907T164839.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200902T190919_N0212_R056_T10TET_20200907T231347.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20200904T185921_N0212_R013_T10TET_20200908T004502.SAFE&#x27;,\n",
" &#x27;S2A_MSIL2A_20200907T190931_N0212_R056_T10TET_20200911T172006.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200909T185929_N0212_R013_T10TET_20200911T225318.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20200929T190109_N0212_R013_T10TET_20201001T085751.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201002T191229_N0212_R056_T10TET_20201004T193349.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201101T191539_N0212_R056_T10TET_20201102T211503.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201108T190619_N0212_R013_T10TET_20201109T194251.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201121T191719_N0212_R056_T10TET_20201123T062421.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201201T191749_N0212_R056_T10TET_20201203T103951.SAFE&#x27;,\n",
" &#x27;S2B_MSIL2A_20201228T190809_N0212_R013_T10TET_20210113T180911.SAFE&#x27;],\n",
" dtype=&#x27;&lt;U65&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:vegetation_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.52 72.65 56.11 ... 47.51 32.16</div><input id='attrs-b83a8974-3e82-4a77-8bdd-54634e0f49f1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b83a8974-3e82-4a77-8bdd-54634e0f49f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3ce86ec-3437-425c-9659-21041f31d7c6' class='xr-var-data-in' type='checkbox'><label for='data-e3ce86ec-3437-425c-9659-21041f31d7c6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([46.515167, 72.653878, 56.114304, 55.50977 , 76.617217, 72.334498,\n",
" 73.584998, 55.149132, 39.42329 , 32.658413, 36.68566 , 76.602352,\n",
" 74.018842, 65.79327 , 63.618165, 73.242867, 70.135695, 64.514399,\n",
" 72.826201, 41.439322, 49.738026, 51.144123, 73.62029 , 64.977741,\n",
" 72.338444, 72.624582, 72.384769, 55.00198 , 66.142112, 43.985283,\n",
" 31.907746, 43.331501, 25.246242, 60.282832, 20.04838 , 70.864141,\n",
" 72.43343 , 76.103616, 75.695235, 54.707289, 72.487032, 76.252085,\n",
" 76.350045, 72.362751, 75.191784, 74.972922, 74.309689, 74.402487,\n",
" 71.297574, 71.319228, 71.295893, 71.853918, 51.648289, 45.058492,\n",
" 35.183391, 61.564267, 70.857608, 62.990016, 73.801088, 72.592223,\n",
" 70.764112, 56.994951, 58.508086, 52.176237, 18.280508, 50.980413,\n",
" 19.33676 , 48.060387, 29.892454, 38.932267, 50.91905 , 56.474954,\n",
" 29.578462, 61.694038, 60.521543, 45.749921, 47.310326, 59.871876,\n",
" 72.44454 , 70.826679, 56.827962, 58.99632 , 72.833282, 64.058822,\n",
" 69.194925, 67.082822, 73.46614 , 76.101834, 72.60564 , 75.747275,\n",
" 74.878979, 74.835002, 72.732955, 65.148211, 74.875361, 55.914927,\n",
" 56.863332, 73.250502, 68.046623, 65.941983, 62.176001, 50.325513,\n",
" 32.280433, 55.795294, 67.092711, 53.03815 , 53.186488, 70.413566,\n",
" 60.27838 , 75.389236, 67.789984, 74.4048 , 73.603088, 68.675959,\n",
" 72.683269, 76.473564, 77.052945, 76.423806, 70.652926, 73.470461,\n",
" 75.761062, 66.351765, 75.416315, 74.643224, 73.5847 , 74.396992,\n",
" 71.554184, 66.638041, 70.813137, 62.234098, 72.071505, 74.461645,\n",
" 60.075766, 70.821804, 60.614246, 36.894995, 47.506449, 32.162049])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datatake_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U34</div><div class='xr-var-preview xr-preview'>&#x27;GS2A_20160208T190542_003299_N03...</div><input id='attrs-6fc1d0b8-45af-4220-bf5b-7243dc94c57d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6fc1d0b8-45af-4220-bf5b-7243dc94c57d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8831bcf-588a-4e3a-a081-72166b16b470' class='xr-var-data-in' type='checkbox'><label for='data-a8831bcf-588a-4e3a-a081-72166b16b470' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;GS2A_20160208T190542_003299_N03.00&#x27;,\n",
" &#x27;GS2A_20160408T190302_004157_N02.12&#x27;,\n",
" &#x27;GS2A_20160421T191022_004343_N02.12&#x27;,\n",
" &#x27;GS2A_20160720T190922_005630_N02.12&#x27;,\n",
" &#x27;GS2A_20160727T185922_005730_N02.12&#x27;,\n",
" &#x27;GS2A_20160816T185922_006016_N02.12&#x27;,\n",
" &#x27;GS2A_20160829T190912_006202_N02.12&#x27;,\n",
" &#x27;GS2A_20160925T190122_006588_N02.12&#x27;,\n",
" &#x27;GS2A_20161207T191802_007632_N02.12&#x27;,\n",
" &#x27;GS2A_20170103T190802_008018_N03.00&#x27;,\n",
" &#x27;GS2A_20170106T191751_008061_N03.00&#x27;,\n",
" &#x27;GS2A_20170523T185921_010020_N02.12&#x27;,\n",
" &#x27;GS2A_20170605T190921_010206_N02.12&#x27;,\n",
" &#x27;GS2A_20170625T190911_010492_N02.12&#x27;,\n",
" &#x27;GS2A_20170702T185921_010592_N02.12&#x27;,\n",
" &#x27;GS2A_20170715T190911_010778_N02.12&#x27;,\n",
" &#x27;GS2A_20170722T185921_010878_N02.12&#x27;,\n",
" &#x27;GS2B_20170730T190909_002084_N02.12&#x27;,\n",
" &#x27;GS2A_20170804T190921_011064_N02.12&#x27;,\n",
" &#x27;GS2B_20170806T185919_002184_N02.12&#x27;,\n",
"...\n",
" &#x27;GS2B_20200731T185919_017771_N02.12&#x27;,\n",
" &#x27;GS2A_20200805T185921_026751_N02.12&#x27;,\n",
" &#x27;GS2B_20200810T185919_017914_N02.12&#x27;,\n",
" &#x27;GS2B_20200813T190919_017957_N02.12&#x27;,\n",
" &#x27;GS2A_20200815T185921_026894_N02.12&#x27;,\n",
" &#x27;GS2B_20200823T190919_018100_N02.12&#x27;,\n",
" &#x27;GS2A_20200825T185921_027037_N02.12&#x27;,\n",
" &#x27;GS2A_20200828T190921_027080_N02.12&#x27;,\n",
" &#x27;GS2B_20200830T185919_018200_N02.12&#x27;,\n",
" &#x27;GS2B_20200902T190919_018243_N02.12&#x27;,\n",
" &#x27;GS2A_20200904T185921_027180_N02.12&#x27;,\n",
" &#x27;GS2A_20200907T190931_027223_N02.12&#x27;,\n",
" &#x27;GS2B_20200909T185929_018343_N02.12&#x27;,\n",
" &#x27;GS2B_20200929T190109_018629_N02.12&#x27;,\n",
" &#x27;GS2B_20201002T191229_018672_N02.12&#x27;,\n",
" &#x27;GS2B_20201101T191539_019101_N02.12&#x27;,\n",
" &#x27;GS2B_20201108T190619_019201_N02.12&#x27;,\n",
" &#x27;GS2B_20201121T191719_019387_N02.12&#x27;,\n",
" &#x27;GS2B_20201201T191749_019530_N02.12&#x27;,\n",
" &#x27;GS2B_20201228T190809_019916_N02.12&#x27;], dtype=&#x27;&lt;U34&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:snow_ice_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.562 2.935 0.8289 ... 1.234 1.404</div><input id='attrs-d6b8fddc-053e-475b-9d93-f0f013aa75bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d6b8fddc-053e-475b-9d93-f0f013aa75bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-558a5a5f-f454-4e8f-87be-f07a85cc22c8' class='xr-var-data-in' type='checkbox'><label for='data-558a5a5f-f454-4e8f-87be-f07a85cc22c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([2.561623e+00, 2.935074e+00, 8.289340e-01, 3.497380e-01,\n",
" 4.520910e-01, 3.260660e-01, 1.973110e-01, 2.334350e-01,\n",
" 5.331167e+00, 7.609898e+00, 4.310875e+00, 2.902307e+00,\n",
" 1.758357e+00, 1.143739e+00, 9.964520e-01, 4.215210e-01,\n",
" 4.347970e-01, 3.375720e-01, 3.143250e-01, 3.512370e-01,\n",
" 2.352250e-01, 2.352190e-01, 2.240190e-01, 1.631290e-01,\n",
" 2.410480e-01, 6.915780e-01, 4.986970e-01, 8.848900e-01,\n",
" 4.075440e-01, 1.286891e+00, 1.416255e+00, 1.345717e+00,\n",
" 2.942364e+00, 1.500574e+00, 2.172507e+01, 3.594983e+00,\n",
" 3.124473e+00, 2.676444e+00, 1.954620e+00, 1.397154e+00,\n",
" 8.424650e-01, 6.506430e-01, 5.473400e-01, 4.208240e-01,\n",
" 4.483180e-01, 3.720850e-01, 3.005280e-01, 3.332890e-01,\n",
" 3.108090e-01, 1.946720e-01, 2.505490e-01, 2.174080e-01,\n",
" 1.814380e-01, 1.669520e-01, 2.383370e-01, 1.141760e-01,\n",
" 1.121850e-01, 3.243810e-01, 1.390430e-01, 1.996130e-01,\n",
" 2.054970e-01, 1.115610e-01, 4.395190e-01, 4.881470e-01,\n",
" 8.789977e+00, 1.169355e+00, 2.187814e+00, 1.393376e+00,\n",
" 1.161350e+00, 6.010298e+00, 5.767725e+00, 6.543998e+00,\n",
" 7.356995e+00, 4.929717e+00, 4.370968e+00, 2.417755e+00,\n",
" 1.710314e+00, 1.595673e+00, 2.139083e+00, 1.987419e+00,\n",
" 2.129017e+00, 1.647922e+00, 1.640531e+00, 1.165907e+00,\n",
" 1.464468e+00, 1.127621e+00, 4.602230e-01, 3.644800e-01,\n",
" 2.704450e-01, 3.115450e-01, 2.808620e-01, 2.331520e-01,\n",
" 1.123000e-03, 1.765860e-01, 1.371780e-01, 6.144000e-02,\n",
" 5.722000e-01, 1.832812e+00, 5.600660e-01, 7.649290e-01,\n",
" 4.947700e-01, 1.746550e+00, 2.910049e+00, 2.682839e+00,\n",
" 3.400012e+00, 3.716356e+00, 2.641043e+00, 3.693281e+00,\n",
" 1.935848e+00, 2.990392e+00, 1.988950e+00, 2.321871e+00,\n",
" 1.323742e+00, 7.996680e-01, 6.559010e-01, 6.308410e-01,\n",
" 5.456800e-01, 3.923740e-01, 4.282970e-01, 3.572250e-01,\n",
" 3.313750e-01, 2.791970e-01, 2.912670e-01, 2.105150e-01,\n",
" 2.310540e-01, 1.831320e-01, 2.031650e-01, 1.506680e-01,\n",
" 1.837670e-01, 1.550320e-01, 1.307650e-01, 2.540270e-01,\n",
" 1.846100e-01, 1.640270e-01, 1.587358e+00, 1.279200e+00,\n",
" 1.234377e+00, 1.404385e+00])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32610</div><input id='attrs-14e0c3fc-6c6b-4d67-8c69-48fc05f25c64' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-14e0c3fc-6c6b-4d67-8c69-48fc05f25c64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ae888c5-2bb6-4917-8751-735a95f4e9f3' class='xr-var-data-in' type='checkbox'><label for='data-7ae888c5-2bb6-4917-8751-735a95f4e9f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32610)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:product_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;S2MSI2A&#x27;</div><input id='attrs-49715903-580c-432e-93bf-1f4c2caa0160' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-49715903-580c-432e-93bf-1f4c2caa0160' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df6f75bf-b459-4f90-8bfa-3902ca4bb455' class='xr-var-data-in' type='checkbox'><label for='data-df6f75bf-b459-4f90-8bfa-3902ca4bb455' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;S2MSI2A&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>constellation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;Sentinel 2&#x27;</div><input id='attrs-6960dbfe-b99f-4479-bb88-212d810d82b2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6960dbfe-b99f-4479-bb88-212d810d82b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3694dc3c-80b0-490d-b71c-8ad2694eeda3' class='xr-var-data-in' type='checkbox'><label for='data-3694dc3c-80b0-490d-b71c-8ad2694eeda3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Sentinel 2&#x27;, dtype=&#x27;&lt;U10&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>platform</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U11</div><div class='xr-var-preview xr-preview'>&#x27;Sentinel-2A&#x27; ... &#x27;Sentinel-2B&#x27;</div><input id='attrs-78085e15-cfe2-418e-9ed4-e8bb733a6a3f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78085e15-cfe2-418e-9ed4-e8bb733a6a3f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfcfc966-b0bc-4021-8681-1e9d0ee60c9b' class='xr-var-data-in' type='checkbox'><label for='data-dfcfc966-b0bc-4021-8681-1e9d0ee60c9b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
" &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;], dtype=&#x27;&lt;U11&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:orbit_state</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;descending&#x27; ... &#x27;descending&#x27;</div><input id='attrs-7885bacd-97af-4b5b-bd9c-46277aa9e152' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7885bacd-97af-4b5b-bd9c-46277aa9e152' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbdcd499-6cb9-4f9d-9881-95e68c0b63aa' class='xr-var-data-in' type='checkbox'><label for='data-cbdcd499-6cb9-4f9d-9881-95e68c0b63aa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;ascending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;ascending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;ascending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;, &#x27;descending&#x27;,\n",
" &#x27;descending&#x27;, &#x27;descending&#x27;], dtype=&#x27;&lt;U10&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:shape</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{10980}</div><input id='attrs-b97e8161-f8b4-45d3-8fa8-58fd77bf7dc0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b97e8161-f8b4-45d3-8fa8-58fd77bf7dc0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8983b1fd-54c7-4ba6-bd1d-a1ef77416f92' class='xr-var-data-in' type='checkbox'><label for='data-8983b1fd-54c7-4ba6-bd1d-a1ef77416f92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({10980}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:bbox</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{5190240.0, 609780.0, 499980.0, ...</div><input id='attrs-f92b560c-d9d6-4f07-8df5-e5ed28fbedd0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f92b560c-d9d6-4f07-8df5-e5ed28fbedd0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-296be24d-a6b1-49cf-b289-6d7040b2a9c8' class='xr-var-data-in' type='checkbox'><label for='data-296be24d-a6b1-49cf-b289-6d7040b2a9c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({5190240.0, 609780.0, 499980.0, 5300040.0}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:transform</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{0.0, 5300040.0, 10.0, 499980.0,...</div><input id='attrs-b6276715-5f76-4519-927b-039f9cced11c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b6276715-5f76-4519-927b-039f9cced11c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0cf284a-47de-46a0-a0d7-fda2d77f7a08' class='xr-var-data-in' type='checkbox'><label for='data-a0cf284a-47de-46a0-a0d7-fda2d77f7a08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({0.0, 5300040.0, 10.0, 499980.0, -10.0}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>title</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;Band 4 - Red - 10m&#x27; ... &#x27;Band 2...</div><input id='attrs-e72cb617-285f-4c85-90f1-f727ba6afc36' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e72cb617-285f-4c85-90f1-f727ba6afc36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f98eaa08-cd2d-44c1-b4dc-fb0708450f00' class='xr-var-data-in' type='checkbox'><label for='data-f98eaa08-cd2d-44c1-b4dc-fb0708450f00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Band 4 - Red - 10m&#x27;, &#x27;Band 3 - Green - 10m&#x27;,\n",
" &#x27;Band 2 - Blue - 10m&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gsd</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-3aef277b-4746-492e-a516-d0e4239cf402' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3aef277b-4746-492e-a516-d0e4239cf402' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8889905-5ff4-434e-8473-e5a7a038540b' class='xr-var-data-in' type='checkbox'><label for='data-c8889905-5ff4-434e-8473-e5a7a038540b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>common_name</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;red&#x27; &#x27;green&#x27; &#x27;blue&#x27;</div><input id='attrs-c175e39d-ed33-40a4-879f-d0a5d379008a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c175e39d-ed33-40a4-879f-d0a5d379008a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49e40c8a-3d46-4d95-a109-e769773226b9' class='xr-var-data-in' type='checkbox'><label for='data-49e40c8a-3d46-4d95-a109-e769773226b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;red&#x27;, &#x27;green&#x27;, &#x27;blue&#x27;], dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>center_wavelength</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.665 0.56 0.49</div><input id='attrs-67f0470b-933c-4d70-bff1-4a60084e368d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-67f0470b-933c-4d70-bff1-4a60084e368d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c409fcb-7fe3-4329-b6c8-1502c433cc12' class='xr-var-data-in' type='checkbox'><label for='data-7c409fcb-7fe3-4329-b6c8-1502c433cc12' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.665, 0.56 , 0.49 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>full_width_half_max</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.038 0.045 0.098</div><input id='attrs-c5b0c84f-862d-483e-84df-d957c5e1d874' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c5b0c84f-862d-483e-84df-d957c5e1d874' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ea34e8d-bb80-4262-b338-b625d5376d4e' class='xr-var-data-in' type='checkbox'><label for='data-6ea34e8d-bb80-4262-b338-b625d5376d4e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.038, 0.045, 0.098])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32610</div><input id='attrs-2c88b96f-d8e1-408e-9452-30e3f809cbec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c88b96f-d8e1-408e-9452-30e3f809cbec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72e4c244-07f5-4760-bdd4-8d72e0710cc6' class='xr-var-data-in' type='checkbox'><label for='data-72e4c244-07f5-4760-bdd4-8d72e0710cc6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32610)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e22d40c4-f2b7-4479-bba1-2b94844193e7' class='xr-section-summary-in' type='checkbox' checked><label for='section-e22d40c4-f2b7-4479-bba1-2b94844193e7' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>spec :</span></dt><dd>RasterSpec(epsg=32610, bounds=(499900, 5190200, 609800, 5300100), resolutions_xy=(100, 100))</dd><dt><span>crs :</span></dt><dd>epsg:32610</dd><dt><span>transform :</span></dt><dd>| 100.00, 0.00, 499900.00|\n",
"| 0.00,-100.00, 5300100.00|\n",
"| 0.00, 0.00, 1.00|</dd><dt><span>resolution :</span></dt><dd>100</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray 'stackstac-e32d11c77a40146394b0dfa3152602f0' (time: 138,\n",
" band: 3,\n",
" y: 1099, x: 1099)>\n",
"dask.array<where, shape=(138, 3, 1099, 1099), dtype=float64, chunksize=(1, 1, 1099, 1099), chunktype=numpy.ndarray>\n",
"Coordinates: (12/46)\n",
" * time (time) datetime64[ns] 2016-02-08...\n",
" id (time) <U54 'S2A_MSIL2A_20160208...\n",
" * band (band) <U5 'red' 'green' 'blue'\n",
" * x (x) float64 4.999e+05 ... 6.097e+05\n",
" * y (y) float64 5.3e+06 ... 5.19e+06\n",
" s2:not_vegetated_percentage (time) float64 1.605 ... 1.764\n",
" ... ...\n",
" title (band) <U20 'Band 4 - Red - 10m'...\n",
" gsd float64 10.0\n",
" common_name (band) <U5 'red' 'green' 'blue'\n",
" center_wavelength (band) float64 0.665 0.56 0.49\n",
" full_width_half_max (band) float64 0.038 0.045 0.098\n",
" epsg int64 32610\n",
"Attributes:\n",
" spec: RasterSpec(epsg=32610, bounds=(499900, 5190200, 609800, 5300...\n",
" crs: epsg:32610\n",
" transform: | 100.00, 0.00, 499900.00|\\n| 0.00,-100.00, 5300100.00|\\n| 0...\n",
" resolution: 100"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data = (\n",
" stackstac.stack(\n",
" signed_items,\n",
" assets=[\"B04\", \"B03\", \"B02\"], # red, green, blue\n",
" chunksize=4096,\n",
" resolution=100,\n",
" )\n",
" .where(lambda x: x > 0, other=np.nan) # sentinel-2 uses 0 as nodata\n",
" .assign_coords(band=lambda x: x.common_name.rename(\"band\")) # use common names\n",
")\n",
"data"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Since the data matching our query isn't too large we can persist it in distributed memory. Once in memory, subsequent operations will be much faster."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x576 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"\n",
"fig, ax = plt.subplots(figsize=(8, 8))\n",
"\n",
"ax.set_axis_off()\n",
"image = ms.true_color(*data[-1]).plot.imshow(ax=ax);"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"data = data.persist()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Median composite\n",
"\n",
"Using normal xarray operations, we can [compute the median](http://xarray.pydata.org/en/stable/generated/xarray.DataArray.median.html) over the time dimension. Under the assumption that clouds are transient, the composite shouldn't contain (many) clouds, since they shouldn't be the median pixel value at that point over many images.\n",
"\n",
"This will be computed in parallel on the cluster (make sure to open the Dask Dashboard using the link printed out above)."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"median = data.median(dim=\"time\").compute()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To visualize the data, we'll use xarray-spatial's `true_color` method to convert to red/green/blue values."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"image = ms.true_color(*median) # expects red, green, blue DataArrays"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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