datasets/io-lulc/io-lulc-annual-v02-example.ipynb

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    "## Accessing Esri 10m Land Use/Land Cover (9-class) v2 data with the Planetary Computer STAC API\n",
    "\n",
    "This dataset contains global estimates of 9-class land use/land cover for 2017 - 2022, derived from ESA Sentinel-2 imagery at 10m resolution. In this notebook, we'll demonstrate how to access and work with this data through the Planetary Computer."
   ]
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    "### Environment setup\n",
    "\n",
    "This notebook works with or without an API key, but you will be given more permissive access to the data with an API key.\n",
    "The [Planetary Computer Hub](https://planetarycomputer.microsoft.com/compute) is pre-configured to use your API key."
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    "import dask.distributed\n",
    "from matplotlib.colors import ListedColormap\n",
    "import pystac_client\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import planetary_computer\n",
    "import rasterio\n",
    "import rasterio.features\n",
    "import stackstac\n",
    "\n",
    "# Set the environment variable PC_SDK_SUBSCRIPTION_KEY, or set it here.\n",
    "# The Hub sets PC_SDK_SUBSCRIPTION_KEY automatically.\n",
    "# pc.settings.set_subscription_key(<YOUR API Key>)"
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    "### Data access\n",
    "\n",
    "The datasets hosted by the Planetary Computer are available from [Azure Blob Storage](https://docs.microsoft.com/en-us/azure/storage/blobs/). We'll use [pystac-client](https://pystac-client.readthedocs.io/) to search the Planetary Computer's [STAC API](https://planetarycomputer.microsoft.com/api/stac/v1/docs) for the subset of the data that we care about, and then we'll load the data directly from Azure Blob Storage. We'll specify a `modifier` so that we can access the data stored in the Planetary Computer's private Blob Storage Containers. See [Reading from the STAC API](https://planetarycomputer.microsoft.com/docs/quickstarts/reading-stac/) and [Using tokens for data access](https://planetarycomputer.microsoft.com/docs/concepts/sas/) for more."
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    "catalog = pystac_client.Client.open(\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n",
    "    modifier=planetary_computer.sign_inplace,\n",
    ")"
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    "### Select a region and find data items\n",
    "\n",
    "We'll pick an area in Thailand and use the STAC API to find what data items are available."
   ]
  },
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   "execution_count": 3,
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     "text": [
      "Returned 6 Items\n"
     ]
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    "bbox_of_interest = [100.0868, 13.7554, 100.3354, 13.986]\n",
    "search = catalog.search(collections=[\"io-lulc-annual-v02\"], bbox=bbox_of_interest)\n",
    "\n",
    "items = search.item_collection()\n",
    "print(f\"Returned {len(items)} Items\")"
   ]
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    "We found several items that intersect with our area of interest, one per year.\n",
    "\n",
    "We'll use the [stackstac](https://stackstac.readthedocs.io/en/latest/) library to read all of these into a single `xarray.DataArray`."
   ]
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      "/home/gustavo/code/PlanetaryComputerExamples/.venv/lib/python3.10/site-packages/stackstac/prepare.py:408: UserWarning: The argument 'infer_datetime_format' is deprecated and will be removed in a future version. A strict version of it is now the default, see https://pandas.pydata.org/pdeps/0004-consistent-to-datetime-parsing.html. You can safely remove this argument.\n",
      "  times = pd.to_datetime(\n"
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       "    crs:         epsg:32647\n",
       "    transform:   | 10.00, 0.00, 617370.00|\\n| 0.00,-10.00, 1546590.00|\\n| 0.0...\n",
       "    resolution:  10.0</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-ef2ebe046af83bb81fb05d1df2cd9835'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 6</li><li><span class='xr-has-index'>band</span>: 1</li><li><span class='xr-has-index'>y</span>: 2565</li><li><span class='xr-has-index'>x</span>: 2701</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-cbbad2ff-8974-41a6-80b3-e974a4a621a6' class='xr-array-in' type='checkbox' checked><label for='section-cbbad2ff-8974-41a6-80b3-e974a4a621a6' 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, 1024, 1024), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 39.64 MiB </td>\n",
       "                        <td> 1.00 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (6, 1, 2565, 2701) </td>\n",
       "                        <td> (1, 1, 1024, 1024) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 54 chunks in 4 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> uint8 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"374\" height=\"178\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "\n",
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       "  <line x1=\"109\" y1=\"14\" x2=\"109\" y2=\"128\" style=\"stroke-width:2\" />\n",
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       "  <line x1=\"229\" y1=\"14\" x2=\"229\" y2=\"128\" style=\"stroke-width:2\" />\n",
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       "  <!-- Text -->\n",
       "  <text x=\"169.948598\" y=\"148.906391\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >2701</text>\n",
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       "  <text x=\"92.474299\" y=\"141.432092\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,92.474299,141.432092)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-def15718-405d-4302-9615-71f0b64539ae' class='xr-section-summary-in' type='checkbox'  checked><label for='section-def15718-405d-4302-9615-71f0b64539ae' class='xr-section-summary' >Coordinates: <span>(15)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;47P-2017&#x27; ... &#x27;47P-2022&#x27;</div><input id='attrs-44f82e6d-ef35-448e-b955-d4ba4ed66ecd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-44f82e6d-ef35-448e-b955-d4ba4ed66ecd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e969686-1a93-4e3e-acf6-e88b8856a344' class='xr-var-data-in' type='checkbox'><label for='data-9e969686-1a93-4e3e-acf6-e88b8856a344' 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;47P-2017&#x27;, &#x27;47P-2018&#x27;, &#x27;47P-2019&#x27;, &#x27;47P-2020&#x27;, &#x27;47P-2021&#x27;,\n",
       "       &#x27;47P-2022&#x27;], dtype=&#x27;&lt;U8&#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;U4</div><div class='xr-var-preview xr-preview'>&#x27;data&#x27;</div><input id='attrs-042691a5-e25b-4a91-9331-45fb805d1301' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-042691a5-e25b-4a91-9331-45fb805d1301' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-242cb17b-2afb-445d-8802-1e4887324f80' class='xr-var-data-in' type='checkbox'><label for='data-242cb17b-2afb-445d-8802-1e4887324f80' 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;data&#x27;], dtype=&#x27;&lt;U4&#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'>6.174e+05 6.174e+05 ... 6.444e+05</div><input id='attrs-13624b88-2b5d-46d5-9f4f-373fca723c24' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13624b88-2b5d-46d5-9f4f-373fca723c24' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6da6cfd-7a05-4d1d-b725-5f5b8947e317' class='xr-var-data-in' type='checkbox'><label for='data-e6da6cfd-7a05-4d1d-b725-5f5b8947e317' 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([617370., 617380., 617390., ..., 644350., 644360., 644370.])</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'>1.547e+06 1.547e+06 ... 1.521e+06</div><input id='attrs-4fd147bf-20de-456d-80ae-921aef8a8f11' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4fd147bf-20de-456d-80ae-921aef8a8f11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96d8a110-6955-446c-ab30-42b17e07035a' class='xr-var-data-in' type='checkbox'><label for='data-96d8a110-6955-446c-ab30-42b17e07035a' 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([1546590., 1546580., 1546570., ..., 1520970., 1520960., 1520950.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>io:supercell_id</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;47P&#x27;</div><input id='attrs-e892c786-2425-4668-95e5-0afb9fe290bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e892c786-2425-4668-95e5-0afb9fe290bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9789244-8e22-442b-a65a-86df522dafdf' class='xr-var-data-in' type='checkbox'><label for='data-e9789244-8e22-442b-a65a-86df522dafdf' 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;47P&#x27;, dtype=&#x27;&lt;U3&#x27;)</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'>32647</div><input id='attrs-46e44efc-918f-4922-9267-a4a338bce7eb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-46e44efc-918f-4922-9267-a4a338bce7eb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4510e3d-2189-441e-906c-0f0b14b32277' class='xr-var-data-in' type='checkbox'><label for='data-b4510e3d-2189-441e-906c-0f0b14b32277' 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(32647)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2017-01-01T00:00:00Z&#x27; ... &#x27;2022...</div><input id='attrs-728755f1-040d-4ee7-bea1-1e766f7b20f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-728755f1-040d-4ee7-bea1-1e766f7b20f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c9f7a19-4911-4e34-95f5-d12f9184d1c7' class='xr-var-data-in' type='checkbox'><label for='data-4c9f7a19-4911-4e34-95f5-d12f9184d1c7' 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;2017-01-01T00:00:00Z&#x27;, &#x27;2018-01-01T00:00:00Z&#x27;,\n",
       "       &#x27;2019-01-01T00:00:00Z&#x27;, &#x27;2020-01-01T00:00:00Z&#x27;,\n",
       "       &#x27;2021-01-01T00:00:00Z&#x27;, &#x27;2022-01-01T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2018-01-01T00:00:00Z&#x27; ... &#x27;2023...</div><input id='attrs-bdb388ff-d0bd-4e46-b15c-7140250d2c6b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bdb388ff-d0bd-4e46-b15c-7140250d2c6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7bb24cdc-999c-4674-bfeb-2e24fa194db1' class='xr-var-data-in' type='checkbox'><label for='data-7bb24cdc-999c-4674-bfeb-2e24fa194db1' 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;2018-01-01T00:00:00Z&#x27;, &#x27;2019-01-01T00:00:00Z&#x27;,\n",
       "       &#x27;2020-01-01T00:00:00Z&#x27;, &#x27;2021-01-01T00:00:00Z&#x27;,\n",
       "       &#x27;2022-01-01T00:00:00Z&#x27;, &#x27;2023-01-01T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</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'>{1771250.0, 169260.0, 830740.0, ...</div><input id='attrs-6c467b02-9d3d-4d70-b649-52ee1dec90f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6c467b02-9d3d-4d70-b649-52ee1dec90f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e84c80ad-288d-43a3-80d2-36f49b1bc725' class='xr-var-data-in' type='checkbox'><label for='data-e84c80ad-288d-43a3-80d2-36f49b1bc725' 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({1771250.0, 169260.0, 830740.0, 884300.0}, dtype=object)</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'>{66148, 88695}</div><input id='attrs-cc8f9ea3-2b10-46bd-8010-fd4f014dccb7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc8f9ea3-2b10-46bd-8010-fd4f014dccb7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-718307ae-86e9-4724-a842-f9d0e61649df' class='xr-var-data-in' type='checkbox'><label for='data-718307ae-86e9-4724-a842-f9d0e61649df' 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({66148, 88695}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>io:tile_id</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;47P&#x27;</div><input id='attrs-46f4d157-2da1-4fef-ae22-79294af644b0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-46f4d157-2da1-4fef-ae22-79294af644b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca166c90-0175-4813-bd45-119afb0e354e' class='xr-var-data-in' type='checkbox'><label for='data-ca166c90-0175-4813-bd45-119afb0e354e' 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;47P&#x27;, dtype=&#x27;&lt;U3&#x27;)</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, 10.0, 169260.0, 1771250.0,...</div><input id='attrs-ba715734-7a34-4fb8-bd49-247ad0edfa2f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ba715734-7a34-4fb8-bd49-247ad0edfa2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60b5b3a0-49dd-4569-8025-32f36dd2409a' class='xr-var-data-in' type='checkbox'><label for='data-60b5b3a0-49dd-4569-8025-32f36dd2409a' 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, 10.0, 169260.0, 1771250.0, -10.0}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>raster:bands</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{&#x27;nodata&#x27;: 0, &#x27;spatial_resolutio...</div><input id='attrs-2f84a313-ea0f-471f-ae6a-0d2d289df758' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f84a313-ea0f-471f-ae6a-0d2d289df758' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-978705fb-e9f0-45b6-9dea-2b3d2e5fd00a' class='xr-var-data-in' type='checkbox'><label for='data-978705fb-e9f0-45b6-9dea-2b3d2e5fd00a' 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;nodata&#x27;: 0, &#x27;spatial_resolution&#x27;: 10}, dtype=object)</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'>32647</div><input id='attrs-9d5b46c7-52e0-4514-8a58-04bfc57c8003' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9d5b46c7-52e0-4514-8a58-04bfc57c8003' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0be9c5e5-cde3-408a-bbdf-a63f049785a1' class='xr-var-data-in' type='checkbox'><label for='data-0be9c5e5-cde3-408a-bbdf-a63f049785a1' 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(32647)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2017-01-01 ... 2022-01-01</div><input id='attrs-db9c0a1b-965f-4e8d-80e1-0e5a3e8f1629' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-db9c0a1b-965f-4e8d-80e1-0e5a3e8f1629' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f959da0-5684-4e29-9bf9-f9e04fd545ae' class='xr-var-data-in' type='checkbox'><label for='data-1f959da0-5684-4e29-9bf9-f9e04fd545ae' 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;2017-01-01T00:00:00.000000000&#x27;, &#x27;2018-01-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-01-01T00:00:00.000000000&#x27;, &#x27;2022-01-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fcfddd50-236b-4bd9-986d-600d66e70451' class='xr-section-summary-in' type='checkbox'  ><label for='section-fcfddd50-236b-4bd9-986d-600d66e70451' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>band</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c48052b8-55f6-447a-b188-8742dae2d2ba' class='xr-index-data-in' type='checkbox'/><label for='index-c48052b8-55f6-447a-b188-8742dae2d2ba' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;data&#x27;], dtype=&#x27;object&#x27;, name=&#x27;band&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-730d9557-c9da-4a39-a853-610b352988d3' class='xr-index-data-in' type='checkbox'/><label for='index-730d9557-c9da-4a39-a853-610b352988d3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([617370.0, 617380.0, 617390.0, 617400.0, 617410.0, 617420.0, 617430.0,\n",
       "       617440.0, 617450.0, 617460.0,\n",
       "       ...\n",
       "       644280.0, 644290.0, 644300.0, 644310.0, 644320.0, 644330.0, 644340.0,\n",
       "       644350.0, 644360.0, 644370.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=2701))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e2b0f174-dc53-44d4-879b-3a8cb55f61cf' class='xr-index-data-in' type='checkbox'/><label for='index-e2b0f174-dc53-44d4-879b-3a8cb55f61cf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1546590.0, 1546580.0, 1546570.0, 1546560.0, 1546550.0, 1546540.0,\n",
       "       1546530.0, 1546520.0, 1546510.0, 1546500.0,\n",
       "       ...\n",
       "       1521040.0, 1521030.0, 1521020.0, 1521010.0, 1521000.0, 1520990.0,\n",
       "       1520980.0, 1520970.0, 1520960.0, 1520950.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=2565))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5765a853-a8ff-4e16-ad9b-259035c4361c' class='xr-index-data-in' type='checkbox'/><label for='index-5765a853-a8ff-4e16-ad9b-259035c4361c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2017-01-01&#x27;, &#x27;2018-01-01&#x27;, &#x27;2019-01-01&#x27;, &#x27;2020-01-01&#x27;,\n",
       "               &#x27;2021-01-01&#x27;, &#x27;2022-01-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f4b2ebe7-ce5b-4dd0-af63-87fa04eaa425' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f4b2ebe7-ce5b-4dd0-af63-87fa04eaa425' 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=32647, bounds=(617370.0, 1520940.0, 644380.0, 1546590.0), resolutions_xy=(10.0, 10.0))</dd><dt><span>crs :</span></dt><dd>epsg:32647</dd><dt><span>transform :</span></dt><dd>| 10.00, 0.00, 617370.00|\n",
       "| 0.00,-10.00, 1546590.00|\n",
       "| 0.00, 0.00, 1.00|</dd><dt><span>resolution :</span></dt><dd>10.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'stackstac-ef2ebe046af83bb81fb05d1df2cd9835' (time: 6,\n",
       "                                                                band: 1,\n",
       "                                                                y: 2565, x: 2701)>\n",
       "dask.array<getitem, shape=(6, 1, 2565, 2701), dtype=uint8, chunksize=(1, 1, 1024, 1024), chunktype=numpy.ndarray>\n",
       "Coordinates: (12/15)\n",
       "    id               (time) <U8 '47P-2017' '47P-2018' ... '47P-2021' '47P-2022'\n",
       "  * band             (band) <U4 'data'\n",
       "  * x                (x) float64 6.174e+05 6.174e+05 ... 6.444e+05 6.444e+05\n",
       "  * y                (y) float64 1.547e+06 1.547e+06 ... 1.521e+06 1.521e+06\n",
       "    io:supercell_id  <U3 '47P'\n",
       "    proj:epsg        int64 32647\n",
       "    ...               ...\n",
       "    proj:shape       object {66148, 88695}\n",
       "    io:tile_id       <U3 '47P'\n",
       "    proj:transform   object {0.0, 10.0, 169260.0, 1771250.0, -10.0}\n",
       "    raster:bands     object {'nodata': 0, 'spatial_resolution': 10}\n",
       "    epsg             int64 32647\n",
       "  * time             (time) datetime64[ns] 2017-01-01 2018-01-01 ... 2022-01-01\n",
       "Attributes:\n",
       "    spec:        RasterSpec(epsg=32647, bounds=(617370.0, 1520940.0, 644380.0...\n",
       "    crs:         epsg:32647\n",
       "    transform:   | 10.00, 0.00, 617370.00|\\n| 0.00,-10.00, 1546590.00|\\n| 0.0...\n",
       "    resolution:  10.0"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# The STAC metadata contains some information we'll want to use when creating\n",
    "# our merged dataset. Get the EPSG code of the first item and the nodata value.\n",
    "item = items[0]\n",
    "\n",
    "# Create a single DataArray from out multiple resutls with the corresponding\n",
    "# rasters projected to a single CRS. Note that we set the dtype to ubyte, which\n",
    "# matches our data, since stackstac will use float64 by default.\n",
    "stack = (\n",
    "    stackstac.stack(\n",
    "        items,\n",
    "        dtype=np.ubyte,\n",
    "        fill_value=255,\n",
    "        bounds_latlon=bbox_of_interest,\n",
    "        sortby_date=False,\n",
    "    )\n",
    "    .assign_coords(\n",
    "        time=pd.to_datetime([item.properties[\"start_datetime\"] for item in items])\n",
    "        .tz_convert(None)\n",
    "        .to_numpy()\n",
    "    )\n",
    "    .sortby(\"time\")\n",
    ")\n",
    "\n",
    "stack"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2c8b22c9-9260-48af-8dc9-bb46fb531673",
   "metadata": {},
   "source": [
    "Start up a local Dask cluster to allow us to do parallel reads. Use the following URL to open a dashboard in the Hub's Dask Extension. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2161565e-163c-4996-a5cd-0c6b14390eee",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/proxy/8787/status\n"
     ]
    }
   ],
   "source": [
    "client = dask.distributed.Client(processes=False)\n",
    "print(f\"/proxy/{client.scheduler_info()['services']['dashboard']}/status\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a0e8e4e2-c477-4a43-885e-59fc1f5a86fb",
   "metadata": {},
   "source": [
    "### Mosaic and clip the raster\n",
    "\n",
    "So far, we haven't read in any data. Stackstac has used the STAC metadata to construct a DataArray that will contain our Item data. Let's mosaic the rasters across the `time` dimension (remember, they're all from a single synthesized \"time\") and drop the single `band` dimension. Finally, we ask Dask to read the actual data by calling `.compute()`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5108587f-10d1-4b52-9861-3aeb161bce46",
   "metadata": {},
   "outputs": [],
   "source": [
    "merged = stack.squeeze().compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5f31c78-fe4d-4b0d-bdcb-0289abc7e860",
   "metadata": {},
   "source": [
    "Now a quick plot to check that we've got the data we want."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "534e9b80-3c86-4029-a236-14653df64333",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_137485/2678481176.py:2: DeprecationWarning: self.axes is deprecated since 2022.11 in order to align with matplotlibs plt.subplots, use self.axs instead.\n",
      "  for ax in g.axes.flat:\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1900x300 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g = merged.plot(col=\"time\")\n",
    "for ax in g.axes.flat:\n",
    "    ax.set_axis_off()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc3c5100-12f2-4488-a19a-cc174efeee6e",
   "metadata": {},
   "source": [
    "It looks good, but it doesn't look like a land cover map. The source GeoTIFFs contain a colormap and the STAC metadata contains the class names. We'll open one of the source files just to read this metadata and construct the right colors and names for our plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "94b19cb8-bfe1-47fb-bdcf-676c62057ab0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'No Data': 0,\n",
       " 'Water': 1,\n",
       " 'Trees': 2,\n",
       " 'Flooded vegetation': 4,\n",
       " 'Crops': 5,\n",
       " 'Built area': 7,\n",
       " 'Bare ground': 8,\n",
       " 'Snow/ice': 9,\n",
       " 'Clouds': 10,\n",
       " 'Rangeland': 11}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pystac.extensions.item_assets import ItemAssetsExtension\n",
    "\n",
    "collection = catalog.get_collection(\"io-lulc-9-class\")\n",
    "ia = ItemAssetsExtension.ext(collection)\n",
    "\n",
    "x = ia.item_assets[\"data\"]\n",
    "class_names = {x[\"summary\"]: x[\"values\"][0] for x in x.properties[\"file:values\"]}\n",
    "values_to_classes = {v: k for k, v in class_names.items()}\n",
    "class_count = len(class_names)\n",
    "class_names"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "dc1de1fd-ecd8-48d0-b378-d33abb81b154",
   "metadata": {},
   "outputs": [],
   "source": [
    "with rasterio.open(item.assets[\"data\"].href) as src:\n",
    "    colormap_def = src.colormap(1)  # get metadata colormap for band 1\n",
    "    colormap = [\n",
    "        np.array(colormap_def[i]) / 255 for i in range(max(class_names.values()) + 1)\n",
    "    ]  # transform to matplotlib color format\n",
    "\n",
    "cmap = ListedColormap(colormap)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b9d365ca-a063-4640-a00f-731f340f40d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x600 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "vmin = 0\n",
    "vmax = max(class_names.values()) + 1\n",
    "epsg = merged.epsg.item()\n",
    "\n",
    "p = merged.plot(\n",
    "    subplot_kws=dict(projection=ccrs.epsg(epsg)),\n",
    "    col=\"time\",\n",
    "    transform=ccrs.epsg(epsg),\n",
    "    cmap=cmap,\n",
    "    vmin=vmin,\n",
    "    vmax=vmax,\n",
    "    figsize=(16, 6),\n",
    ")\n",
    "ticks = np.linspace(0.5, vmax - 0.5, vmax - vmin)\n",
    "labels = [values_to_classes.get(i, \"\") for i in range(cmap.N)]\n",
    "p.cbar.set_ticks(ticks, labels=labels)\n",
    "p.cbar.set_label(\"Class\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e742d47e-dda6-4bdf-a441-854f23b3f752",
   "metadata": {},
   "source": [
    "That looks better. Let's also plot a histogram of the pixel values to see the distribution of land cover types within our area of interest. We can reuse the colormap we generated to help tie the two visualizations together."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d777c3f6-f380-40d7-b7b9-3067b8e360a6",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_137485/4112736583.py:4: FutureWarning: pandas.value_counts is deprecated and will be removed in a future version. Use pd.Series(obj).value_counts() instead.\n",
      "  pd.value_counts(merged.data.ravel(), sort=False)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "colors = list(cmap.colors)\n",
    "\n",
    "ax = (\n",
    "    pd.value_counts(merged.data.ravel(), sort=False)\n",
    "    .sort_index()\n",
    "    .reindex(range(cmap.N), fill_value=0)\n",
    "    .rename(values_to_classes)\n",
    "    .plot.barh(color=colors, rot=0, width=0.9)\n",
    ")\n",
    "ax.set(\n",
    "    title=\"Distribution of Land Cover classes\",\n",
    "    ylabel=\"Landcover class\",\n",
    "    xlabel=\"Class count\",\n",
    ");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00280f61-678f-4b7c-b8d0-7729bfce409c",
   "metadata": {},
   "source": [
    "We can make a similar plot per year."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "772505af-f2de-4929-b08a-d2d0c9bf3396",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = merged.stack(pixel=(\"y\", \"x\")).T.to_pandas()\n",
    "\n",
    "counts = (\n",
    "    df.stack()\n",
    "    .rename(\"class\")\n",
    "    .reset_index()\n",
    "    .groupby(\"time\")[\"class\"]\n",
    "    .value_counts()\n",
    "    .nlargest(9)\n",
    "    .rename(\"count\")\n",
    "    .swaplevel()\n",
    "    .sort_index(ascending=False)\n",
    "    .rename(lambda x: x.year, level=\"time\")\n",
    ")\n",
    "\n",
    "colors = cmap(counts.index.get_level_values(\"class\") / cmap.N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1ee17228-67cd-494b-870b-54e7a3e26706",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = counts.rename(values_to_classes, level=\"class\").plot.barh(color=colors, width=0.9)\n",
    "ax.set(xlabel=\"Class count\", title=\"Land Cover distribution per year\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf1bd0df-e2f3-404d-9c7a-107026bb3f78",
   "metadata": {},
   "source": [
    "Finally, we can plot the transitions between years, to show which classes are transitioning to which other classes:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "73125b84-3784-4237-8620-6cf6af74d94c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "\n",
    "by_year = df.groupby(\"2017-01-01\")[\"2018-01-01\"].value_counts()\n",
    "\n",
    "years = by_year.index.levels[0]\n",
    "classes = by_year.index.levels[1]\n",
    "\n",
    "idx = pd.MultiIndex.from_product([years, classes])\n",
    "transitions = by_year.reindex(idx, fill_value=0)\n",
    "by_year[by_year.index.get_level_values(0) == by_year.index.get_level_values(1)] = np.nan\n",
    "\n",
    "transitions = by_year.unstack().rename(\n",
    "    columns=values_to_classes, index=values_to_classes\n",
    ")\n",
    "\n",
    "sns.heatmap(transitions, cmap=\"OrRd\");"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.12"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
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