nwm-county-groupby.ipynb

{
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   "cell_type": "markdown",
   "id": "af4c7c5c-1445-4085-94cb-b1b08c3bcb27",
   "metadata": {},
   "source": [
    "# National Weather Model County Statistics\n"
   ]
  },
  {
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   "execution_count": 5,
   "id": "fbb53e10-2971-4965-884a-3eaf9bcf12e6",
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     "text": [
      "The watermark extension is already loaded. To reload it, use:\n",
      "  %reload_ext watermark\n",
      "numpy        : 1.23.3\n",
      "xarray       : 2022.9.0\n",
      "pandas       : 1.5.0\n",
      "distributed  : 2022.9.2\n",
      "dask_jobqueue: 0.8.1\n",
      "matplotlib   : 3.6.1\n",
      "flox         : 0.6.2.dev6+gc370b5d\n",
      "sys          : 3.10.6 | packaged by conda-forge | (main, Aug 22 2022, 20:36:39) [GCC 10.4.0]\n",
      "dask         : 2022.9.2\n",
      "json         : 2.0.9\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%load_ext watermark\n",
    "\n",
    "import dask.array\n",
    "import dask_jobqueue\n",
    "import distributed\n",
    "import flox\n",
    "import flox.xarray\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "from distributed import performance_report\n",
    "from distributed.diagnostics.memory_sampler import MemorySampler\n",
    "import utils\n",
    "from functools import partial\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "%watermark -iv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d9e1cad9-9d4e-410a-8d8b-1291bf14df32",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, y: 15360, x: 18432)\n",
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       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * x           (x) float64 -2.304e+06 -2.304e+06 ... 2.304e+06 2.304e+06\n",
       "  * y           (y) float64 1.92e+06 1.92e+06 1.919e+06 ... -1.92e+06 -1.92e+06\n",
       "Data variables:\n",
       "    zwattablrt  (time, y, x) float32 dask.array&lt;chunksize=(224, 350, 350), meta=np.ndarray&gt;</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-f477f211-30d4-4d55-bf1f-f8341e03d047' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f477f211-30d4-4d55-bf1f-f8341e03d047' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>y</span>: 15360</li><li><span class='xr-has-index'>x</span>: 18432</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-16b71e13-cfd1-4841-a8f0-c73011b51ed9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-16b71e13-cfd1-4841-a8f0-c73011b51ed9' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>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'>2020-01-01 ... 2020-12-31</div><input id='attrs-a7fb365f-e84a-4688-afca-c6095f82889f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a7fb365f-e84a-4688-afca-c6095f82889f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b21cc7d-25ca-4e15-a987-c9fff6a7c863' class='xr-var-data-in' type='checkbox'><label for='data-3b21cc7d-25ca-4e15-a987-c9fff6a7c863' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#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'>-2.304e+06 -2.304e+06 ... 2.304e+06</div><input id='attrs-1ca690b3-133e-4927-9f8b-60702138b073' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1ca690b3-133e-4927-9f8b-60702138b073' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fc7c0c5-e5ae-43fd-be9c-8b155408988b' class='xr-var-data-in' type='checkbox'><label for='data-6fc7c0c5-e5ae-43fd-be9c-8b155408988b' 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([-2303875.308812, -2303625.308812, -2303375.308812, ...,  2303374.691188,\n",
       "        2303624.691188,  2303874.691188])</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'>1.92e+06 1.92e+06 ... -1.92e+06</div><input id='attrs-0e8da969-ffb5-48b4-a9f9-5bb541d5e49d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e8da969-ffb5-48b4-a9f9-5bb541d5e49d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a52d9096-f4f8-422d-8a9e-1c4769b1c2a4' class='xr-var-data-in' type='checkbox'><label for='data-a52d9096-f4f8-422d-8a9e-1c4769b1c2a4' 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([ 1919875.345168,  1919625.345168,  1919375.345168, ..., -1919374.654832,\n",
       "       -1919624.654832, -1919874.654832])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ebe6d23a-7294-469e-9469-6534f1b59118' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ebe6d23a-7294-469e-9469-6534f1b59118' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 350, 350), meta=np.ndarray&gt;</div><input id='attrs-fef5c502-c77d-412c-a3b3-b4c68492d6b8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fef5c502-c77d-412c-a3b3-b4c68492d6b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6a49d5b-7d25-43ee-804c-c51af5524bb9' class='xr-var-data-in' type='checkbox'><label for='data-c6a49d5b-7d25-43ee-804c-c51af5524bb9' 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'><table>\n",
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       "                        <td> 386.02 GiB </td>\n",
       "                        <td> 104.68 MiB </td>\n",
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      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (time: 366, y: 15360, x: 18432)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
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       "  * y           (y) float64 1.92e+06 1.92e+06 1.919e+06 ... -1.92e+06 -1.92e+06\n",
       "Data variables:\n",
       "    zwattablrt  (time, y, x) float32 dask.array<chunksize=(224, 350, 350), meta=np.ndarray>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "zones_250m = r'/glade/scratch/ksampson/USDOT/Zonal_Statistics/Counties_on_250m_grid.tif'\n",
    "\n",
    "counties = (\n",
    "    xr.open_dataset(zones_250m, engine=\"rasterio\")\n",
    "    .squeeze()\n",
    "    .band_data\n",
    "    .reset_coords(drop=True)\n",
    ")\n",
    "counties = counties.where(counties > 0)\n",
    "\n",
    "time = pd.date_range(\"2020-01-01\", \"2020-12-31 23:59\", freq=\"D\")\n",
    "nwm = xr.Dataset(\n",
    "        {\n",
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    "                dask.array.random.random((len(time), 15360, 18432), chunks=(224, 350, 350)).astype(np.float32)\n",
    "            ),\n",
    "        },\n",
    "        coords={\"time\": time, \"x\": counties.x, \"y\": counties.y}\n",
    "    )\n",
    "nwm"
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  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "44b58922-0b77-42bb-9a73-624290cf7044",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'distributed.scheduler.worker-saturation': '1.2'}\n",
      "https://jupyterhub.hpc.ucar.edu/stable/user/dcherian/proxy/8787/status\n",
      "asking for workers....\n",
      "waiting for workers....\n",
      "1.2\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</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-57d2b7d9-c83f-4e1d-91b9-1bc6a4001f84' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-57d2b7d9-c83f-4e1d-91b9-1bc6a4001f84' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>band_data</span>: 3108</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-356019f7-6604-4811-b8cc-06df03074b13' class='xr-section-summary-in' type='checkbox'  checked><label for='section-356019f7-6604-4811-b8cc-06df03074b13' class='xr-section-summary' >Coordinates: <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 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'>2020-01-01 ... 2020-12-31</div><input id='attrs-2bdc29b1-e72f-4253-9ab2-61fbe32e95b3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2bdc29b1-e72f-4253-9ab2-61fbe32e95b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb28411b-c4cf-4eb0-a552-6fb497c03aba' class='xr-var-data-in' type='checkbox'><label for='data-bb28411b-c4cf-4eb0-a552-6fb497c03aba' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band_data</span></div><div class='xr-var-dims'>(band_data)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+03 1.003e+03 ... 5.604e+04</div><input id='attrs-73872c57-eba6-46dc-94e4-7a61f1e1a434' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73872c57-eba6-46dc-94e4-7a61f1e1a434' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca2f6a4a-4d6c-49ea-8f89-fbb923eced0a' class='xr-var-data-in' type='checkbox'><label for='data-ca2f6a4a-4d6c-49ea-8f89-fbb923eced0a' 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>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>DataType :</span></dt><dd>Generic</dd><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>56045</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>12775.726636271</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>18227.234865249</dd><dt><span>STATISTICS_VALID_PERCENT :</span></dt><dd>100</dd></dl></div><div class='xr-var-data'><pre>array([ 1001.,  1003.,  1005., ..., 56041., 56043., 56045.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8d9641dd-f252-4d8e-a65c-12f77f2bf502' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8d9641dd-f252-4d8e-a65c-12f77f2bf502' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, band_data)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</div><input id='attrs-321f1064-45ed-4390-b0ce-4bc12e68ee65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-321f1064-45ed-4390-b0ce-4bc12e68ee65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2215bb1-2818-4e36-a922-2e619d8f7d04' class='xr-var-data-in' type='checkbox'><label for='data-c2215bb1-2818-4e36-a922-2e619d8f7d04' 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'><table>\n",
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       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
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       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
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       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
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       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
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       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
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       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
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       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
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       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
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       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
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       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
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       "  text-overflow: ellipsis;\n",
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       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
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       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</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-65c73abf-b659-4a2f-b15e-eddae046bf0b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-65c73abf-b659-4a2f-b15e-eddae046bf0b' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>band_data</span>: 3108</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-87ddba3e-ad95-44ba-b91b-83bee7846e09' class='xr-section-summary-in' type='checkbox'  checked><label for='section-87ddba3e-ad95-44ba-b91b-83bee7846e09' class='xr-section-summary' >Coordinates: <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 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'>2020-01-01 ... 2020-12-31</div><input id='attrs-02b15ee5-0665-470c-b3aa-4cd4fe564997' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02b15ee5-0665-470c-b3aa-4cd4fe564997' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59f52e99-ff02-4b40-b331-f81e566a93c4' class='xr-var-data-in' type='checkbox'><label for='data-59f52e99-ff02-4b40-b331-f81e566a93c4' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band_data</span></div><div class='xr-var-dims'>(band_data)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+03 1.003e+03 ... 5.604e+04</div><input id='attrs-f7b0e32e-208c-4ad5-9410-02896c95d69a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7b0e32e-208c-4ad5-9410-02896c95d69a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82dea19a-3803-4685-8a53-d9743e50cc84' class='xr-var-data-in' type='checkbox'><label for='data-82dea19a-3803-4685-8a53-d9743e50cc84' 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>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>DataType :</span></dt><dd>Generic</dd><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>56045</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>12775.726636271</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>18227.234865249</dd><dt><span>STATISTICS_VALID_PERCENT :</span></dt><dd>100</dd></dl></div><div class='xr-var-data'><pre>array([ 1001.,  1003.,  1005., ..., 56041., 56043., 56045.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-99804eed-6f45-4441-8e3b-574b59114dc4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-99804eed-6f45-4441-8e3b-574b59114dc4' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, band_data)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</div><input id='attrs-cd477c61-52e1-40fb-aabe-64d228eaa181' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cd477c61-52e1-40fb-aabe-64d228eaa181' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14aac1eb-6669-45e6-84c5-ddb65ac0644a' class='xr-var-data-in' type='checkbox'><label for='data-14aac1eb-6669-45e6-84c5-ddb65ac0644a' 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'><table>\n",
       "    <tr>\n",
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       "            <table>\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
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       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 4.34 MiB </td>\n",
       "                        <td> 2.66 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (366, 3108) </td>\n",
       "                        <td> (224, 3108) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 13 Graph Layers </td>\n",
       "                        <td> 2 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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      ],
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       "<xarray.Dataset>\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
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     "metadata": {},
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    },
    {
     "name": "stdout",
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     "text": [
      "closing\n",
      "{'distributed.scheduler.worker-saturation': 'inf'}\n",
      "https://jupyterhub.hpc.ucar.edu/stable/user/dcherian/proxy/8787/status\n",
      "asking for workers....\n",
      "waiting for workers....\n",
      "inf\n"
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       "\n",
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       "\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</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-ea6482b5-9ac3-4d09-a4bb-768a312f2540' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ea6482b5-9ac3-4d09-a4bb-768a312f2540' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>band_data</span>: 3108</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1aa75c4e-700f-42c5-b1ac-9f15dabfae58' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1aa75c4e-700f-42c5-b1ac-9f15dabfae58' class='xr-section-summary' >Coordinates: <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 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'>2020-01-01 ... 2020-12-31</div><input id='attrs-8cad224c-7942-458d-b2cc-89a0a5198828' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8cad224c-7942-458d-b2cc-89a0a5198828' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78407475-6ac0-45a8-91bd-c8b69577dba0' class='xr-var-data-in' type='checkbox'><label for='data-78407475-6ac0-45a8-91bd-c8b69577dba0' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band_data</span></div><div class='xr-var-dims'>(band_data)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+03 1.003e+03 ... 5.604e+04</div><input id='attrs-eee6a261-43d9-48e8-9254-23db7ea1e5a3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eee6a261-43d9-48e8-9254-23db7ea1e5a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a475ebcc-1aff-4aa2-ab4e-dcdd8738d2bd' class='xr-var-data-in' type='checkbox'><label for='data-a475ebcc-1aff-4aa2-ab4e-dcdd8738d2bd' 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>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>DataType :</span></dt><dd>Generic</dd><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>56045</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>12775.726636271</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>18227.234865249</dd><dt><span>STATISTICS_VALID_PERCENT :</span></dt><dd>100</dd></dl></div><div class='xr-var-data'><pre>array([ 1001.,  1003.,  1005., ..., 56041., 56043., 56045.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-66c3944f-6a10-4076-9166-73872695c362' class='xr-section-summary-in' type='checkbox'  checked><label for='section-66c3944f-6a10-4076-9166-73872695c362' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, band_data)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</div><input id='attrs-36239951-aa03-4ce8-9973-819d91f42562' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36239951-aa03-4ce8-9973-819d91f42562' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a3ffecb-daa4-4123-af78-97eea49bd55e' class='xr-var-data-in' type='checkbox'><label for='data-5a3ffecb-daa4-4123-af78-97eea49bd55e' 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'><table>\n",
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       "                        <td> 4.34 MiB </td>\n",
       "                        <td> 2.66 MiB </td>\n",
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       "                        <td> (224, 3108) </td>\n",
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       "                        <td> 13 Graph Layers </td>\n",
       "                        <td> 2 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "\n",
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       "\n",
       ".xr-attrs dt {\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</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-cd57f26a-91c2-42d0-9c29-638339d917cc' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cd57f26a-91c2-42d0-9c29-638339d917cc' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>band_data</span>: 3108</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0b5a7397-e1a2-4c16-aab0-d81ae9972031' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0b5a7397-e1a2-4c16-aab0-d81ae9972031' class='xr-section-summary' >Coordinates: <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 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'>2020-01-01 ... 2020-12-31</div><input id='attrs-302c50dd-dddb-4b12-9620-b22bdd06adb4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-302c50dd-dddb-4b12-9620-b22bdd06adb4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d2f2fe8-370e-42b5-a0ff-31bb2afb604e' class='xr-var-data-in' type='checkbox'><label for='data-5d2f2fe8-370e-42b5-a0ff-31bb2afb604e' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band_data</span></div><div class='xr-var-dims'>(band_data)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+03 1.003e+03 ... 5.604e+04</div><input id='attrs-8429f2a3-9dc7-4d85-bacf-7ee3d4246002' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8429f2a3-9dc7-4d85-bacf-7ee3d4246002' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ffb1777-9add-42d8-8171-2ff9e885179e' class='xr-var-data-in' type='checkbox'><label for='data-4ffb1777-9add-42d8-8171-2ff9e885179e' 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>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>DataType :</span></dt><dd>Generic</dd><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>56045</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>12775.726636271</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>18227.234865249</dd><dt><span>STATISTICS_VALID_PERCENT :</span></dt><dd>100</dd></dl></div><div class='xr-var-data'><pre>array([ 1001.,  1003.,  1005., ..., 56041., 56043., 56045.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8cfef5cc-1a39-4826-bc19-7c47c0b89966' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8cfef5cc-1a39-4826-bc19-7c47c0b89966' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, band_data)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 3108), meta=np.ndarray&gt;</div><input id='attrs-9e260c0a-01ab-4274-b303-63580b9a327e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9e260c0a-01ab-4274-b303-63580b9a327e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8de15472-0974-44b2-ad18-97622a288534' class='xr-var-data-in' type='checkbox'><label for='data-8de15472-0974-44b2-ad18-97622a288534' 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'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\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> 4.34 MiB </td>\n",
       "                        <td> 2.66 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (366, 3108) </td>\n",
       "                        <td> (224, 3108) </td>\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
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       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array&lt;chunksize=(224, 1), meta=np.ndarray&gt;</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-ea3cc7b2-00ab-4fb5-936a-7e95c62b61ee' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ea3cc7b2-00ab-4fb5-936a-7e95c62b61ee' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 366</li><li><span class='xr-has-index'>band_data</span>: 3108</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-cdc99317-b6c8-4490-93d7-f2e4f8de360f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cdc99317-b6c8-4490-93d7-f2e4f8de360f' class='xr-section-summary' >Coordinates: <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 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'>2020-01-01 ... 2020-12-31</div><input id='attrs-3602a6fc-1d87-4163-9e7c-73007ff9aa05' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3602a6fc-1d87-4163-9e7c-73007ff9aa05' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ff28a69-91fe-4d4f-834f-e9bf5b23d056' class='xr-var-data-in' type='checkbox'><label for='data-4ff28a69-91fe-4d4f-834f-e9bf5b23d056' 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;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band_data</span></div><div class='xr-var-dims'>(band_data)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+03 1.003e+03 ... 5.604e+04</div><input id='attrs-139d44ea-bdde-4829-91c7-ba5c057e68b8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-139d44ea-bdde-4829-91c7-ba5c057e68b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-468f2bdd-7740-4156-855e-ee7923266f28' class='xr-var-data-in' type='checkbox'><label for='data-468f2bdd-7740-4156-855e-ee7923266f28' 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>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>DataType :</span></dt><dd>Generic</dd><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>56045</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>12775.726636271</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>18227.234865249</dd><dt><span>STATISTICS_VALID_PERCENT :</span></dt><dd>100</dd></dl></div><div class='xr-var-data'><pre>array([ 1001.,  1003.,  1005., ..., 56041., 56043., 56045.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-95398ee7-b076-4ab2-8a15-da9c0b7e4756' class='xr-section-summary-in' type='checkbox'  checked><label for='section-95398ee7-b076-4ab2-8a15-da9c0b7e4756' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zwattablrt</span></div><div class='xr-var-dims'>(time, band_data)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(224, 1), meta=np.ndarray&gt;</div><input id='attrs-90aa343f-f6dc-4935-93b7-0abd06e9981b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-90aa343f-f6dc-4935-93b7-0abd06e9981b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55ef6733-70fa-4de9-a30a-3ca4bc024a39' class='xr-var-data-in' type='checkbox'><label for='data-55ef6733-70fa-4de9-a30a-3ca4bc024a39' 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'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\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> 4.34 MiB </td>\n",
       "                        <td> 3.50 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (366, 3108) </td>\n",
       "                        <td> (224, 4) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2876 Graph Layers </td>\n",
       "                        <td> 5880 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"89\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"59.482037\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >3108</text>\n",
       "  <text x=\"140.000000\" y=\"19.741018\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,19.741018)\">366</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-3890b2a4-82aa-4d9e-af40-01db1cc1e1fe' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3890b2a4-82aa-4d9e-af40-01db1cc1e1fe' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (time: 366, band_data: 3108)\n",
       "Coordinates:\n",
       "  * time        (time) datetime64[ns] 2020-01-01 2020-01-02 ... 2020-12-31\n",
       "  * band_data   (band_data) float64 1.001e+03 1.003e+03 ... 5.604e+04 5.604e+04\n",
       "Data variables:\n",
       "    zwattablrt  (time, band_data) float32 dask.array<chunksize=(224, 1), meta=np.ndarray>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "closing\n"
     ]
    }
   ],
   "source": [
    "repeats = 1\n",
    "\n",
    "ms = MemorySampler()\n",
    "for val in [\"1.2\", \"inf\"]:\n",
    "    config = {\"distributed.scheduler.worker-saturation\": val}\n",
    "    env={\"DASK_DISTRIBUTED__SCHEDULER__WORKER_SATURATION\": val}\n",
    "\n",
    "    with utils.get_cluster(n_workers=12, env=env, config=config) as (cluster, client):\n",
    "        client.run_on_scheduler(partial(utils.check_config, config=config))\n",
    "\n",
    "        for kwargs in [\n",
    "            dict(method=\"map-reduce\", reindex=False), \n",
    "            dict(method=\"map-reduce\", reindex=True),\n",
    "            dict(method=\"cohorts\")\n",
    "        ]:\n",
    "            mean = flox.xarray.xarray_reduce(nwm, counties, func=\"mean\", **kwargs)\n",
    "            \n",
    "            display(mean)\n",
    "\n",
    "            with performance_report(f\"nwm-groupby-map-reduce-{kwargs['method']}-{val}.html\"):\n",
    "                for repeat in range(repeats):\n",
    "                    with ms.sample(f\"{val}_{repeat}_{kwargs!r}\"):\n",
    "                        mean.compute(scheduler=client)\n",
    "                    client.restart()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8e7bf36c-32ed-42c1-a7d1-aa4895b3e482",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x2b80a4009870>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 486,
       "width": 991
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ms.plot(align=True, legend=False)\n",
    "plt.legend(bbox_to_anchor=(1,1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a5b63e3c-0427-46d3-bf35-1a76b363624a",
   "metadata": {},
   "outputs": [],
   "source": [
    "ms.to_pandas(align=True).to_csv(\"nwm-groupby-map-reduce-flox-latest.csv\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:miniconda3-ncar-challenge]",
   "language": "python",
   "name": "conda-env-miniconda3-ncar-challenge-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.6"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}