climate-dt/climate-dt-earthkit-fe-polygon.ipynb

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    "## Polytope Climate-DT Polygon example notebook\n",
    "\n",
    "This notebook shows how to use earthkit-data and earthkit-plots to pull destination-earth data from LUMI and plot it using earthkit-plots.\n",
    "\n",
    "Before running the notebook you need to set up your credentials. See the main readme of this repository for different ways to do this or use the following cells to authenticate.\n",
    "\n",
    "You will need to generate your credentials using the desp-authentication.py script.\n",
    "\n",
    "This can be run as follows:"
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    "%%capture cap\n",
    "%run ../desp-authentication.py"
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    "This will generate a token that can then be used by earthkit and polytope."
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    "output_1 = cap.stdout.split('}\\n')\n",
    "access_token = output_1[-1][0:-1]"
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    "# Requirements\n",
    "To run this notebook install the following:\n",
    "* pip install earthkit-data\n",
    "* pip install earthkit-plots\n",
    "* pip install earthkit-regrid  (Optional for spectral variables)\n",
    "* pip install cf-units         (Optional for unit conversion in maps)\n",
    "\n",
    "If you do not have eccodes installed please install eccodes using conda as it is a dependency of earthkit, or install earthkit via conda\n",
    "\n",
    "* conda install eccodes -c conda-forge\n",
    "* conda install earthkit-data -c conda-forge"
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    "# This request matches multiple parameter of the climate DT\n",
    " \n",
    "import earthkit.data\n",
    "\n",
    "request = {\n",
    "    \"activity\": \"scenariomip\",\n",
    "    \"class\": \"d1\",\n",
    "    \"dataset\": \"climate-dt\",\n",
    "    \"experiment\": \"ssp3-7.0\",\n",
    "    \"generation\": \"1\",\n",
    "    \"levtype\": \"sfc\",\n",
    "    \"date\": \"20210101\",\n",
    "    \"model\": \"ifs-nemo\",\n",
    "    \"expver\": \"0001\",\n",
    "    \"param\": \"167/165\",\n",
    "    \"realization\": \"1\",\n",
    "    \"resolution\": \"high\",\n",
    "    \"stream\": \"clte\",\n",
    "    \"type\": \"fc\",\n",
    "    \"time\": \"0000\",\n",
    "    \"feature\": {\n",
    "        \"type\": \"polygon\",\n",
    "        \"shape\": [[41.870881288,-8.8791360], [41.694339317422646, -8.824238614026456], [40.171924585721314, -8.902386975546364], [38.75694209400925, -9.493088042617785], [38.42424252381525, -9.171674240710018], [38.49907333213173, -8.676525850529856], [37.057269459205145, -8.971873318897366], [37.162874354643776, -7.406745406502978], [38.19776118392036, -6.931663452624974], [38.4280922170291, -7.321584397020473], [39.011852875635526, -6.9787177479519755], [39.66227871551288, -7.5393956904523804], [39.66568774825791, -7.03915852435145], [40.0019453234905, -6.883203763416162], [40.20373392742229, -7.035724907677206], [40.350463990828985, -6.8135246275213035], [41.030499770212515, -6.905947651233703], [41.593647729084154, -6.22847017956974], [41.67712153119277, -6.544984134823352], [41.949682257268876, -6.567927092516641], [41.96960294343674, -7.1747800681640115], [41.88337981339092, -7.196871678410446], [41.81334515396762,-8.156666519264604], [42.14242723772878, -8.205142297350534], [41.870881288,-8.8791360]],\n",
    "    },\n",
    "}\n",
    "\n",
    "ds = earthkit.data.from_source(\"polytope\", \"destination-earth\", request, stream=False, address='polytope.lumi.apps.dte.destination-earth.eu')\n"
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    "ds._json()"
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       "    number:         0\n",
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       "    date:           2021-01-01T00:00:00Z</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-d7436293-2132-40e5-b3cf-80a9fc21ab6f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d7436293-2132-40e5-b3cf-80a9fc21ab6f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>datetimes</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>steps</span>: 1</li><li><span class='xr-has-index'>points</span>: 2244</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3b299d94-017b-4a70-b831-4ad628a4dd23' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3b299d94-017b-4a70-b831-4ad628a4dd23' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetimes</span></div><div class='xr-var-dims'>(datetimes)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2021-01-01T00:00:00Z&#x27;</div><input id='attrs-8b8ee94a-007d-493d-95b2-661456353886' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8b8ee94a-007d-493d-95b2-661456353886' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bffbd763-749d-4623-9de2-471bc9e0d241' class='xr-var-data-in' type='checkbox'><label for='data-bffbd763-749d-4623-9de2-471bc9e0d241' 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;2021-01-01T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-eb5ce6f5-f5cf-44b9-b643-e33bedcb493c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eb5ce6f5-f5cf-44b9-b643-e33bedcb493c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a4063ff-38ea-4abe-b5b2-4b60582b07f9' class='xr-var-data-in' type='checkbox'><label for='data-8a4063ff-38ea-4abe-b5b2-4b60582b07f9' 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 class='xr-has-index'>steps</span></div><div class='xr-var-dims'>(steps)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-6a2532e6-8b55-486c-b414-99c8e6ca67f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6a2532e6-8b55-486c-b414-99c8e6ca67f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b659d0d4-cfae-48bb-acaa-63702683274d' class='xr-var-data-in' type='checkbox'><label for='data-b659d0d4-cfae-48bb-acaa-63702683274d' 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 class='xr-has-index'>points</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 2240 2241 2242 2243</div><input id='attrs-baf12486-a3cc-4d15-90ce-117e15fb704f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-baf12486-a3cc-4d15-90ce-117e15fb704f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcaeb7be-a4bd-4cb1-ba43-caa430979c86' class='xr-var-data-in' type='checkbox'><label for='data-dcaeb7be-a4bd-4cb1-ba43-caa430979c86' 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,    1,    2, ..., 2241, 2242, 2243])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>x</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.08 37.08 37.08 ... 42.06 42.11</div><input id='attrs-c463320b-f6cd-486f-aaa7-836131d50616' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c463320b-f6cd-486f-aaa7-836131d50616' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6696c07d-3a87-4578-b028-84db0846874a' class='xr-var-data-in' type='checkbox'><label for='data-6696c07d-3a87-4578-b028-84db0846874a' 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([37.07533498, 37.07533498, 37.07533498, ..., 42.06042205,\n",
       "       42.06042205, 42.11041433])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>351.1 351.2 351.3 ... 351.7 351.7</div><input id='attrs-89fc38d9-24e3-4fea-8721-fa881e01ae76' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-89fc38d9-24e3-4fea-8721-fa881e01ae76' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b020211-d81c-44d7-8e0b-33756931551e' class='xr-var-data-in' type='checkbox'><label for='data-2b020211-d81c-44d7-8e0b-33756931551e' 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([351.07910156, 351.16699219, 351.25488281, ..., 351.65358194,\n",
       "       351.74190383, 351.73379175])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-01b9efbd-8f52-43a0-a630-b12ea79a63a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-01b9efbd-8f52-43a0-a630-b12ea79a63a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31baa1b4-a716-4728-9300-215717454014' class='xr-var-data-in' type='checkbox'><label for='data-31baa1b4-a716-4728-9300-215717454014' 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., 0., ..., 0., 0., 0.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-97f6f038-0f5a-4f5e-951a-866e79100c9e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-97f6f038-0f5a-4f5e-951a-866e79100c9e' class='xr-section-summary' >Data variables: <span>(2)</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>10u</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.402 1.719 1.3 ... 2.403 1.536</div><input id='attrs-c362fff7-8f43-450b-8074-6a96aaa3d746' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c362fff7-8f43-450b-8074-6a96aaa3d746' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-821f29bd-7078-469c-95e2-7b0a32f47c43' class='xr-var-data-in' type='checkbox'><label for='data-821f29bd-7078-469c-95e2-7b0a32f47c43' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10u</dd></dl></div><div class='xr-var-data'><pre>array([[[[2.40163422, 1.71897125, 1.30012894, ..., 1.09926605,\n",
       "          2.4030838 , 1.5361824 ]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>285.9 285.1 285.6 ... 276.8 278.8</div><input id='attrs-0bbd4d2e-6848-463c-aa53-57e42f9fdcb7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0bbd4d2e-6848-463c-aa53-57e42f9fdcb7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88cda43a-461f-499e-9d43-a018e8648c5e' class='xr-var-data-in' type='checkbox'><label for='data-88cda43a-461f-499e-9d43-a018e8648c5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[285.90908051, 285.06816864, 285.55869293, ..., 279.54198456,\n",
       "          276.76625061, 278.79294586]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1e6113b6-a8ca-4e11-8a4f-0191913fd7d5' class='xr-section-summary-in' type='checkbox'  ><label for='section-1e6113b6-a8ca-4e11-8a4f-0191913fd7d5' 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>datetimes</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1ff44e67-f6ab-4911-8a00-64bb6a537646' class='xr-index-data-in' type='checkbox'/><label for='index-1ff44e67-f6ab-4911-8a00-64bb6a537646' 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;2021-01-01T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetimes&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-83a90eca-626d-4543-9324-ed861415dedc' class='xr-index-data-in' type='checkbox'/><label for='index-83a90eca-626d-4543-9324-ed861415dedc' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>steps</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f03abcbb-cf80-4bb7-b999-3e88077c6d9d' class='xr-index-data-in' type='checkbox'/><label for='index-f03abcbb-cf80-4bb7-b999-3e88077c6d9d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;steps&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>points</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c5c9b829-3d3e-428b-90e3-8b0f3ee2e47c' class='xr-index-data-in' type='checkbox'/><label for='index-c5c9b829-3d3e-428b-90e3-8b0f3ee2e47c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
       "       ...\n",
       "       2234, 2235, 2236, 2237, 2238, 2239, 2240, 2241, 2242, 2243],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=2244))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ef53c73d-1d08-424d-8b72-84fdd730e415' class='xr-section-summary-in' type='checkbox'  ><label for='section-ef53c73d-1d08-424d-8b72-84fdd730e415' class='xr-section-summary' >Attributes: <span>(16)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>activity :</span></dt><dd>scenariomip</dd><dt><span>class :</span></dt><dd>d1</dd><dt><span>dataset :</span></dt><dd>climate-dt</dd><dt><span>Forecast date :</span></dt><dd>2021-01-01T00:00:00Z</dd><dt><span>experiment :</span></dt><dd>ssp3-7.0</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>generation :</span></dt><dd>1</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>model :</span></dt><dd>ifs-nemo</dd><dt><span>realization :</span></dt><dd>1</dd><dt><span>resolution :</span></dt><dd>high</dd><dt><span>stream :</span></dt><dd>clte</dd><dt><span>type :</span></dt><dd>fc</dd><dt><span>number :</span></dt><dd>0</dd><dt><span>step :</span></dt><dd>0</dd><dt><span>date :</span></dt><dd>2021-01-01T00:00:00Z</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 108kB\n",
       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 2244)\n",
       "Coordinates:\n",
       "  * datetimes  (datetimes) <U20 80B '2021-01-01T00:00:00Z'\n",
       "  * number     (number) int64 8B 0\n",
       "  * steps      (steps) int64 8B 0\n",
       "  * points     (points) int64 18kB 0 1 2 3 4 5 ... 2238 2239 2240 2241 2242 2243\n",
       "    x          (points) float64 18kB 37.08 37.08 37.08 ... 42.06 42.06 42.11\n",
       "    y          (points) float64 18kB 351.1 351.2 351.3 ... 351.7 351.7 351.7\n",
       "    z          (points) float64 18kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
       "Data variables:\n",
       "    10u        (datetimes, number, steps, points) float64 18kB 2.402 ... 1.536\n",
       "    2t         (datetimes, number, steps, points) float64 18kB 285.9 ... 278.8\n",
       "Attributes: (12/16)\n",
       "    activity:       scenariomip\n",
       "    class:          d1\n",
       "    dataset:        climate-dt\n",
       "    Forecast date:  2021-01-01T00:00:00Z\n",
       "    experiment:     ssp3-7.0\n",
       "    expver:         0001\n",
       "    ...             ...\n",
       "    resolution:     high\n",
       "    stream:         clte\n",
       "    type:           fc\n",
       "    number:         0\n",
       "    step:           0\n",
       "    date:           2021-01-01T00:00:00Z"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da = ds.to_xarray()\n",
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f12d8515",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "da = ds.to_xarray()\n",
    "import earthkit.plots\n",
    "chart = earthkit.plots.Map(domain=\"Portugal\")\n",
    "chart.point_cloud(da['2t'], x=\"y\", y=\"x\")\n",
    "\n",
    "chart.coastlines()\n",
    "chart.borders()\n",
    "chart.gridlines()\n",
    "\n",
    "chart.title(\"{variable_name} (number={number})\")\n",
    "\n",
    "chart.legend()\n",
    "\n",
    "chart.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5d85d5eb",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "polytope_venv",
   "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": "3.11.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}