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    "<img src=\"../images/logos/wradlib_logo.svg.png\" width=250 alt=\"wradlib logo png\"></img>"
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   "metadata": {},
   "source": [
    "# wradlib radar data io, visualisation, gridding and gis export"
   ]
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Overview\n",
    "\n",
    "Within this notebook, we will cover:\n",
    "\n",
    "1. Reading radar volume data into xarray based RadarVolume\n",
    "1. Examination of RadarVolume and Sweeps\n",
    "1. Plotting of sweeps, simple and mapmaking\n",
    "1. Gridding and GIS output"
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   "metadata": {},
   "source": [
    "## Prerequisites\n",
    "\n",
    "| Concepts | Importance | Notes |\n",
    "| --- | --- | --- |\n",
    "| [Xarray Basics](https://tutorial.xarray.dev/intro.html) | Helpful | Basic Dataset/DataArray |\n",
    "| [Matplotlib Basics](https://foundations.projectpythia.org/core/matplotlib/matplotlib-basics.html) | Helpful | Basic Plotting |\n",
    "| [Cartopy Basics](https://foundations.projectpythia.org/core/cartopy/cartopy.html) | Helpful | Projections |\n",
    "| [GDAL Basiscs](https://gdal.org/api/python_bindings.html) | Helpful | Raster |\n",
    "\n",
    "- **Time to learn**: 15 minutes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
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   "source": [
    "## Imports"
   ]
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   "execution_count": 1,
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   "source": [
    "import glob\n",
    "import pathlib\n",
    "\n",
    "import cartopy\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "from matplotlib import ticker as tick\n",
    "from osgeo import gdal\n",
    "\n",
    "import wradlib as wrl\n",
    "import xradar as xd"
   ]
  },
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   "source": [
    "## Import data into RadarVolume\n",
    "\n",
    "We have this special case here with Rainbow data where moments are splitted across files. Each file nevertheless consists of all sweeps comprising the volume. We'll use some special nested ordering to read the files."
   ]
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   "cell_type": "code",
   "execution_count": 2,
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   "source": [
    "fglob = \"data/rainbow/meteoswiss/*.vol\""
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   "execution_count": 3,
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     "text": [
      "/home/jgiles/mambaforge/envs/wradlib4/lib/python3.11/site-packages/wradlib/io/rainbow.py:222: FutureWarning: `open_rainbow_mfdataset` is deprecated and will be removed in 2.0. Future development will take place in `xradar`-package.\n",
      "  return open_radar_mfdataset(\n"
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       "  0%|          | 0/10 [00:00<?, ?it/s]"
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    "vol = wrl.io.open_rainbow_mfdataset(fglob, combine=\"by_coords\", concat_dim=None)"
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   "metadata": {},
   "source": [
    "Note that we get a warning because this method of loading data will be deprecated in the future in favor of the xradar package. More on alternative loading methods below."
   ]
  },
  {
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   "metadata": {},
   "source": [
    "### Examine RadarVolume\n",
    "\n",
    "The RadarVolume is a shallow class which tries to comply to CfRadial2/WMO-FM301, see [WMO-CF_Extensions](https://community.wmo.int/activity-areas/wis/wmo-cf-extensions).\n",
    "\n",
    "The printout of `RadarVolume` just lists the dimensions and the associated elevations."
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       "<wradlib.RadarVolume>\n",
       "Dimension(s): (sweep: 10)\n",
       "Elevation(s): (0.0, 1.3, 2.9, 4.9, 7.3, 10.2, 13.8, 18.2, 23.5, 30.0)"
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    "display(vol)"
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    "### Root Group\n",
    "\n",
    "The root-group is essentially an overview over the volume, more or less aligned with CfRadial metadata."
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  },
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   "cell_type": "code",
   "execution_count": 5,
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       "Dimensions:              (sweep: 10)\n",
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       "    sweep_group_name     (sweep) &lt;U7 &#x27;sweep_0&#x27; &#x27;sweep_1&#x27; ... &#x27;sweep_8&#x27; &#x27;sweep_9&#x27;\n",
       "    sweep_fixed_angle    (sweep) float64 0.0 1.3 2.9 4.9 ... 13.8 18.2 23.5 30.0\n",
       "Attributes:\n",
       "    version:          None\n",
       "    title:            None\n",
       "    institution:      None\n",
       "    references:       None\n",
       "    source:           None\n",
       "    history:          None\n",
       "    comment:          im/exported using wradlib\n",
       "    instrument_name:  None\n",
       "    fixed_angle:      0.0</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-3db3ec3d-5948-4a56-85a5-f24305c34c76' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3db3ec3d-5948-4a56-85a5-f24305c34c76' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>sweep</span>: 10</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-653b9bd4-3edd-4bcf-951e-c5d5c112fcf4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-653b9bd4-3edd-4bcf-951e-c5d5c112fcf4' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-4b481aad-0e5d-48a8-a18e-0ee28772a7a5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4b481aad-0e5d-48a8-a18e-0ee28772a7a5' class='xr-section-summary' >Data variables: <span>(11)</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>volume_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-ea32068b-35e9-46bd-b9b1-2eb9ce197ad6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ea32068b-35e9-46bd-b9b1-2eb9ce197ad6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59441ac5-0483-405c-bdeb-0f394061236f' class='xr-var-data-in' type='checkbox'><label for='data-59441ac5-0483-405c-bdeb-0f394061236f' 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>platform_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;fixed&#x27;</div><input id='attrs-89d03b3d-c4f9-4276-9132-80e20754da46' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-89d03b3d-c4f9-4276-9132-80e20754da46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a74c6405-20cd-4f18-8b8f-d1ccbf82d64f' class='xr-var-data-in' type='checkbox'><label for='data-a74c6405-20cd-4f18-8b8f-d1ccbf82d64f' 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;fixed&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>instrument_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;radar&#x27;</div><input id='attrs-45e0aefb-6829-44ba-8db5-1323dce7f6ec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-45e0aefb-6829-44ba-8db5-1323dce7f6ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f86aebe6-79c8-4648-9c50-cadc5a4fa831' class='xr-var-data-in' type='checkbox'><label for='data-f86aebe6-79c8-4648-9c50-cadc5a4fa831' 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;radar&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>primary_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U6</div><div class='xr-var-preview xr-preview'>&#x27;axis_z&#x27;</div><input id='attrs-884164db-9330-4d25-bf0d-b6ca48bc68bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-884164db-9330-4d25-bf0d-b6ca48bc68bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96f15588-94ea-4a7c-a510-95966aece231' class='xr-var-data-in' type='checkbox'><label for='data-96f15588-94ea-4a7c-a510-95966aece231' 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;axis_z&#x27;, dtype=&#x27;&lt;U6&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_coverage_start</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2019-10-21T08:24:09Z&#x27;</div><input id='attrs-b2a9943a-aa59-42bc-b9fa-a9ad6701d7a8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b2a9943a-aa59-42bc-b9fa-a9ad6701d7a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49101763-346d-4bed-b170-7905ad5aebe4' class='xr-var-data-in' type='checkbox'><label for='data-49101763-346d-4bed-b170-7905ad5aebe4' 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;2019-10-21T08:24:09Z&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_coverage_end</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2019-10-21 08:29:34Z&#x27;</div><input id='attrs-3d8a19bf-0bb9-4c10-8c86-689b40ab1450' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3d8a19bf-0bb9-4c10-8c86-689b40ab1450' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bcbb0d43-2df4-455f-bbe0-5c032bfe94c9' class='xr-var-data-in' type='checkbox'><label for='data-bcbb0d43-2df4-455f-bbe0-5c032bfe94c9' 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;2019-10-21 08:29:34Z&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-67169fe2-9992-4b21-a1f5-f65da705564a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67169fe2-9992-4b21-a1f5-f65da705564a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e57c2966-f7bc-443b-9f75-7bd3abaf7174' class='xr-var-data-in' type='checkbox'><label for='data-e57c2966-f7bc-443b-9f75-7bd3abaf7174' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-7523c84f-a0fe-47ce-bd70-6d6f7bb15692' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7523c84f-a0fe-47ce-bd70-6d6f7bb15692' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac859920-9528-490e-8cd5-e7b3692c47bf' class='xr-var-data-in' type='checkbox'><label for='data-ac859920-9528-490e-8cd5-e7b3692c47bf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-839b28ad-5274-4ad5-a99f-1db431781a38' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-839b28ad-5274-4ad5-a99f-1db431781a38' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10502434-8657-4c2c-bfff-4bafd3d52f61' class='xr-var-data-in' type='checkbox'><label for='data-10502434-8657-4c2c-bfff-4bafd3d52f61' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_group_name</span></div><div class='xr-var-dims'>(sweep)</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;sweep_0&#x27; &#x27;sweep_1&#x27; ... &#x27;sweep_9&#x27;</div><input id='attrs-cc3cac78-9ea4-4bf0-a018-a3b82835bc58' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc3cac78-9ea4-4bf0-a018-a3b82835bc58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5597d404-9783-4e57-927c-9b32d0596185' class='xr-var-data-in' type='checkbox'><label for='data-5597d404-9783-4e57-927c-9b32d0596185' 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;sweep_0&#x27;, &#x27;sweep_1&#x27;, &#x27;sweep_2&#x27;, &#x27;sweep_3&#x27;, &#x27;sweep_4&#x27;, &#x27;sweep_5&#x27;,\n",
       "       &#x27;sweep_6&#x27;, &#x27;sweep_7&#x27;, &#x27;sweep_8&#x27;, &#x27;sweep_9&#x27;], dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>(sweep)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.3 2.9 4.9 ... 18.2 23.5 30.0</div><input id='attrs-7f48c6f3-12a5-4639-a3b7-09cce67cf7a0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f48c6f3-12a5-4639-a3b7-09cce67cf7a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e4c7d54-8e93-470d-9c24-1abd94ad13ab' class='xr-var-data-in' type='checkbox'><label for='data-0e4c7d54-8e93-470d-9c24-1abd94ad13ab' 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. ,  1.3,  2.9,  4.9,  7.3, 10.2, 13.8, 18.2, 23.5, 30. ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c7ab0348-51d1-47b3-a8a5-8fcede7c66e2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c7ab0348-51d1-47b3-a8a5-8fcede7c66e2' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-f1e3dc9f-5e3f-45bc-9c98-35adbaf24727' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f1e3dc9f-5e3f-45bc-9c98-35adbaf24727' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>version :</span></dt><dd>None</dd><dt><span>title :</span></dt><dd>None</dd><dt><span>institution :</span></dt><dd>None</dd><dt><span>references :</span></dt><dd>None</dd><dt><span>source :</span></dt><dd>None</dd><dt><span>history :</span></dt><dd>None</dd><dt><span>comment :</span></dt><dd>im/exported using wradlib</dd><dt><span>instrument_name :</span></dt><dd>None</dd><dt><span>fixed_angle :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (sweep: 10)\n",
       "Dimensions without coordinates: sweep\n",
       "Data variables:\n",
       "    volume_number        int64 0\n",
       "    platform_type        <U5 'fixed'\n",
       "    instrument_type      <U5 'radar'\n",
       "    primary_axis         <U6 'axis_z'\n",
       "    time_coverage_start  <U20 '2019-10-21T08:24:09Z'\n",
       "    time_coverage_end    <U20 '2019-10-21 08:29:34Z'\n",
       "    latitude             float64 46.77\n",
       "    longitude            float64 6.954\n",
       "    altitude             float64 735.0\n",
       "    sweep_group_name     (sweep) <U7 'sweep_0' 'sweep_1' ... 'sweep_8' 'sweep_9'\n",
       "    sweep_fixed_angle    (sweep) float64 0.0 1.3 2.9 4.9 ... 13.8 18.2 23.5 30.0\n",
       "Attributes:\n",
       "    version:          None\n",
       "    title:            None\n",
       "    institution:      None\n",
       "    references:       None\n",
       "    source:           None\n",
       "    history:          None\n",
       "    comment:          im/exported using wradlib\n",
       "    instrument_name:  None\n",
       "    fixed_angle:      0.0"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol.root"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Sweep Groups\n",
    "\n",
    "Sweeps are available in a sequence attached to the `RadarVolume` object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    elevation          (azimuth) float64 dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;\n",
       "    rtime              (azimuth) datetime64[ns] dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;\n",
       "    sweep_mode         &lt;U20 &#x27;azimuth_surveillance&#x27;\n",
       "    longitude          float64 6.954\n",
       "    latitude           float64 46.77\n",
       "    altitude           float64 735.0\n",
       "    time               datetime64[ns] 2019-10-21T08:24:09.041666500\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    sweep_number       int64 0\n",
       "    prt_mode           &lt;U7 &#x27;not_set&#x27;\n",
       "    follow_mode        &lt;U7 &#x27;not_set&#x27;\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "    KDP                (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    PHIDP              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    RHOHV              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    VRADH              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    WRADH              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    ZDR                (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    fixed_angle:  0.0</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-f800dd38-5433-4fe1-8bbd-84274981ea48' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f800dd38-5433-4fe1-8bbd-84274981ea48' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1cd37883-0acc-4c2e-baf5-6f61b6e27b69' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1cd37883-0acc-4c2e-baf5-6f61b6e27b69' class='xr-section-summary' >Coordinates: <span>(9)</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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.5 1.5 2.5 ... 357.5 358.5 359.5</div><input id='attrs-3321f708-b0dd-430e-a232-b177919d38ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3321f708-b0dd-430e-a232-b177919d38ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef98f3da-8d58-4dd9-a4b4-8c038d303e5e' class='xr-var-data-in' type='checkbox'><label for='data-ef98f3da-8d58-4dd9-a4b4-8c038d303e5e' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.5,   1.5,   2.5, ..., 357.5, 358.5, 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-2f9f5540-44d6-4724-a39c-eb5d0a3010bc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f9f5540-44d6-4724-a39c-eb5d0a3010bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-365ca284-cce9-45c3-9614-b61615ab839d' class='xr-var-data-in' type='checkbox'><label for='data-365ca284-cce9-45c3-9614-b61615ab839d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;</div><input id='attrs-06e705b5-f4af-4444-978c-6f950384ce04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06e705b5-f4af-4444-978c-6f950384ce04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5769b277-16a3-4fd2-a2a2-984a85038ca7' class='xr-var-data-in' type='checkbox'><label for='data-5769b277-16a3-4fd2-a2a2-984a85038ca7' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-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> 2.81 kiB </td>\n",
       "                        <td> 2.81 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360,) </td>\n",
       "                        <td> (360,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 30 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >360</text>\n",
       "  <text x=\"140.000000\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,12.706308)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rtime</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;</div><input id='attrs-6d9445e9-ab22-4960-994f-db0434f5f1b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6d9445e9-ab22-4960-994f-db0434f5f1b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1949bf4-e98d-4cce-aa46-babe58285eba' class='xr-var-data-in' type='checkbox'><label for='data-a1949bf4-e98d-4cce-aa46-babe58285eba' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-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> 2.81 kiB </td>\n",
       "                        <td> 2.81 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360,) </td>\n",
       "                        <td> (360,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 30 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> datetime64[ns] numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >360</text>\n",
       "  <text x=\"140.000000\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,12.706308)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;azimuth_surveillance&#x27;</div><input id='attrs-4c4181f8-5396-4093-8cc2-70e1bfddfdb5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c4181f8-5396-4093-8cc2-70e1bfddfdb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8d62ba0-5acc-4b90-b814-00d871804807' class='xr-var-data-in' type='checkbox'><label for='data-b8d62ba0-5acc-4b90-b814-00d871804807' 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;azimuth_surveillance&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-5b40d4b9-1fa5-47e3-a157-fdde908f8153' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b40d4b9-1fa5-47e3-a157-fdde908f8153' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf737e36-2bc6-412f-9a6e-615c181bc292' class='xr-var-data-in' type='checkbox'><label for='data-cf737e36-2bc6-412f-9a6e-615c181bc292' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-bd5ccd4f-a504-4a9b-8ca4-93642912b7d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd5ccd4f-a504-4a9b-8ca4-93642912b7d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97bc627f-5b4f-400d-a285-70d831a38156' class='xr-var-data-in' type='checkbox'><label for='data-97bc627f-5b4f-400d-a285-70d831a38156' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-74c45e3c-07f4-4a4d-9cbc-dfa76cb5cd36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-74c45e3c-07f4-4a4d-9cbc-dfa76cb5cd36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0fa5a63-dc55-4d8b-b326-e934cb5059cd' class='xr-var-data-in' type='checkbox'><label for='data-e0fa5a63-dc55-4d8b-b326-e934cb5059cd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:09.041666500</div><input id='attrs-43027adf-f63b-4ea4-b6c9-6083b6d8cecb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-43027adf-f63b-4ea4-b6c9-6083b6d8cecb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb8147bc-7e71-4db7-8e84-ce422ffccb5b' class='xr-var-data-in' type='checkbox'><label for='data-cb8147bc-7e71-4db7-8e84-ce422ffccb5b' 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;2019-10-21T08:24:09.041666500&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cf322083-9ac7-4d8e-951c-432d5594a60f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cf322083-9ac7-4d8e-951c-432d5594a60f' class='xr-section-summary' >Data variables: <span>(11)</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>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-bba61362-7f55-4d38-960b-827d4db2d2f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bba61362-7f55-4d38-960b-827d4db2d2f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95a21a81-a42c-4f92-88b6-fad8384ef11c' class='xr-var-data-in' type='checkbox'><label for='data-95a21a81-a42c-4f92-88b6-fad8384ef11c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>long_name :</span></dt><dd>Equivalent reflectivity factor H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-e9fad4b1-f275-4ebc-98dc-24e13c0959fd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9fad4b1-f275-4ebc-98dc-24e13c0959fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed05db69-af5e-4ac4-ba4d-b2b89eee1bc8' class='xr-var-data-in' type='checkbox'><label for='data-ed05db69-af5e-4ac4-ba4d-b2b89eee1bc8' 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>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;not_set&#x27;</div><input id='attrs-103ef1e1-f258-46ca-91c1-9b2d5b9a97c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-103ef1e1-f258-46ca-91c1-9b2d5b9a97c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4dd3b6f9-71c8-4957-81c7-96bcdaab153b' class='xr-var-data-in' type='checkbox'><label for='data-4dd3b6f9-71c8-4957-81c7-96bcdaab153b' 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;not_set&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;not_set&#x27;</div><input id='attrs-e396dd53-822d-4720-a899-0bf4aa0ee579' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e396dd53-822d-4720-a899-0bf4aa0ee579' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bbb54b5-2d22-4f53-ba51-4d2dc691e24b' class='xr-var-data-in' type='checkbox'><label for='data-1bbb54b5-2d22-4f53-ba51-4d2dc691e24b' 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;not_set&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-0a82e87b-f6c0-4345-845d-5e2e512d6d60' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0a82e87b-f6c0-4345-845d-5e2e512d6d60' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bfb8086d-c363-4b8e-837e-ff586abb852e' class='xr-var-data-in' type='checkbox'><label for='data-bfb8086d-c363-4b8e-837e-ff586abb852e' 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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-5921a0db-edfb-4051-8ade-a9c74015ca78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5921a0db-edfb-4051-8ade-a9c74015ca78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f743b20-6fda-49ca-beeb-d5dbd435a854' class='xr-var-data-in' type='checkbox'><label for='data-6f743b20-6fda-49ca-beeb-d5dbd435a854' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-21cb65c8-413c-42f4-af06-a44fb46514ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-21cb65c8-413c-42f4-af06-a44fb46514ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc1ccf34-1b17-4a3a-93d4-197944c9cf6e' class='xr-var-data-in' type='checkbox'><label for='data-dc1ccf34-1b17-4a3a-93d4-197944c9cf6e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Differential phase HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-0059917c-4cc0-4b23-b382-3a3c18ec16b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0059917c-4cc0-4b23-b382-3a3c18ec16b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41692a2b-c20e-497e-ba23-51c83ce64be5' class='xr-var-data-in' type='checkbox'><label for='data-41692a2b-c20e-497e-ba23-51c83ce64be5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>long_name :</span></dt><dd>Correlation coefficient HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
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       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-88347651-4bb6-494c-8220-9dd63b8d11c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88347651-4bb6-494c-8220-9dd63b8d11c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6975f5b-1970-4e7d-822f-44c87a534172' class='xr-var-data-in' type='checkbox'><label for='data-b6975f5b-1970-4e7d-822f-44c87a534172' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>long_name :</span></dt><dd>Radial velocity of scatterers away from instrument H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "\n",
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       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-ffcc3c79-4ef0-45b5-aaa3-2f5002bbb6dc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ffcc3c79-4ef0-45b5-aaa3-2f5002bbb6dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f45a0700-29d3-4868-adec-fe7c7c7d1292' class='xr-var-data-in' type='checkbox'><label for='data-f45a0700-29d3-4868-adec-fe7c7c7d1292' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>long_name :</span></dt><dd>Doppler spectrum width H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
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       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-53bcdd97-f33f-49a8-990e-2eff917b0515' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53bcdd97-f33f-49a8-990e-2eff917b0515' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7135e3e7-cc52-42f1-8402-d28b5b339e7c' class='xr-var-data-in' type='checkbox'><label for='data-7135e3e7-cc52-42f1-8402-d28b5b339e7c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>long_name :</span></dt><dd>Log differential reflectivity H/V</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
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       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-7e86bfcf-90c5-4b56-9e2f-12517591d2fc' class='xr-section-summary-in' type='checkbox'  ><label for='section-7e86bfcf-90c5-4b56-9e2f-12517591d2fc' class='xr-section-summary' >Indexes: <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-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a92fe8bb-f175-4a12-a2b5-c12b0e0e41db' class='xr-index-data-in' type='checkbox'/><label for='index-a92fe8bb-f175-4a12-a2b5-c12b0e0e41db' 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(Float64Index([  0.5,   1.5,   2.5,   3.5,   4.5,   5.5,   6.5,   7.5,   8.5,\n",
       "                9.5,\n",
       "              ...\n",
       "              350.5, 351.5, 352.5, 353.5, 354.5, 355.5, 356.5, 357.5, 358.5,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-50c4854c-19f0-47cb-b788-325d78ea76de' class='xr-index-data-in' type='checkbox'/><label for='index-50c4854c-19f0-47cb-b788-325d78ea76de' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d809f9e-64de-4951-a2ed-6c63c1dead49' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d809f9e-64de-4951-a2ed-6c63c1dead49' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>fixed_angle :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    elevation          (azimuth) float64 dask.array<chunksize=(360,), meta=np.ndarray>\n",
       "    rtime              (azimuth) datetime64[ns] dask.array<chunksize=(360,), meta=np.ndarray>\n",
       "    sweep_mode         <U20 'azimuth_surveillance'\n",
       "    longitude          float64 6.954\n",
       "    latitude           float64 46.77\n",
       "    altitude           float64 735.0\n",
       "    time               datetime64[ns] 2019-10-21T08:24:09.041666500\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    sweep_number       int64 0\n",
       "    prt_mode           <U7 'not_set'\n",
       "    follow_mode        <U7 'not_set'\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "    KDP                (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    PHIDP              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    RHOHV              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    VRADH              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    WRADH              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    ZDR                (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "Attributes:\n",
       "    fixed_angle:  0.0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "swp = vol[0]\n",
    "display(swp)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Inspect Scan Strategy\n",
    "\n",
    "Considering volume files it's nice to have an overview over the scan strategy. We can choose some reasonable values for the layout."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;azimuth&#x27; ()&gt;\n",
       "array(360)\n",
       "Coordinates:\n",
       "    sweep_mode  &lt;U20 &#x27;azimuth_surveillance&#x27;\n",
       "    longitude   float64 6.954\n",
       "    latitude    float64 46.77\n",
       "    altitude    float64 735.0\n",
       "    time        datetime64[ns] 2019-10-21T08:24:09.041666500</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'>'azimuth'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d4b4d7da-ada6-4462-9df2-4bd82c6100e1' class='xr-array-in' type='checkbox' checked><label for='section-d4b4d7da-ada6-4462-9df2-4bd82c6100e1' 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>360</span></div><div class='xr-array-data'><pre>array(360)</pre></div></div></li><li class='xr-section-item'><input id='section-bc3069ad-f8f3-47c0-96a1-e76433ca450b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bc3069ad-f8f3-47c0-96a1-e76433ca450b' class='xr-section-summary' >Coordinates: <span>(5)</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>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;azimuth_surveillance&#x27;</div><input id='attrs-72caecaa-0763-4a2e-9ee2-65d7ee76c3ca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-72caecaa-0763-4a2e-9ee2-65d7ee76c3ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7212a60c-5e81-4039-86a8-4f64abbb54fd' class='xr-var-data-in' type='checkbox'><label for='data-7212a60c-5e81-4039-86a8-4f64abbb54fd' 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;azimuth_surveillance&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-235d3c57-897f-4cb8-8871-a0b2522e91fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-235d3c57-897f-4cb8-8871-a0b2522e91fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-666d2afc-b08b-4ac3-b217-abb9d5ea0cb5' class='xr-var-data-in' type='checkbox'><label for='data-666d2afc-b08b-4ac3-b217-abb9d5ea0cb5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-b780b4cc-b609-42a2-9181-e384f0957f75' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b780b4cc-b609-42a2-9181-e384f0957f75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6d49841-1098-4eca-8fbf-32060001121b' class='xr-var-data-in' type='checkbox'><label for='data-c6d49841-1098-4eca-8fbf-32060001121b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-8cb849ae-1925-47d9-9813-6388cba80edd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8cb849ae-1925-47d9-9813-6388cba80edd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f93690cf-a899-43e3-b5fb-f8fc1f195269' class='xr-var-data-in' type='checkbox'><label for='data-f93690cf-a899-43e3-b5fb-f8fc1f195269' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:09.041666500</div><input id='attrs-4b38b097-433a-406a-b419-45bf7395a8e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4b38b097-433a-406a-b419-45bf7395a8e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a23bef07-b5d6-4396-b4f1-efc9d7ed2fbe' class='xr-var-data-in' type='checkbox'><label for='data-a23bef07-b5d6-4396-b4f1-efc9d7ed2fbe' 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;2019-10-21T08:24:09.041666500&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9fb79bf1-b0a3-4b05-a551-50355249832f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9fb79bf1-b0a3-4b05-a551-50355249832f' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-6d54bfdd-08a8-4cf0-807b-539d54000a35' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6d54bfdd-08a8-4cf0-807b-539d54000a35' 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.DataArray 'azimuth' ()>\n",
       "array(360)\n",
       "Coordinates:\n",
       "    sweep_mode  <U20 'azimuth_surveillance'\n",
       "    longitude   float64 6.954\n",
       "    latitude    float64 46.77\n",
       "    altitude    float64 735.0\n",
       "    time        datetime64[ns] 2019-10-21T08:24:09.041666500"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Number of azimuths (rays)\n",
    "swp[\"azimuth\"].count()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;range&#x27; (range: 1400)&gt;\n",
       "array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)\n",
       "Coordinates:\n",
       "  * range       (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    sweep_mode  &lt;U20 &#x27;azimuth_surveillance&#x27;\n",
       "    longitude   float64 6.954\n",
       "    latitude    float64 46.77\n",
       "    altitude    float64 735.0\n",
       "    time        datetime64[ns] 2019-10-21T08:24:09.041666500\n",
       "Attributes:\n",
       "    units:                           meters\n",
       "    standard_name:                   projection_range_coordinate\n",
       "    long_name:                       range_to_measurement_volume\n",
       "    axis:                            radial_range_coordinate\n",
       "    meters_between_gates:            50.0\n",
       "    spacing_is_constant:             true\n",
       "    meters_to_center_of_first_gate:  25.0</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'>'range'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d0422232-d041-4e0a-8fcf-aa1b4d4edbba' class='xr-array-in' type='checkbox' checked><label for='section-d0422232-d041-4e0a-8fcf-aa1b4d4edbba' 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>25.0 75.0 125.0 175.0 ... 6.982e+04 6.988e+04 6.992e+04 6.998e+04</span></div><div class='xr-array-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-786f59a5-dd14-4a81-baf8-a2012e800619' class='xr-section-summary-in' type='checkbox'  checked><label for='section-786f59a5-dd14-4a81-baf8-a2012e800619' class='xr-section-summary' >Coordinates: <span>(6)</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'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-26251795-d03c-49ec-bda2-7a7e0c7aceb0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-26251795-d03c-49ec-bda2-7a7e0c7aceb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-19a7b9e1-eef9-44d1-a4a2-74e7fb170555' class='xr-var-data-in' type='checkbox'><label for='data-19a7b9e1-eef9-44d1-a4a2-74e7fb170555' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;azimuth_surveillance&#x27;</div><input id='attrs-27dab522-dbe1-496d-849c-ad2e6d42ead6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-27dab522-dbe1-496d-849c-ad2e6d42ead6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea585e25-dc16-4ec8-94f5-94c174d1146f' class='xr-var-data-in' type='checkbox'><label for='data-ea585e25-dc16-4ec8-94f5-94c174d1146f' 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;azimuth_surveillance&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-600c16dc-00b3-4cb8-a483-280449290078' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-600c16dc-00b3-4cb8-a483-280449290078' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4df2b0ca-1fc5-444f-bdbd-ecaf6902ae0f' class='xr-var-data-in' type='checkbox'><label for='data-4df2b0ca-1fc5-444f-bdbd-ecaf6902ae0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-df7303bf-9db8-4260-b0d1-a88a8904a884' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df7303bf-9db8-4260-b0d1-a88a8904a884' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3da56c9d-d8dd-4033-9e76-a355a484e0c1' class='xr-var-data-in' type='checkbox'><label for='data-3da56c9d-d8dd-4033-9e76-a355a484e0c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-b52619d0-9491-451c-a2ba-9bfb83525dc7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b52619d0-9491-451c-a2ba-9bfb83525dc7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bc71279-df54-4ff6-ab36-c82c8dae4811' class='xr-var-data-in' type='checkbox'><label for='data-3bc71279-df54-4ff6-ab36-c82c8dae4811' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:09.041666500</div><input id='attrs-5d45c7ef-5d4a-4dcd-89c2-338995b4e6b6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5d45c7ef-5d4a-4dcd-89c2-338995b4e6b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a76e2fa3-5dc7-48da-a24c-7df5faa3bdb2' class='xr-var-data-in' type='checkbox'><label for='data-a76e2fa3-5dc7-48da-a24c-7df5faa3bdb2' 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;2019-10-21T08:24:09.041666500&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ccba8cdc-da88-4d82-a97f-abfc0812651b' class='xr-section-summary-in' type='checkbox'  ><label for='section-ccba8cdc-da88-4d82-a97f-abfc0812651b' class='xr-section-summary' >Indexes: <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-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44e7bbce-702b-4e7d-a5eb-d049c8b6cbd2' class='xr-index-data-in' type='checkbox'/><label for='index-44e7bbce-702b-4e7d-a5eb-d049c8b6cbd2' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9895f23a-33ae-42b9-bba4-cd064c949f8d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9895f23a-33ae-42b9-bba4-cd064c949f8d' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'range' (range: 1400)>\n",
       "array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)\n",
       "Coordinates:\n",
       "  * range       (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    sweep_mode  <U20 'azimuth_surveillance'\n",
       "    longitude   float64 6.954\n",
       "    latitude    float64 46.77\n",
       "    altitude    float64 735.0\n",
       "    time        datetime64[ns] 2019-10-21T08:24:09.041666500\n",
       "Attributes:\n",
       "    units:                           meters\n",
       "    standard_name:                   projection_range_coordinate\n",
       "    long_name:                       range_to_measurement_volume\n",
       "    axis:                            radial_range_coordinate\n",
       "    meters_between_gates:            50.0\n",
       "    spacing_is_constant:             true\n",
       "    meters_to_center_of_first_gate:  25.0"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Number of range bins and resolution\n",
    "swp[\"range\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0. ,  1.3,  2.9,  4.9,  7.3, 10.2, 13.8, 18.2, 23.5, 30. ])"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Elevations\n",
    "vol.root.sweep_fixed_angle.values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "nrays = 360\n",
    "nbins = 1400\n",
    "range_res = 50\n",
    "ranges = np.arange(nbins) * range_res\n",
    "elevs = vol.root.sweep_fixed_angle.values\n",
    "sitecoords = (\n",
    "    vol.root.longitude.values.item(),\n",
    "    vol.root.latitude.values.item(),\n",
    "    vol.root.altitude.values.item(),\n",
    ")\n",
    "\n",
    "beamwidth = 1.0 # this is unfortunately not in the volume, we need to know this from somewhere else"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = wrl.vis.plot_scan_strategy(ranges, elevs, sitecoords)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can plot it on top of the terrain derived from SRTM DEM."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "\n",
    "os.environ[\"WRADLIB_EARTHDATA_BEARER_TOKEN\"] = \"\"\n",
    "os.environ[\"WRADLIB_DATA\"] = \"data/wradlib-data\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = wrl.vis.plot_scan_strategy(ranges, elevs, sitecoords, terrain=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's make the earth go round..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# \"cg=True\" plots in curvilinear grid and \"az=180\" plots the 180 degree azimuth\n",
    "ax = wrl.vis.plot_scan_strategy(\n",
    "    ranges, elevs, sitecoords, cg=True, terrain=True, az=180\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plotting Radar Data\n",
    "### Time vs. Azimuth"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7efb97d5c390>]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 5))\n",
    "ax1 = fig.add_subplot(111)\n",
    "swp.azimuth.sortby(\"rtime\").plot(x=\"rtime\", marker=\".\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Range vs. Azimuth/Time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 5))\n",
    "ax1 = fig.add_subplot(121)\n",
    "swp.DBZH.plot(cmap=\"turbo\", ax=ax1)\n",
    "ax1.set_title(f\"{swp.time.values.astype('M8[s]')}\")\n",
    "ax2 = fig.add_subplot(122)\n",
    "swp.DBZH.sortby(\"rtime\").plot(y=\"rtime\", cmap=\"turbo\", ax=ax2)\n",
    "ax2.set_title(f\"{swp.time.values.astype('M8[s]')}\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Georeferenced as Plan Position Indicator"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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eXnJ9h994vcZjcapJNBqlOBSie5SOX15eztGjRyWYDREJZUIIIYQQQowz8XicbuCLHp3ACB87Bjzd0EA8HpdQNkQklAkhhBBCCDFOZWkmgRGu5HlNc0SPdymQNjJCCCGEEEIIMYoklAkhhBBCCCHEKJLhi0IIIYQQQoxTugaeEe5DIlWdoSfXVAghhBBCCCFGkVTKhBBCCCGEGKe8mvoa0WOO7OEuCVIpE0IIIYQQQohRJEFXCCGEEEKIccozCnPKPCN7uEuChDIhhBBiDGvcX+XcTqb8wFdG72SEEEIMCwllQgghxDjTdOB6womE83P+ks2jeDZCCCEuloQyIYQQYgwrXVjj3E4kEnDkZUrmb6R7z2rn/rad1YCEMyEuRTJ8cWKQUCaEEEKMM00HrscbNEf7NIQQQgwRCWVCCCGEEEKMUx7NHIVKmfxRaKhJS3whhBBinCmZvzFjWCPQ52chhBDjh1TKhBBCiHFKgpgQQkwMEsqEEEIIIYQYpzwaeKXRx7gnwxeFEEIIIYQQYhRJpUwIIYQQQohxyqOPQkt86fMx5KRSJoQQQgghhBCjSCplQgghhBBCjFOyePTEIJUyIYQQQgghhBhFEsqEEEIIIYQQYhTJ8EUhhBBCCCHGKRm+ODFIpUwIIYQQQgghRpFUyoQQQgghhBinpFI2MUilTAghhBBCCCFGkYQyIYQQQgghhBhFMnxRCCGEEEKIccqjj8LwRXNkj3cpkEqZEEIIIYQQQowiqZQJIYQQQggxTumMfKVMl0rZkJNKmRBCCCGEEEKMIqmUCSGEEEIIMU6NSkv8ET7epUAqZUIIIYQQQggxiiSUCSGEEEIIIcQokuGLQgghhBBCjFO6rr5G9Jgje7hLglxTIYQQQgghhBhF4yqU1dXV8dd//dcUFRURDoe58soreeedd5zHTdNk/fr1VFRUEAqFWL16Nfv27cvYRywW45577qG4uJisrCxuueUWTp48mbFNa2srt99+O3l5eeTl5XH77bfT1taWsc2JEyf46Ec/SlZWFsXFxXzpS18iHo8P22sXQgghhBCiN7vRx0h/iaE1bkJZa2sr1dXV+Hw+fv/737N//36+//3vk5+f72zz+OOP88QTT/D000+zY8cOysvLuf766+ns7HS2uffee3nxxRd54YUX2LRpE11dXdx8882kUilnm9tuu41du3bxyiuv8Morr7Br1y5uv/125/FUKsVNN91Ed3c3mzZt4oUXXuBXv/oV999//4hcCyGEEEIIIcTEMW7mlD322GNUVlby7LPPOvdNnz7duW2aJk8++SQPPvggt956KwA/+9nPKCsr4xe/+AV33nkn7e3t/PSnP+Xf//3fue666wD4+c9/TmVlJa+++io33HAD7733Hq+88gpbt25lxYoVAPz4xz9m1apVHDx4kHnz5rFhwwb2799PbW0tFRUVAHz/+9/nM5/5DI888gi5ubkjdFWEEEIIIYQQ4924CWW//e1vueGGG/irv/or3nzzTSZPnsxdd93FHXfcAcDRo0dpaGhg3bp1znMCgQDXXnstNTU13HnnnbzzzjskEomMbSoqKli0aBE1NTXccMMNbNmyhby8PCeQAaxcuZK8vDxqamqYN28eW7ZsYdGiRU4gA7jhhhuIxWK88847rFmzps/5x2IxYrGY83NHRwcAiUSCRCIxdBdqGNnnOV7Od7yR6zv85BoPL7m+w0+u8fCS6zv8xts1Hg/nKeuUTQzjJpQdOXKEH/7wh9x33338/d//Pdu3b+dLX/oSgUCAT3/60zQ0NABQVlaW8byysjKOHz8OQENDA36/n4KCgj7b2M9vaGigtLS0z/FLS0sztul9nIKCAvx+v7NNb9/5znd46KGH+ty/YcMGwuHwQC7BmLFx48bRPoUJTa7v8JNrPLzk+g4/ucbDS67v8Bsv1zgSiYz2KYhLxLgJZYZhsHTpUh599FEArrrqKvbt28cPf/hDPv3pTzvbaVpmdDdNs899vfXepr/tL2SbdF/72te47777nJ87OjqorKxk3bp142a4YyKRYOPGjVx//fX4fL7RPp0JR67v8JNrPLzk+g4/ucbDS67v8Btv19ge2TSWeXT1NaLHHNnDXRLGTSibNGkSCxcuzLhvwYIF/OpXvwKgvLwcUFWsSZMmOds0NjY6Va3y8nLi8Titra0Z1bLGxkaqqqqcbU6fPt3n+E1NTRn72bZtW8bjra2tJBKJPhU0WyAQIBAI9Lnf5/ONi19K6cbjOY8ncn2Hn1zj4SXXd/iN5Wtcf2gVABVzt4zymVy4sXx9J4rxco3HwzmKiWHcdF+srq7m4MGDGfcdOnSIadOmATBjxgzKy8szyuHxeJw333zTCVxXX301Pp8vY5tTp06xd+9eZ5tVq1bR3t7O9u3bnW22bdtGe3t7xjZ79+7l1KlTzjYbNmwgEAhw9dVXD/ErF0IIIcYPO4zVH1rlBDQhxPDRtdH5EkNr3FTKvvKVr1BVVcWjjz7KJz/5SbZv384zzzzDM888A6jhhPfeey+PPvooc+bMYc6cOTz66KOEw2Fuu+02APLy8vjc5z7H/fffT1FREYWFhTzwwANcfvnlTjfGBQsWcOONN3LHHXfwox/9CIAvfOEL3HzzzcybNw+AdevWsXDhQm6//Xa++93v0tLSwgMPPMAdd9wxboYiCiGEEMOlYu4WCWRCCDEI4yaULVu2jBdffJGvfe1r/MM//AMzZszgySef5FOf+pSzzVe/+lV6enq46667aG1tZcWKFWzYsIGcnBxnm3/6p3/C6/XyyU9+kp6eHtauXctzzz2Hx+OOjn3++ef50pe+5HRpvOWWW3j66aedxz0eD7/73e+46667qK6uJhQKcdttt/G9731vBK6EEEIIMfaN5+GLQggx0sZNKAO4+eabufnmm8/6uKZprF+/nvXr1591m2AwyFNPPcVTTz111m0KCwv5+c9/fs5zmTp1Ki+99NJ5z1kIIYQQQojhousanhEeT6jmP5kjesyJbtzMKRNCCCHE2CTzx4QQ4uKMq0qZEEIIIcauidB5UYjxZjQab0ijj6EnlTIhhBBCXJSKuVsygphUzYQQYnCkUiaEEEKIISEVMiGEuDASyoQQQgghhBinPLr6GtFjjuzhLgkyfFEIIYQQQgghRpFUyoQQQgghhBinpNHHxCCVMiGEEEIIIYQYRVIpE0IIIYQQYpySOWUTg1TKhBBCiHHo5OFVnDwsreeFEGIikFAmhBBCjGMSzoQQYvyT4YtCCCHEODRlduaaYPaCzbJWmBCXFl3T0Ee484ZuApgjesyJTkKZEEIIMYadOLLSuZ1K+YH7aTh8HR5PvN8Alh7OmndXA1C0ePOInKsQQogLI6FMCCGEGMOmztwKZIYzmx3A/HEN/Oq+pNd0ts+ypuNLOBNi4pKW+BODhDIhhBBijEoPYlNnbiWRSLB7/8v4EhrelEbSehc3dPAmNXTDfa4/rmHqJpGwgW7IJ6ih0Lqr2rldcKUEXCHE0JFQJoQQQowDJ46sdIYvepIaRhAnhPniKnRpBnjjGtGwiWG18gpGpafXUPHGIWlVJFt3VTvBrHO7G9ZylktYE0IMnvymFkIIIcY43dDQDY3CJjUcMeU1CXVpzpehq2pZyqu+AOc++6t0Yc0ovoKJIWf5Zrxx92e7cpZK+xN3ekATYiTY65SN9JcYWnJJhRBCiDEofeiioZsYutvpLNSlhirqhgoEniT4o+5X0muS9JrO89KfKy5OzvLNGUMXO7dX40lKMBNCXBwZviiEEEKME5qR+XM86N5nh4L8JZvJsR6XBh/Dp+DKzcRfqyJSoOFJ4gQzT1I93r1VXfuslXLtxfDS9JFvia/J33mGnIQyIYQQYgyyuy7aWndVo6fU7YQfTGusi/29d2ADCWPDqXl3NTlAuNXMCGYAwXYTLWkQK/BIOBNCDIgMXxRCCCHGAUOH7jx129TVV/qQRV9cfYnh17ZTDVnsLFHViXCr6czniweho0zD9OoEWlPOc+xwJsRQs1vij/SXGFoSyoQQQohxwJ5DBpDwmST8JtEwRMOqcpbwSzWmdVd1Rtv6i9G8u9r5OhtPEjrK1O1wq0nSbxLqUj93lGl4P7KVQGsKPan+fdp2SjATQvRPQpkQQggxxjUcqCLhN0n41ESOlNekdGENRYs3k/KaTuVMKEMRzNKHfqYHs4YDVUTD7oQab1yjowwMn0Z2i0Yk1w1mzbur8X5kK4bXrWJKMBNC9Ed+hQshhBBjXNxvEA0a2E0UfQl37FDpwhoKrtw84RYzbjhQRcOBqj7392yqdr56K7hys7M+23AFs/L5ammB3sHM1l8ws0kwE8NB10fnSwwtuaRCCCHEGGevNdadpcYvFi3YOMpnNPy8VtOM9HBWf2gV3fluGOovnBUt3uxcr6FQtHizU5G0lc+vQTdUMIuGTfKXbCbld59jB7OUV32lN2GRYCaE6I90XxRCCCHGuOnTVSfGRCLB3r0vj/LZDL/O7dUE0AgA3bkqDDUcqAId4n4T8sGT1Ah29f/84eo62bi/ylmEu/di3FkrN9O9tRp/p0kqoIYy6gl17m2TTLLbNGeIqS8u8//E0NFHoSW+LH049KRSJoQQQohR0V9jDvOXS+nONZ0wltWhkdWh4YtrBKI6gahO3K8qUN35JqFrBhdu6g+tov7QqkE9p3trNVkd6kNv4/6+QyptWSs3E8/RSPmho9iku0g9J/8UdOWriplmSCATQvQloUwIIYQQIy49GKUHM+P9Nsp2xyl9L+mEs5zlm4kF3TGAgahO8aIaihdlVqvS991f8Eo/zkCDWffW6oyACOcPZlkrN1O6sIaEPzOYeWIm4SoJZEKIviSUCSGEEGJU9IQNesIqbNmBqfnjpZAw0BIGpe8lKX0vScOBKnRDywhmzburadxfdc6A1Dt45Z5MEoroZ328P1krN5PVoWUEs95DF9Olz4FLD2aRAo3AmrM/D2QtM3FhpNHHxCCXVAghhBAjqnl3tTMUEVQ4s7tHli6sQfvUThXMIknOzPMSiKpqkx3M0sMZZFauOrdXk9OmUzF3C+AGr+bd1bRN9fYJZgPRO5glNp49CNp6BzNTH1hHSAlmQlyaJJQJIYQQYkT1HopYMXdLn6qX9qmdNF0VJO80JPyms3C2bmjOPjxJDU/SHVKY3kK/c3s1FXO3UDF3C5EaN+jYwazskOEEt4HIWrkZX1wjfCIGnD2Y2S3zITOY2foLZp3bq51jgAQzMThSKZsY5JIKIYQQ4qI0HKji5OFVnDycORzwbMMLK+Zu6TMUMT1c2c8xdGgvg7zTajvdwAln4IY7T1INKQxEVTWrJ1tVtOywE67a7KwbBiqYeW7eNujXWXDlZrqmB/C2qr726cHMHrbYcKCqTzAzf7KY/Lc7nfskmAkhepNQJoQQQoiL5rVClR3OjBeXU3xQLTZmB6304GYHs/RwZgcz+zmBqJYRzOxw5k1qzvFiQcNpgV9w5Wa8SRXmerJVOGveXU3z7uo+wexC5SzvG8wSG/sGsfL5NZTPryG/USM2NwfgrMEsZ7k6//RgJh0ahbi0SCgTQgghxEWxA4gdloJRjZY5ailUO5ilSw9m/rhGMALBiHrMk9RIek3iftMZtmjo0DpJtZPPPaORe0YFsvRwZiteVIM3qSpq/qhGwq+qZs27q+nJdheDvhh2MIvmaUTz1PH7C2YAbaXq+OnBLP/tTmcOXfo+wQ1mQgyUvU7ZSH+JoSWLRwshhBATlB1+psx2506d2avCwtnayUNmFccOD8nfr8RTp5KT9vnd/T7PDiX2MVrmeCl8P0nxQdWwwx9XgcvQ3XMjqL6FujQnmMWCOGHMHrJYurCGRG2VsyCzHcyCH+4bsIoX1dCzqZpoNgQjGtGwiS8+tB8ic5ZvJvmHVZi6CmbBdlMFs+szr2v5/BoaqMqomPV3zvY+hRCXJqmUCSGEEBNcf/O9zuytcsLTuaQHtNTkMADmTxZj/mTxWZ8Tt6pToIJZ4wKvMxfMm9ScoFXUoD6GRIOmM9wwa+Vm/HENf1zD0FWAM6zOhV0lGv61KvToCZOWciOjBX26zkKTYBeYugpmCavyNpRMq1oQbDczKma9lc+voa3UpK3UPGsgE+JC6dooNPqQQtmQk1AmhBBCTECRmmomHTCYdMBwQg6oKlKo6+yfqBoOVBELmsSCboDp2VRNT5GHniKPE8yi83OI1FRndDYEFQANPTOYASTTxuaoYKbOIT2YRYMm3VurnfPzxzW8ycyOhq27qvGvrXHCmaGbznnb6g+tIuk1CV2z2QlmgaiWsZ+h4EuritnBzHd9/8ewh3gKIUR/JJQJIYQQ40z7u+to2+mGof7C0ZnyFHULNbSESfHBJLrhNtzozlUVKOCc1bJY0HSGL3pVXwt6ijx0LVbD8DQj8/gnjqx0QpKhq6BlWJWqwjqcYwLktmh0Fpq0F5sUNegUNeiU1Gp4e9TzewfHgis3O+fQuks17yiq08hp0/sEs/Q1ylpL1RpovedwDZXewUyIkSZzyiYGmVMmhBBCjFN2MPNbP9vBrKXUICviAeDkFeqxYFR9T3rNPs0x7GCW3aJR3K2S1pkZunOMVK7aLtyhvjdVpDIqXZ2FKnz54zpxv4Ghm87j0aCBoetEw1BYp57v7UjSOstHjhXMOgtNNWfMGvrn7TFJhjRCXVpGF8Kc5ZszGmF0Falj5LRZi1Bnm85wy4ortzgLRw833/Xq3M9WJRNCiPORUCaEEEKMM3lXbMDn8wFw7NhKcjpUAOvMTQFqeGBP2CDpdSs3OS0qwLSWmiS9ZsbCyenVsmSWh7ZSk+Kj1hpg7QkAmhcFiOS6Yc4OXs3lhnNM6BvMdENzgmDLZPAmIc/wEuqCSK57XqmXVqADsUIvvm4Tf6dJIktzgma4SoWz9GYYjfur8CQ14kH7nNRC0764RuuuakLoQ1ohi71e5QTB3h0cJZAJIS6GDF8UQgghxon6I9dlfLd15qZI+E2CUZ1JR3Umb4sxeVvMaRmvG1Z1K2FS0KhT0Kg763c1765GMzRyT0OgPkqgPkp+o6bCWaX7MaFob4zC/VH8VsXNm7QbcZhMmb2FpNd0QqA/rlNS78HQTbK61D6SXtOZU9U+CSK5JiG7EceuNvSICpSBliSJLI2uEo1Irhsq7XBmvnC107ikdGENKa9JymtStHgz5fNrnGA2HAJrashudlvsCzEWaCPd5ENXxxRDSy6pEEKIczpcuyLjS4yeipmvOrftborTp29l+vSteJOqCuWJGqQK/USnhZy5WpXbE1RuT3B6mkFTRYpYGHJPm+SezgwviZIAiZKAE85yT6v70ukGFJzxONUvb1LjzN4qglFVQUoPZyX1HhJ+FcyyunQaDlThjWsEImrbSK5J6GA3lIbUvtOCGag1y9KDmf2aJ78dd36O+9XQR5sdzNLnww0lCWZCiOEgwxeFEEKcU7gn8+93x46tzPh5+vStI3k6AhXOfD5fZpv7oFqPLNJhVZSsfzZ/pxtqKreroYjtcz10F2lkn06RVweJHI/TtMMehpf8g7tvO5iZurt2WMEZNWSyO1d1TQxGNSeY5Z2C9kkmhQcTgJ/OQpNQl0bOKXWQrjKPE8wSU8P4TkQgS30k0SMpEkV+wq0mkQItI5j54xp1S/14kxqT344BoP2Pd/pcn+HuchhYU0Pg/JsJMSI0XUMb4cYbUikbehLKhBBCnFPv1uYSwsYOe1FoO5z13FOBBoSeqnfuK2+HVIHfWVMrGdIIWIs0d05SwSrYpe739phOs42OSTqduSkqPnA/fTVVmoQiGv4ozrpj+Y0aiaBGe6FBMKpRtLULsyhIqMtHdJKf4Kk4gdMQneSnp8hDsN0k+3TK2aceSZGcEsZ7UgWzZIFqW6IZZASzgiutJh/Z6r/J01eqWFQ+DNdVCCFGmuRcIYQQGQ7Vrcj4soeo2V8H6pdnfInRN2X2FieggQpnRT84zpTZW2ifpN7qNcNEM0ySfkha7RqDXVYgs+5LhjSSIbXWVtHizXiTGvWzDOpnGUQKNMo/AH8U4kGIhkFPqupZZ75BXovuVL+05ijNpSlMHXom+zGyvYSO9pBVGyeap9E5yYOWslrnhz14OhIkp4QzAllHmRvMCq7crLpAelWrfH9czZOTdb+EGH++853voGka9957r3OfaZqsX7+eiooKQqEQq1evZt++faN3kqNAKmVCCCEy+BOZw2DsiogY+0JP1QPuel0hrC6Bi91tkrsy50G1F6p/4LwW3QlrJ46oIapTZ6uqqN1avqtEJ7vJIATEc3RMXQWngkad9mKTnDaN5LRsACr/2EXtX4TxJjVydB0KQmS/r4IZQMcMPzn1SYyAByMMWtKgq0xV7pJ+0xoCaZ3k61WEgJ48jZQX/FGN/CXDs+6YEOON3XxjpI95IXbs2MEzzzzD4sWLM+5//PHHeeKJJ3juueeYO3cuDz/8MNdffz0HDx4kJydnCM547JNQJoQQIkPSkzlc0U9mSJtfsX0kT0dcgLNVkFIvrSAXiOert//WUgN/XP372uGsqEFHN1RnRTuc6bpGJNvAm9ToKlGfxjxJ9WUHs7wzavhjPEcj/F43yWnZTPoAmqaZdOZbyX6OaujRmW9QetTA9OnosRRGwGMFMBNvXMMb12ifpP47zGkCX1uSRL6XULtJT54sWivEeNTV1cWnPvUpfvzjH/Pwww8795umyZNPPsmDDz7IrbfeCsDPfvYzysrK+MUvfsGdd945Wqc8omT4ohBCiAyzK7dlfNnd9NK76onxx3x+iXPb35bE36Y6HCa9Jrqhmmj44xqemEnpcc1ZY6y4wUNWl46hq20j2QaRbIPOfIOU9addU1cBz/CqhZ8jC7KI52hohmrBX75PzSHrzDfIWb6ZQFQn5VfhyvTpaIb731VHvrXWWlzD0KG9DBL5XnzW+YbaTamSCZFG17VR+QLo6OjI+IrFYmc9z7vvvpubbrqJ667LXNLj6NGjNDQ0sG7dOue+QCDAtddeS03NpTNEWSplQggxhqV3OhzJBhuH6tzW90ZQgthEcGqZaoxR0Kj+HttcbvQJ2cW1GmcqTUIRndLj6r7uIghEwNB1esKq4hWK6MSCKpjltKn9+eMazZNNiupUxQwgkaXj6zYwwh4nmLV1VeNBNQ0pqVUf7AJraihGDZsMR3Q68lPOHEZQwSzP+sgSWHPpfEgTYqyrrKzM+Plb3/oW69ev77PdCy+8wM6dO9mxY0efxxoaGgAoKyvLuL+srIzjx48P3cmOcRLKhBBiDBsLnQ5luOLEUDFXNQKJ1an5ZnYgC0d0IlbYapmsqmM9YYOesNqm7LgKXSE0Ql06LaUGCb9aoyzpVUMTdUOFp7jfpHmyOp4KVCbJUig9qhp6eG/YAjvVnLbsDh3DB6FrNmP+n6sAmPrpPztDJivmbnHmsnmTGu1lZKxHJoRQRrMlfm1tLbm5uc79gUDfxSJqa2v58pe/zIYNGwgGg2ffp5b5GkzT7HPfRCbDF4UQQvQxd/I250uML8eOreyzllz6fYE1NQTW1DjDFe1AFoyqjwTl82ucoYuGDqdmqMc9MRNPTK1H5k2q9cryz+gkvSZxv6q6BaPq54q5W4iEDWeB6cYZ0DhDnUv60MNYWH3XPv1nAMz/cxWVm2JMnan+GGEHyaTXlEAmxBiUm5ub8dVfKHvnnXdobGzk6quvxuv14vV6efPNN/nnf/5nvF6vUyGzK2a2xsbGPtWziUwqZUIIMYYdrl2R8fPsSglJYmDsEFbU6IHSzPumT9/qBB6Axv1VGNafae3OjeldN0/NMJg+fSttO6vxxsEXh55sk0iu6TQFMXSTpBenajZ9+taMcBj3mxw7tpLp07f2OydM+/SfObO3iuJFmeEr/TyFEOPP2rVr2bNnT8Z9n/3sZ5k/fz7/7//7/zJz5kzKy8vZuHEjV12lqubxeJw333yTxx57bDROeVRIKBNCiDHsfCHMHuplsysM4tJ08vAqvFa3THvdsp6T1ZSd9NCdr4Yr9g494A4LNF5cjhZRDTWargpmDG0EaCtMkd/iIWG1zo+EVUfGwkYPZ8pTGLpJToeHVqvt/vQrM/97TK/Y9Tc0t79zE0Kc21hviZ+Tk8OiRYsy7svKyqKoqMi5/9577+XRRx9lzpw5zJkzh0cffZRwOMxtt902lKc9pkkoE0KIcWwshDD7Q3Yq5QfuH92TucTZ1S1DVwFtyuwthK5RValWa35W7+qrbXblNvSPq/mDzburyepw9gpApKaaUjw0Vqhg5o1rTDql4+lI0HC5l+IGtcZYlxX+fHGN1l3VFFzpVsXSq2cnjqwcE//9CiFG31e/+lV6enq46667aG1tZcWKFWzYsOGSWaMMJJQJIcSYF33LXew3+OGx1wo87lMfwlO6dGkcbZGQtdZYc9+394q5Wzhcu8JZHNz+d7PZYW3qIQ8900x6wlBwRierQyMeVPO/AhEorVfhS09CKqDRdLmX8j2quqZ/Ygdh1HDIhF/t366a2eHMrpCdOLJSgpkQQ2A0G31cqDfeeCNzf5rG+vXr++3ceKmQUCaEEGPcWAxi6exmIIlEgkN/fnmUz+bSdeLISmeh787cFLltHmKvVzmPB9bUkN2tAlXcb+BPaEydubXfylnpcY3OEo3WYhXyJr8d59QSP3bVLO9ogu7JPmJhk8IGnWS+jzOVJljVuIqFauhkw4EqYkGTQFTrE86mztwqwUwIISwSyoQQQogJwO6eGA2qIJX0m3SWQE6TejxSU02eodFcbjjb2kHOrppNPu4lZo0WymkyyUFDT5r0TA1SXGtyplLtO5zvJasuAZN9dBWq5xY2qH22lBvUH1pFIKpTciJF02yPE8wAp9kHjI3ht0IIMRZIKBNCCCHGOHu9LjVv775+tyldWMOZvVWEIzr5tQaG1Yyjw+ooXfh+AoAifAB057udE+0hjU0VaoHngjMeYjka2e/3ABA6Az0zQgSiGnmnDFJ+SFjBLAtouMxDVyFohuaEs+58aJvqJasDunNNYkHVOh8yg5kQ4uLomoY+wsMXR/hwlwQJZUIIIcQY1rm9mmSxNW9PU9/rj1yHxxN3Oiza7O6FydqV6HGDniIPgQhk1SWIF/mIZkPucRXOfNZQxpZKFaKKjqRI5HoxvHCmXIWz7PfdfYeO9hDyaLQsVIu/ZjebJPK99ORpFDSCrzNFW6VOd75GLGg4LfbtIY+GrtYsyz+j01iRkmAmhBBpJJQJIYQQo+hQnTuna+7kbSQ2uvPAfNfXcGqyaqIxqc5L0lBBytBNPKgOi9GAkbG/3E4PHYtUeJvxbtK539+coDvfR+ssH6Eu8Heq5xXWmnhv2EKkTc356ig08cd1imohMitEoDWFpyXu7Kdwf5SeqUG6itSfyj1JexFoD/m1KsyhqwWjDR16rJb6dmfItmLDaRbC9Au7ZkIIl6ZffOONCzmmGFoSyoQQQogRYq8rZ8+lOnZsJUFDIxow3cdnwaQP1CeehgNVZOs6XVkGpyYnSaV0OA3ZnR66C1VQyu1UAacjJ+Ucx76veaYKRqX7VHWscH8UgJ6pQeI57qeqxKZqu6BFbotGuGozPWeq8XeaxAo8UBAiHoScU+oYoRNRggEPWiRJ7So/4YgOaMTCHrKbDDzvd1BKLo0z1D7TF4CuP7SKtmJDFoUWQog0EsqEEEKIEeYs+q2r0NS7Tf2pWaqs5I/r6IZGuEclppxGL4eAWMAkGNVJek1CXaplfUGrl2DEPUbWStXlsP7QKhou96Ib6hil7yUJHY7QtjhMwNo+eFzNHeuZEQJUUxBfj4mnK4nf+qjQXGrQmQsVByGV5yOZ5SEQSzF5v0ndQoN4nuksdn5izkoqX+5gUnsI7ZNvZ7x2CWNCDC3do6F7RnhOmXH+bcTgSCgTQgghRlh6p0QjbRhQuEcn7jcpO545NiiwRgWZ2sS10AQ57RpeXaO12KS90P101JmrQl1Jg4furdX0ZJtE8gxyOz0ZH6LMHB/5u1Ui65ofxsjzoXclCR11w1kiS8P+mNBcCeGITtIL9fPUjkpPQqwiSOBQJ5NRYa6+RzUkmTp3Kyf+m1UVvOirJYQQE5+EMiGEEGKEpLeAt+eS5beroYa5Z9Rfuk/OSFI7O0UwplNSq+6LvV7F8bkpspMq/HQUGKRCqfRdM336VhoOqPlonfkqnBWcgpwmD50lapusNo1YiY9AUwIzR3VhDLabGAGPs5+OKV4CEXuemP3Xd5OkF7xJ8CZ11VBkpprTVkwObaUm5fNrqEBV5uoPrcKLJlUxIYQYIAllQgghxCiwF90+hApnuWfUW/KUo+p7dz50FaltixZvxqhfTmu+atzRlWUwd7cKXrWLVHA6cWQl+N0hkMGYTqRAx9BxWtFruXbIUoHME1PbJkMaZHmJ5JqAiScGASuQhU5ECe2Mcvq6PJK9PjVMmb0FZkN52n0SxIQYWZquoY1wj3pp9DH0JJQJIYQQo8gOZydiK8npUBWr9vwU4YiOJ+l+0JpfsZ1EIsFhXmbqIQ8fXAXTDnmYdBQiBRreODSXppz5aZGQQSRkUNLkJRTR8f/wA/TbZ9Gdb9KdD9GgSSii40lCuFWFs2ip+k6JBpgUL6qhW68mUOCn7NV2ALQv7huZCyOEEJcQCWVCCCHEBdjXsDzj58vKt1/U/tKHNhZY348dU/OyivrZfvoBD0cWqMpZWaOPpB+mvRUDoPaagDOHrLkoqeaq1XWT/e8fWLO/gHtmYuomKa9GZ4mmqnFHVlJwxpMxTy1r5Wa6t1bD0nyneYgQYuzQPBraCDf60KTRx5CTUCaEEEKcRXrwyopmjtfx+dwPQXa1a6idbXHlk7NTTGnQqDzhI+EH0+riGJseVufaBVlAqEtt31ZskHpiEdoZq8HIk/udoYjepOnsd+rMrZwgs20/IGFMCCGGmYQyIYQQoh9tO6uZbM29AjhTkrYQc2Jk/yrdW9Jjotun41d/tU75TTqKoehIivwO1bAjFobsJpOy15swlpcSz1FPCdy3kEAbzsLUsyu3cbjWWsTah9PaXgghxMiQUCaEEEKcR8oL3lRmEAvG3J/P7FVdD4sX1YzYOR2fmWD2uzrBPV2Q5aPlSlUlixWqt/bck0n35zVlpKx3/KzaOB0z/IRbTaYe8nBsfkp1gtRl7SEhxqVRaPSBNPoYchLKhBBCiH7k1bQ5t1s+nO804QCIBd30EgkZhK3bZ/ZWjUgwm1v+Oj6fj+S7K0lNz6Z+HkCKKb9uI7pSzUCLFXrxdauhif72FJ72BAAfVHuBJDOP2q/B/XRl6MM3FFMIIcTZSSgTQggh6Dt/zL8u1/k5py1zW09Sx7SyTCRk0JbnrhlWPJwn2UsqqNM82aTyj90AtFynAlnBq80AaCEvXiA1PZtUno+2Sp0Ka+2z6CQIV21Gt4YtGvKXbyHGJd2joY9wow+pqg89CWVCCCFEL/ktnoyfU73eLT3u9DJmvZVwbmuf2jlk52B3XrSbfexrWI6R9AP/C4DDtSsoKPICJqc+nGU9yyAU0Wn/iyI6c1NM3m+idyXxtCdoWRgkEIGOQpPcFvUBLv5aFVPxcGJuCt0Y23PJEhvVEFHf9SM3RFQIIUaKhDIhhBACCKQ170j63Y6Euacz2z+3TnZvGzrUrXHfSucP4fnkt3hoK0w54czn04hZjx04vYaclEZnboqkxxqimNDwJjV6wu7J1i3UmPKuGzDjQcjq0Eh5IWf5Zlp3VZPVrOaWAVA5hC9giNXNMZj8vk5iY5UEMyHSSEv8iUFCmRBCTCAH6t0hePMrLm7drInuUN0K53a4RyeYNrfKG3c/4PiaYxnPi85y3zo70wJQ73XKnG6GlsFUoU4eXgW54LUWj44GDHQD/FazkUkNPjS/SVOxqtJlR1SoSnpVQJs6cyuH6lYw/YCHZK6Of20NRaiOkulVv4IrNzv/zYz1/16mT9/KMVZeUDDr3F4NqCAqhBBjkYQyIYSYQMb6B+uxqrjeDWSJIIRa3bAVKw84t7sKzYx1vXIiekYwS2e3zY/71Pbpc9bOt9B0gbWeWGux4ezLH9dpD6rHe7IMPB6D3C4VxjqyU2RHPOhG5tpphw0VDGdb9+Uv6RtKxsp/M/WHVgFQMXfLWbexg9nZ1m87G09SDUHt3F4twUwIMSZJKBNCCHHJOXZsJX76H+7jSUI8xw1petr8MW9cy6iipYcce5ihrTtskBPR8Sc0gtbC002FSc7nUN0KEtNNZzjlzP9oB+DErfl4rTKXoatgBtawxZSGobtVMtvsym0cqF+ecW6DDTQjrf7QqvMGs8EKV20mUlMtwUxMSJrGiLfE1zTz/BuJQZFQJoQQ4pKwp9GtVBUk3XlWwahGV6H7ASO/zr3dPimzJWH6fK0pszODQ3dam/yZh320F+tOUPIkNVJek5IWLx05KWdo49mGNPpSmtMN0ZybB8DU/2ojoQXYOxMqZr6Kz6cWtt7XsJy8Lo9zrN7mV2yndVc17fmpfh8fK+wgVn9o1XmD2YWwg1m4SgKZEGLsGbcNcL/zne+gaRr33nuvc59pmqxfv56KigpCoRCrV69m3759Gc+LxWLcc889FBcXk5WVxS233MLJkycztmltbeX2228nLy+PvLw8br/9dtra2jK2OXHiBB/96EfJysqiuLiYL33pS8Tj8eF6uUIIIQZgX8Ny5+vdpmUZXzkR3fnyxzXnK7sl88t7wxbny9RN56to8Wbas1POV7o9jcvJiur4Uhq+lIa3x6SoFkqOaxTVaYS6VDDzJDP/mn24doVzvgCx16uYdshDMKYRjGmUNHmJlKqv7muKMOapgJbcuJbk71fSvLsaX0qjPTtFZ9jAH9dpOFDlfNkKrtzM9Olbx3yVDFQ4G+pAZpNAJiYiu9HHSH+JoTUuK2U7duzgmWeeYfHixRn3P/744zzxxBM899xzzJ07l4cffpjrr7+egwcPkpOTA8C9997L//2//5cXXniBoqIi7r//fm6++WbeeecdPB71l9PbbruNkydP8sorrwDwhS98gdtvv53/+3//LwCpVIqbbrqJkpISNm3aRHNzM3/zN3+DaZo89dRTI3glhBBCpEufq5VeGcvryvwbZPqaXN357u2sNoi+Ve3eUeje3NO43PlT5uWl2zmz1w09oTyNpMdEN6Co2Us0z32ev9vEEzPJtvqFtBa4jxW0emkoVc069jUsZ7b1tlx23JpTNskkFoScNvUByAjq4Hbgx9RNCls9BCLq8eZSFRbt4ZJCCCHGh3EXyrq6uvjUpz7Fj3/8Yx5++GHnftM0efLJJ3nwwQe59dZbAfjZz35GWVkZv/jFL7jzzjtpb2/npz/9Kf/+7//OddddB8DPf/5zKisrefXVV7nhhht47733eOWVV9i6dSsrVqjhJT/+8Y9ZtWoVBw8eZN68eWzYsIH9+/dTW1tLRUUFAN///vf5zGc+wyOPPEJubi5CCCGGX9vO6oyf0+d4GWeZ89CebTDziDt8sancrXoFI5n3hyP9h5tDdSsoxN12Up37dhoPQtIPOafVcEbDqxEpUKEpu8nI2La12CCvy+N0WUyG3L8+Z63cTDnQcKCKznyTuN8g0OGHThXOWsp1ItZwyq5sNdcqp9+zHV9OHlYNP3oPDxVCiIls3IWyu+++m5tuuonrrrsuI5QdPXqUhoYG1q1b59wXCAS49tprqamp4c477+Sdd94hkUhkbFNRUcGiRYuoqanhhhtuYMuWLeTl5TmBDGDlypXk5eVRU1PDvHnz2LJlC4sWLXICGcANN9xALBbjnXfeYc2aNX3OOxaLEYu5bZU7OjoASCQSJBKJPtuPRfZ5jpfzHW/k+g4/ucbDazSu7/FyN8QsLHmdd+uvcX7WDbdrohZzA1R5m07Er24HIlC23w1l9fPcfXtjXno89r7ASLoBLbvFiz1gPdStkT54PeudLsjxYaBhhDwQB5+pdtRaohGIWPtMgZkwMHRIaRDu1kka4I2oMGlfx6JZbwJw8thaOoNqP9rKl8n69pX0fGaSc9yJ8t912bS3qD9yHccPXkvFzFdH9NjyO2L4jbdrPB7Oc1TWKZPhi0NuXIWyF154gZ07d7Jjx44+jzU0NABQVlaWcX9ZWRnHjx93tvH7/RQUFPTZxn5+Q0MDpaWlffZfWlqasU3v4xQUFOD3+51tevvOd77DQw891Of+DRs2EA6H+33OWLVx48bRPoUJTa7v8JNrPLxG9vr+L+fWMV7O+PmC7B3YZsfO9WBx2m2790d3r++2tnPs5+WXe91xv3Nr48aNsPK7cMB9dNeB3tuPZ/cBo/ea5HfE8Bsv1zgSiYz2KYhLxLgJZbW1tXz5y19mw4YNBIPBs26naZnJ3TTNPvf11nub/ra/kG3Sfe1rX+O+++5zfu7o6KCyspJ169aNm+GOiUSCjRs3cv311ztdv8TQkes7/OQaD6/RuL7vtqx2bpe19P+W5o/ptOW7rehLG9zt0hdSTvozhzvGAmkdGZvdKlmgObOtvd6h/pKuffJPJF+7Do+12LSR66Nptk6wRz3Xa5XTPNbTA03uX+BTWV7MtJGSkcLM95KI1f6+I+DhyLtf5pqif8UMuvW5vCs29HndidevB8C3Znx8+B0O9UeuG1S1TX5HDL/xdo3tkU1jmebR0TwjO49U85x/GzE44yaUvfPOOzQ2NnL11Vc796VSKd566y2efvppDh48CKgq1qRJ7nCOxsZGp6pVXl5OPB6ntbU1o1rW2NhIVVWVs83p06f7HL+pqSljP9u2ZbYxbm1tJZFI9Kmg2QKBAIFAoM/9Pp9vXPxSSjcez3k8kes7/OQaD6+RvL5Ly9w5ZN1H3fll9qLLALnNOrld6nYsDPjdMJP+JhhK+4N4+tpkoWvO3rEv/loVvg5rf79cQetVQZiqPhwVHYlT8YG7bet0j2qNjxo2mSqD4GkrmPmMjGM2Fbrnn92l05OTJBjXCafUuMvcFS+d9xr71r1xzscvBR5PnNPHPzzo+WnyO2L4jZdrPB7OUUwM46Y909q1a9mzZw+7du1yvpYuXcqnPvUpdu3axcyZMykvL88oh8fjcd58800ncF199dX4fL6MbU6dOsXevXudbVatWkV7ezvbt7sdvLZt20Z7e3vGNnv37uXUqVPONhs2bCAQCGSERiGEEMNrT+Ny56s713S+psze4nx5YqbzlVOfdL7yl2zGH8X5Svjdr3TJP6xyvsBdR6v+0Co8PSmMPB9Gno8PPuyj8LjhfO1fbnL0Cjh6BUSLvYS6NOdYjRUpTk5Lcni5hunT8J+O4W1WX/EcjZKGzD9DF7d4ye7SmTr1tZG6tGNORlfMAbLDmN08RIiJSFriTwzjplKWk5PDokWLMu7LysqiqKjIuf/ee+/l0UcfZc6cOcyZM4dHH32UcDjMbbfdBkBeXh6f+9znuP/++ykqKqKwsJAHHniAyy+/3OnGuGDBAm688UbuuOMOfvSjHwGqJf7NN9/MvHlqBvi6detYuHAht99+O9/97ndpaWnhgQce4I477hg3QxGFEGIiKGpzw0s8bfhh+gf44Noa57b5gvuHM/OHiwhZt5uuzcUfdT9keGLuvrSEW7XqrWOK+zYa7jHotBabbs9PkWN1bpw+fSuJtDXDfNfX0HxkJWFrWGM8Xyc9B3p71LEnHdU5Pc0gEjbQDXVuaZ32LyltO6sJov5dgx8e3FpjU2ZvkVAmhBjzxk0oG4ivfvWr9PT0cNddd9Ha2sqKFSvYsGGDs0YZwD/90z/h9Xr55Cc/SU9PD2vXruW5555z1igDeP755/nSl77kdGm85ZZbePrpp53HPR4Pv/vd77jrrruorq4mFApx22238b3vfW/kXqwQQkxgndvdUJWzvP8P4Qfql0O2uj2/Yjs9m9znpM/PsitcALzX6tz0lLtNlkr2ukMaUzleTK+7Ay3hBrTurdXkWYNMouHM9c5ac1O05qpOjllp64R1bq8mq8sdm5j8/UoqAO9HthB7vYrOEpNotno79kfV0MvCRusYAZNgTMPQ+2/vf6noyjUAnWDXhQczIYQYy8Z1KHvjjTcyftY0jfXr17N+/fqzPicYDPLUU0+dc5HnwsJCfv7zn5/z2FOnTuWll14azOkKIYQYoPQgtrN5Wb/blHe5b2HNu6vBGqiQezotRBVp6Im0YTary93bcXe7hlnu3UUNbqDSEybNC9zj5LS52zUVu406Jp/0MfWEjxNT1X2dYcNZJ6006aF7so+suszW2snfr4SgTk4TgNr28IIkORGdM+UpglGd/HYP0aCq1E2duXXA7bkb0ipz5fNr6N7qBtaslYMLNGOBW+1S/zZnb/clxKVHWuJPDOM6lAkhhJj4AmmhKulxg1QgrRpVuD/qPiHuDjfMO+pWqMwuN9C0rCvEk0yfVu0+5/QUd92ycERHtx4qXVhDOr1uBb1NPeGjO9ekqTCJbqrzjuSqc47N8ZJMe9ctn1+DF9UsBKBtEuR1eZzjleyO0bQ4QDB6cdO/Gw5UkYN7Dbu3VtOTrc6peFHN2Z425tjBTKpeQoiJSEKZEEKIMeHYsZXO7enTtzq304PYzKPu7Ct/t3t/+1y3dhJude/39LgBi3ebnZvp1SmAphKVhBIeE0/aFLKcjoH1fT412Q1/uZ0e5r+r3l5TAQ1TVxU3AH99lMgsNZOtcb9VzZqkAl8p0LpLVbQKrtwMcyF5SA29rJg78CBi/nIpRQXudeoq0Tg1OUlFrTqnxooU2V0q6J3ZW0VLgbpGcydv67uzMUYCmRB9afooVMp0qZQNNQllQgghxoT0IJaurNltSR1qdkNWT5EbmOoq0oYS4m6f1+SGJeOKIud2YI1bIUq9tIJZf1a3W6e7b4uGDs1F7vPdZyt2iDmUVjErafLSnp+io0ydW+GeHuexeEWQyKwQ4Q/Ufa0rAvjjmrOPYExzhmDai7YMJoyl87bGqV2qXkswqlPU7OVMuXvturINuq1hkb6Uew7jIZilO1yrrv3syvF13kII0ZuEMiGEEGNafYkbuArr3MBlD8HrLX+JO2fq3Up3Ptq0WvctLz9t+2SWG+5UBU0JrFHVq95OHFEVvakzVYjMb/fQkeMGnjyrI2T2f9bRdFuF09Ux3Gri6zZJlAepn2WQ3+IOS5z5/2viyBdKgIuvWGmffJv6Q6vwJiHpNZ0vb1KjsEHH8KpqWVZUp+ykh2g2NJWo8DneQs7sym0crl3B4doV4+achRCiPxLKhBBCjAnpFaeuoDuGcObxtCGLa93AZQemxv1VTrUnGNOc0HQmL+WsxulLaZyxgkfvD+9H57nVsJjPDXpXnOd8TxxZiT+uY3hN53nd2WmLPgMFv6hXx3/4GJ3bqwl0qu10AzryVZDrDBvMA2Y+YyXCh85z4AGwK2zHjq10AlnSa9KdD1ltUH5ChbHmcoOiBp0S6+NAU0kS3WBchRw7mIG7HpkMcxSXEs2jo3lGdulhbWAju8UgSCgTQggxJgRj7hyFhDU/YuoJtzIWC5uc2avmYaU3zGgudEOV7m6ewdBMuoP9V9bmV2wf1Hm2plXFAtYaZh5D7Sd9PazUusnObR9uR8lDdSvQDfCnNTA5+D+LAbisfHDncj7Tp29VSwcA4ahOd3YKUJ+mPEnI7tBpL1bXpTk/iS+lZbT5Hy/sAGk3A5GGIEKI8UZCmRBCiDHBHg6YrvNEWiv3NjfEHJrnriuWSPuL7cWEGrvaAmcfvrencTm61cnw8tLt7GtY7jzWvLuaEDpFi1X4au2qJn9fD8axDlJ/mo3nwcOACp/RgEncZzLlqJfc7LQXkNaxfzDOVSGyQ+eexuUUtXmIBQ1ac1MEEhrFTV6CEY38JZsp/v1KDl6lQuZQh8ORJItFi0uNtMSfGCSUCSGEGLPS1ytLX1D6ipIdzu23W/pfxyx9OGT6PK307ZcW7uBC1R9ahZGvbhe1ucGqeXc1RYs3qw6KVwKPzAYg9chstJAX780FVNar7c9UGBTX6/ibE+gfv/ggdK4K0eWl250xn60Ny4n5TBrLVJUxH/B+ZCvzfm91wPzIRZ/KqJIqmRBivJFQJoQQ4qLYw+NSKT/wv4Z0307beKB0ef9ravlS/d591oYZZwti6dWxPY1uBezy0u393o4crib/jBrr11ZsEAsa6IZGVodG5/ZqJ1Amq0o5vECFnwW/6KD8pVZSlxdyfH5KdUWsMKDCw5T+X8aATJm9xanaDWQ/l5WrKl/CY2ZUxbwf6b8DphBiDPNo6mukjymGlIQyIYQQF8UeHpdIJDjMy0O676TXnQeWXvkytLSGHBV9Q9bOZrcatqRo8NUwO3zFX6sijgqGJ+a66W925TZMHWqnqs6QMw560aweH7Ec9b1zezWxsEkOMOOImuxmzs2jdpGGvVi13XJ/KJpqDHbI4XgeoiiEEBONhDIhhBBjVke2G4QiATeIZUdVhaqo2UvzGTWs0Z7LBWcPYnZVD87e4CMj0K119xNMm6fUuL+KwlaD2a063o9sJbnHfSzpd5tl5J2CpmkmYBLu0gkAlXtNPDcPXWfDgbym8WK8teQXQoihIqFMCCHEmNVfyEivmKUHsQvdH2QGsXT1h9IaRqR1JSyp6XJum89cjj2jzCwJEerQ6bEWga6bY9AZVlWxirlbOFxihY5BnXXa+Ry5DrjP+Xlfw3LnvPK6POecU3bsmJovdrZFuscCWXdMiMGTRh8Tg4QyIYQQ55ReiclYx6vkwptkDFZGaAr2v036eZY1quGCBVe6oe1cDT7sytqZvVV4kurDRspr4o2r21nNJl0l6nbOqRTR+Tnu6ezvcG4bu87gBXKAzo9PIq/Nw6SjOoE1aj7cUAWN+iPX0ZXXk3FfNGAQjOnnbQd/7NjKIQlm8dfUsE7/Wneu36G6FRe9+HX6umNCCHGpkFAmhBBj2LtNKkgMZwA6W1ixG0cUdLmdBVtz+++q8XbLMoykH/jqsJzj2YYj2tcHIGC1qg/GdYJWISs9qC3tZ+5Zb6Eu96+/gVZ3IWjTq5Pd5AZSX6e6DnokhVkSAiBW4sNfESaRq95ag13udumt8y9mLlfFzFfZdeBlKma+yv62KrzWotmXlas10gxdnaPdqCS9Mcn06VuHrFX8voblXLZ2u5pz91oV/rU1TgVzqIKZEGJgZPHoiUFCmRBCjGEjUY1KD2LpAW3BMT8Ax6YnnPvm7Et720hbU2tp4Q4SiQSnhrDRR/q5hOJuWEoPNXnd6pOBP+3x8j1JQIWhSq/fuf9dX/r+3A8wU467rynY4i5EbaYNz7GrZAB5H7jBNFbmJxZWt31xMAIePDGTPUsS+FIagYTG3MnbuIzMYDYQvVv6t+2sJmn4gXvZ37QG3auR9Jh4U5oammi9jKjfDZN7GpdnBLOhbBVvB7P0cxzKYCaEEJcSCWVCCCEcFWfct4XOfLPP4+lD1YZbelhMH85mf/AvavaSY83myqtzg5LWGnNuh9NuT8rNBqB0YQ0njqj5VcGoTpf1OlvykzBdbTvvNxFSM9UQxVieTv7uCABmlro+RraXlkqNwloDe1JX+oLWHkN1iOzxu9dwMBUy84WrmQO8/yF1vHeblkElTD7uz9hON1VY7A4aZFnNT+ZXbHcqhMPd+GNfw3J8VrVu7uRtThBLr1DaZJ6YEEKcnYQyIYS4xG1rcytIi1rcD/12KCtq83K6KNHnecMtvVJWmnDHynitOV95p9yKUPr6Wm073UWmu3LdbbLShiZOnam2T1+QOhh2q2exy/Kc26G6uBPG9E+ooKgD7K+ipVIDTEoX1nBF2rkPdtipPT8LVPA1fTpawmDOn5LULvfRY/2z1E6OQ537vMtLtzuBNekxndAz3GHMXufssvLtRN+q5sSsZJ/q2IH65X3OQ4KZEMNAH4V1ynRp9DHUJJQJIcQlJH1RZHutryAw7z31qb+j2K3sBCPum+4V888dLnY2u3PK1NC6eMawuQsxtcHn3PZZwxObSpJgtcYPTHLfwnLSQk3XNPV4+S8ayZulwlXL5SGnTX36gtS50bRhjyfc4JdIayaSXptKveRW7PJD7vb1XjVXq2KuGh442GGn/rU1TjDb2byMOZV+TlhroOVEoKDTqgg2+DkBTD/mI69qk6oaWq9rpIcL2pW/4Ic3M9UKZrb0ap09j232bGngIYQQZyOhTAghJpCzNe0wXlQfkCunuUEnf4nbmTDyvqoYnSpxK2KptHnjCauatiK//7CxpEjNKavjZRaWvI7P5+t3u/NJ77JY7nXfoiJWW/nS0+594VY3QNrDKhsOVFFwRp24uaoMOyZkN7vbdhW5Qczb41bS9IgaAqlFkvjD6jiJfC+JQvVamiebFNWp5+65IsGMk2qbosWb4dCFN9BwhvotUGFm0WtVHFmQwGPAvFcTROaGnUWqzSIDmtzn5XZ76Moy+t1vejt/OywOl+CHN5O/v4rG9ipKF6p/i95VspOHVzF7tlTJhBhq0hJ/YpBQJoQQE4ieNg2sdZc7NM+YpYJFLOh+gI8ecCtGxxeqD/2L97p1obppbuWj7Swf/IeaJ+0w+Va48ncaYHVWbJvcN4iBW8HKz3Xf1vRY2jyzpPsBwtTVfnNPg+FV9xs+DULq/kBnAq1TXQ9/xL0GoYIQkQJ1e2nhDih0z/ViQs+8l3o4eLPq4Hi4dgWzmpIUTgoAcGqlh0lbI8w7BEahn5Nz1HNaSlJMP+zj2Gx1nuUNPiLH1b93uGqzc071FxEWB8uT1Eh5TRr3u8EMVHORoer6KIQQE5WEMiGEmECWFO1whijmv93p3N+8UjW58Mc1Z+2teNANODPqVWjrLDSJW80pwj1pc6x8fZt+DJX0tvZlzW6FLXhaBQ79427FJZA2B8zWs6ka8tXbWXdac5LCJjfh2ZFM/8QOiq3b5t6rncdjFe54RTPHPQcj6F4Dr9vHY2gFvcx73Qp/rTEoDlKyO4bxQbs6B6D1L0spOJai7JB6TdGAyYlZSfI71Os+U5KkuMmLP5q56+GukKUrWryZ5t3VNJQmaOk1n2wouz4KIcREJKFMCCEmGHuuWMtyd4HjlgK34lPSpH71nyh3hypOr+873DB9TTI7lO1sXnbWNcMulN3WHiDpteaDvW86gcj4/Urn8fY51lpkUY3YXlXpy+92g1h+t/pueDWS+eo16Un38YyVfOJuaAt+WFWXejZVEytRzzs8N8GcA+rcfB1Jst48o/bxvw5e2AvtR8OBKliuqmSl7yVpvyxE/tudmK0xtPkFmAdanW1bp3tIGh44CiWNXlomxenISTlzyQ6jqoWzh+zsBq9o8WbYXU1TcaLfRh9CiGHg0WCE1ynDM3x/qLtUSSgTQogJIL2D4gq7yUSJ22Qhu9t9w9asLDL7mJ+kVRXLO+Xuq6hZlYSM5W5Qu2ym291wqNgVssldafPc6tT5GH73fNOHKU6xvpsvuFWu6BS3yhU8qUpFZlHAuc9zxm2Lbz6/RH0PejDK1PP0SArTmnPXvsB9W7y8dDuUqts7m5fBqlwAlgzmRZ5D6qUVlABNs1Xwa5/hw9BVmC74QwyOdKCXhalbnUV2h0ao3cTOl6fKE+geM6PN/lB3NRxIW/3Y6yoYB9aof6PExirUVfJJMBNCiEGQUCaEEOOY3RjDB8Ss3+j2GlyAUxqKhNy/atYXu1Wzy/arOWTeZnfcW6JEBZq4z62UDYeINX0tmjaM0p7j5e1IW8T5J4sBaF/iVv6y89wgZ4dMX0cSI9tr3efuM1Guwpfh0/DVqC4ZxtXFzuNG2K3U+dIWoU5f7Dk3oS7kUAYfz81qX+WocOPf18bxm3MoO+kh0RDBPy8fDJO8Fp32QoPsJjh0WRLeUc8fzLpnF2MgwSr2ehWBNTUcn59i2gEPuadNihZLGBNiJEijj4lBQpkQQoxj/Q0l3IJbNQu42QZ7qa9JLW4ICe7vUDfS1pzxWbdnbYHt69TtoRoSZ4fIcEyjwJrplT5MMlim3pZydPftKTlJhbGMbpE17twyb48KYK3T3ddVcCzl3Ff4vroIsRIf8WtKADDTRvqEq9xKXFHauZ4c5FpjFyr5h1UcWJKkbFIewag6N+PjU4kZEDjQQSxs0hVOcfhyyO30n3+HQyS9rf3ZBNbUONUymx3MhBBCDJyEMiGEmCDsdvg+IN8arpjeoKO8WX1QnrTT7Vhhtru37blSnRnNNAbW3SJ9nbJzsUNkejUvbp1j0mNyplAFqPw690O9v7YHAKPODZseq029J+6+vrxTbrCMFaq3t+JFm2GRuu+9tHb7A5kXN9xhLN1lO710lmk0lSTRDQ+Fx1X579TqbJrz3WQ9a+ar7DrwMrndIxN6BjL00B66CKqSeLh2Bb7ra87xDCHEkPKMwuLRUikbchLKhBBigtD7mXed1+V+eLc79xnZXrSYum2m3Ccd+bBqOBF+5irnvrOtS9Zb+jpl52LPfQu6IxHptKZ/LTjmVoGS6lQwvEBOGIDQ0R7n8cAadV7pVRrdyi7e1jheqz9GzyY3YE6xgtzp4qTTofJiF7geCt4bVGfCAuBo8zJ6/AanSqCo3UvSa6IbKrDqpsb+pjXA/6Ji5qvDci52WJ56EXMIh3pumxBCXAoklAkhxAQRSKRViqzqU8yXYsYRqwthiztvzKhXbQob/ljn3Dftq2ru1t4itytj+RCc16YOt0J1jRXy0tvgX2XNa+vJdgOiPSQxGXLHGRrWPLJklgesMGbPJ4sUaM5i0pGpbpOPqMpz1Kd1mhztIHZmbxXFi/pWkuyhnSkdZh7301iWxNBMPAZcVr6Dd5uWOZ01h9uJIysvKpgJIYQYHAllQggxzjmdF4Mw+Yz6tR4Jue3eQzvb1H17mp37Eh1qWOLkDd3OfUmr9XwkbdqSPSRyaeGFD+W7Jtd9rh3QrkkbGljfqjpEBqJuAIs8fwiA7MvdWV52Vc+7qMC5L26tT5byQmeJCqWFB9xui3XVqlIY8Y+N9s3b2pYxC1+/wWxJ0Q4nmOUv2Qw7q2ksSzot768oUdXIE+epRl6MqTO3ZjaKEUKMeZpHRxvhlviatMQfchLKhBBilNnBBy4s/AQTabejKpiUHU2bc5SlKkzhq0ucOWRZaWtt2e3lk9YCyle96+HgArXdUM+rsgNaxmue23coov+GqQBon9oJQPxr0/BdYXVMrI8429VepUphPX43hB6frK7BkqIdzB3Ss794K/J3QP7ZH0+f65a/ZPO5Nh02U2duZV/DcvY1LB+xDo9CCHGpk1AmhBCj7GKqUKCCkz0cMBBRgSSaB9nvtKsN0uaN2c080udaBa1uiz257j4Tw9xHwm5Ekj7/yJ4TphkmqWI1BFG31g/zLi3FfhXdV6oTrZuSAOteu7q3Km/kmnNMZJeVb5dgJsR4oY9Cow9dGn0MNQllQggxTm1pd6tNBdZ8suwDbhWp54o8AEKH3fuSf1BDBSOT3KEu0WwVgGJp64X11zRkKAVj6vjmL5c692nWnDFPa1p3yIBKh/b6YwChVlUV0ye7HwpW5Q1fcDBedNvC6x+/dALKZeXnb4kvhBBiaEgoE0KIccYe+lfS7QarslPq13lyktdZODl4SoUbM8uL1p3M2EeoC/ydKtx0lvWdi1DYaZXKivo8NCS8Sas6N8VtyuF0V0yr7NmxK16mAtsHsxNMalSvNWHNaRjuSs5IBbF3R2hdtMEayOLRQgghLo6EMiGEGGei1m/uhjyDKdZC0D6rsWIqoHGmQoWVoh+4nRV9N09Tj/tVzPHETLpKrLXM0ipkOW3q8fo5avHl6UNwvodrVwDQEXbnfc1vUeMNQwe7+z4hqgJkaqbbNz9lveZAQqOlQJ1b+hpsNqeRSO7YCjaD8W7TslEJZp3bq8lZvjnjPnsB6QP1y5n51Gn83zk+4uclhDgPWadsQpBQJoQQF2EouhMO1jW5O9jXoIaV+ePqjfGDuQmK2tSv9MJGFba0v5pBoF6ltWiWui9Y73Ym9FoLEJtT3LeC2BP7ASh9dL66YwgqZfa8MTuc9Uf77C7ntt39L7fNreDZoSy9oUd/C0APNIzZQz+Haw5aegfDxvyUc/tc/53MeV8F1XDV5rNuM1wO1a1gEt6zBjOAONOIf22aBDMhhBgGEsqEEOIi6ab6kD+STSbsIXvbgu68Mjs/2Wt8Ac5QwOD+DueunkWqUUbr+l0AZP3jlc5jOYsKAajLVUGitXG5005+oAtJ92ZXr4rT/rJqD520w1jzbrfxiB5W29VOcdtK5kRUQPOm1GPpQxYHGoztpQNW5O8Y9n+rsuM6XUXqXJfO3JrRbdKWPl+rPWzCwgu/xhfjzN4qKtu81M5IMqnu7B8L/N85Tvxr00bwzIQQAyKVsglBQpkQQlyE4e5SeDZ7GtUH+jAaZdbaZAXWaMXWye52xW1WNcxqogFuIJp050J1x9E4PZNVlea9/0/f0tjFBgWfVdyavce9WN4btqjzevoyAIq+uM95zA4rBR1q+2OlSdqDKiRW/0oFtbf/cnDLCLTtrGYe6jXunOY+N9taG605263AXWxgO1C/nOkeHwXvx9mxFg63LWNF4Q62tS1zgmE4rjnvwLp7aHY2L8OwPusMV/XV/m/HXkS7eFGNCmZHVTA7VbfCWRutN6mSCSHE8JBQJoQQF2GkW7DbH6gNza2G+a21ybqL7J/BY/f1OKIqZBqw729UN8aYVz1Y2uaGpIIz6rvPel4i7d3hYof62Qtax/Lc4YjaS2ooozlHVe0SVov+pB+Kw2r7UJd6XUmve57bP66+DzYoNpa5jU5yrapbQav7IoMxFfrqilIX/Xp1UyP4YWsIoBXCtrUtw5dyQ/zlpdudf0u7/TyoeXK6iRPMhkP6sW32QtZzUUMZD50jmAkhxhhdG/kW9dISf8hJKBNCiHEkPYx1Wo0L7cAR7tHJ7lCBI3uXNVyxIsvZft4e9Su/o0z9HPe7+4qrdaMJxtXzddN9LOK/uP74diXIY3W6D3zQt7nHkXXqxUyq8zprremZDSM5WuLOzbKHA3a6zRtZk5UZol7vditixT61z6I2j/O6ixar4GQHIrj4pQDqD62CLJxQY4fHt1tUBcxjpJ2/162G9R6OWdzh4VjHSqZP33pxJ3QWdpWsP3Mnb+uzRtmhuhXOY0IIIYaehDIhhBhH0rvy2cEkt9OtJOW9rcKY2W4loPY4sVXFAByfqYb+tYfd5LHwkBrSl7QWX7YDVDCmEQmqHxJ9O+YPiN3sYupcFSzMnVcDmU097LlkcyergNTa5M4ts88pajX3KO52/zKb16VOaunMs4eW9JD2dkxdq4YiN+lNt75PrneHdua9p9rya5/aeY5XdnZdWUa/9/ceitjfHLP0bY91qGt37NhKTluNQkZyvln64tEeA3RrcQKpoAkhxPCQUCaEEONUwFrrq6kwyWV2w7yg+rWu5frd7ZpUGCvOV495U27FKdCpAlpWm9omscANKIYVxoJJd/uz2dSxDCPpB77q3Neao543xVp8Wf8f7wCQ/IdZzjZZq8vVtrtUGMtqVufTNsndtz2U0q7ubGlfRldA7XvqOc4pfRiiz3oJEeuypA9NrKtQr/2y8u1smWU959wv96wGGljON18svUI2HbdJyUiyq2QH6pdjaCa6KcOVhBiTPLr6GtFjXuSwAtGHhDIhhBhn7GF5qw64wStWor4HDPeNMlbmz3ieZhVxClq9mNY4Pfu+xsvSw5h6LGm96Q6k4YTPAMPaV/2R6/B44lwxWz3PMNT5Gr9S3z3zCwCITA04x885pVKTHlHfs7Lcc6+MqnPbZ6hwV9ml3rqmzN7iBK+r3lXbO3O5AKtRIzubl4H1ecUOY+mVqlkN6rlbQucOPvHXqgA4ssCttg31osr2sgH2MgK2kaqSRWpUOE5vy2+vVWZopiwiLYQQw0RCmRBCDDM7OMDQNAaxqz5vXxln0WEVKLJPqztTuT4Me6Hl03HnPoCQruGJqaDVbs0rSwVUcslyO+bTWqyS0vEi9X32AM6prM1DKuWhEcht1Ulla5zZq0JMTqE6vq9NhZmuSnXOPdlugPRkqyGYOU0qPUXD6v7mtOGGjTlq+9awum8K7vXcN1cFNp8196kjZGBNk2Oetf5XXWXSmRulWw8uKdoBhdaG52jw8W7TMlisbkf8fR7OMBT/3odrV/QJZhfr3SZ1XudamDpctZlITTWRmuo+wUwIMUZJS/wJQUKZEEKME3bHvDw0Kk+qoBPsUo95mtxFoc0c9VjCCkOG1eRCM8ATVUEr7lf3dVmBJBDR3I6NlvIO6003fPZzsj/oT2vxkzRUsAo1JQns7XK20T6/G8AJaWErAHqS7pu6fZ9/reoC2GyFp9oCd47W2nBmmGg4oPZXPr/GGWpnV8DsoZ3Tj/lIWCEqGFP3pS/mnF4ZOleAKrDm7U1Nm8P2dsuyftdIu5jgPdRBLN0VJTt4t2kZ7zYtO28wE0IIMbIklAkhxDCxF01Gg2tyL/yDenr7cjuM5R2Kql1b87T4MKSsNvM2O4yBu6C06bXnHaifo0H3e0mt2t5u8NEROvucgdciVtXltHU+b3eQ0AJQCs3/+yDlK/KdbfUfLgIgZ75qf99epvbri6vj+aM41b3Y6ypo9Szq2zDDPqYdzsrn12Q8vqV9GQXW8gDlDVZ1sNXdT0O5ul3e4g5/pKrva7ODpt2+fmnhDieMpYewpYU7aNxfxQeTE+dto3+2xwdSvbpQ9npv6VWuK0p2EHu9ihhVBNbUnO2pQgghRpiEMiGEGGL2B3AP7rymixGKuTuxK2PJIqsX/MYqNGsemRFSKcJtkmE61aiw1T3P7mhYUuvuP55lVc2sdc4iAbW/c1V8KltVuLP337Mol6Thh2Yo+W9T8dzxtrt/ay6W/7Sq5hXG1Ul4WtXPsYqgs21TpTp2i1WdswOYHXBj3r7hzJ5jVxzTnKYgcStstk1W52foUNimHixdmBlG7PAC0Jplgh+iXsiJ0Ufv+XWlC2v4oL3vXLT0xhx5EY0CNLXvNHsal6OjZSxzMJTsuWDpmndX0znDYNJRndjrVfib1BBX7ZNv97cLIcR4oI/C8EVZp2zISSgTQohhlPCoOWCbOpYNulrmVNryoLxdhSC7omTqGrF/eU89/OEK9dhcVYnyxTWaSjLHInbmqjfQYFTtpzvXbegRstYFS3nVzxEf5xXuUfvxq4IdoYPdJEhCIWif2YL5k8XOttq0bPXdqupp/zhXPWCtoeZvVt0P6y93W/v3XjzZZxe8rJeVfi3t8GSH17JT7ltbyrp5cKYKH9lRjVMDqE7NOt13uOLZzDilLlh65W5Si/taps7cyoH65X1C7uWl23m7ZdmAGqlcqHC0b0e2nA4PXUVq+YNIQYD8QzHMXy6VYCaEEKNIQpkQQgyxVXk7nEAVTlx457xrcndw7JharyqvTX3I19JG9QWKrQpTQSDjsewmk/pyFbByIupDuR3G9LTne5LqvqOVKrBUNKlwEbPeGdIXVbaHMpZYi1NPOqM2CtWp5yY/aCOpB6AQjKeXon1lt/NcrzV80WxdCoDRZTUgmazWT2uZrLbL6lKhyhuH5S1WSc86BTuk2WHMHvYHsNQKV3uSamO7Gmj00yE6mdbG2d6H7lU7z4noTLKWd/NaFcD6Q6o5fsXcLX13Zuk9jBL6hrmzNcpYWriDbW3LhrW74okjK53zaSq2lj7wqv8WKhp8tM0NUHClzCMTYtySRh8TgoQyIYQYBhczhyydHaZOViSoPOkjFnY7LWqTVQXq6L/ud7av/MZVAMR8VvgIqxQWjrgJJatNvZnai0nb2nJVGcoqoNGYYzqdHq+w2u8H2635YNerD/Epq+rlLc/C1FQ41L/Yq+KSpcKeXYnpflF1F4m8fQaA5v+zEIBTOWrzdaG+AcauMtlDFSut65LeGMNex4xS9c0OlZeVb6eo1/7s0HxN7g5nnxG/erHhuEZ7oXqdMxu8Gfuy9zdUGvdXQQXDFszSw+GhuhXoaMydvI09jcsxdFUd7co2aD+2MmNtNCGEECNLQpkQQoxBTlv1STD3uJ+KBp8zVNDzQae6ke0j1RJl6nUVaEtU1UnrUEHLriz5rEltLQUpSprUr/zWUhXUcrtU9a01S4WxYmuIZLHXLadNalTPyaqNZ+zf/KVV9bpaHVc/1QOo4JZ65S/wdnSrHXS7wS9yl5rslv//bVHfrfvLrcWlG284/9yqNVlWcFEjH/vtfmg7V3iyQ/NrkWWgQXbcfczQTHJiEIrrdGWpa9EaNjOeNxS2tC+DyVDQrY1Iy/m5k7dxqG4FJw+v4vLZboAtBo4dW8kxCWZCjE+6NvJzvGRO2ZCTUCaEEGNQIG1KWDCivodOqFSWmpXjPBbb06y28auA9d5n8tU2ukl7QKMlZJITV4Eit7P/0DOpVT23PdtAN9SwtlmHVHUrcEwd3ChUgUv/7C4AzGevVN+L7H7zHuwVmvXGKNrndgJQe12Wcxx/UD3u+/p0td1KtVha0wL1VpQdtwLcOVrw9zaY+Vh2RWxN1g4n9FrLtBG0Dn1FyQ5nLbPGHBXIrsndwdyBn9KArcpT59G7AcjFSq8Q7mxWr3NJkbpOk+q8tBcanDy8SnWftEyfvpXG/VU07q/q0whFCCHE8JNQJoQQY9CSoh3Oh2t7rpiR7cUIqABl/rEOgPDVJQB0XamafMw4AnFrqtne2ar8M+20+lXvtYKe1fyQpNXYQzfcYW49m9S6Xd5ua9yi3+qyeLMaJmg+czkAiaNqYTG/FdKMF5djWqGsa/MpjJfyACheoL57st3uId5FajBhT6E6r2hQHctujvGaP7O7Ym9298VzbdMfp8qGCkTp88Xs8AKqogTQ2NG3q+JQG4rFxHu7rHw7+xqW07OpmgX4eW9BnJ3Ny1hStIMjM+LMPOqnbkqCE0dWOs9JH+YowUwIIUaehDIhhBhj7OYeBXGrxX2xQSiiEwt7nQ6JgY9PAUCz5ngF201arYYZJ8pV2SdohTA7fIWseWWRPHfxZLuLov0BvVi3Qp+9npk1RMUOayxU4c9fkVnO6p7sI2n44DR4s3wkrIWnjbhKlP48Nd8stawYe0DjpqvUrZlnrDlu1rDKQK9FrHsbTBA7l/emqANVAO3Bvo8P5VDFkXZZ+XZ6Dqt/swXvpQWzkh1QAuU7q4l9czexf76MaMDkUN0KSqPqI0E8aEowE2IcMT0a5gg33hjp410KJJQJIcQYYXcD9AbVm11RY1p1yZrzZFohqSvfJKtDI56j0Z1rrVNm5aiA1TmwyOrYqFsTzGLW2l3Z3R6nHf6RchVMluxV5bNwlWrgYbe0N4tUWgmctuaUpaxjha3AuFN98M9fvplEIgEvv4yRSJGIqOBX9J8NAETfUtsFP+x2+VsHbOhZzpFiq6nGGatdf7DvwtH9SW/WcSHSw116FW28SK/u2cMT04Wu2Uzn9mpai1MUt3s4k5diZ/MyptX56SxMkf8Pi8mth9oZ6r+BxrIkcydv40D9cgrbvBLMhBBiBEkoE0KIC2TPUYKL+1BvD8fLs5a2agmrRhMHZ8e54h0VzBLWAs+aob5yz2hOwNFqVOA5Md1qd261fY+EDMI9OoZuUtCoAk+gSW3TMkf9+re7Ktrz1ZJ/mKn2aQ1b5Iy6X69UnR6xQhlH1PDFvFr1/O4flZP0BmHdD+is6yFshbY/L1bnf8VnZgGw6Ur1Wrv86vXYPSF9hkltoTmg62iHsYR1vc7V7GOi2t+0hiUVOzKCWX9ylm8mB1UJLW73cKowRUNpgvJGH4enx1lauIM5z17J++sCBGMaJ46sZP7M7Ryw1iKIprXTF0KMUdLoY0KQUCaEEBdoqKor9nC9qFcthFwYgUBCveFF89w3Prta5u1RlaTUS6ohRfBQOwBzt8K+v87Fl9Ios9YRs9cl8/aoMBUrUSGp6N0eAMyw2s5e2NnzwtVq3++1qufnWY9/SjXuMKxOiaTUjqP7VSdFf0kQTVdDFMs+Np2uPxwG4Mq/X5yx/2sGeW3606cyltX/dhPdnsblLCkd2H+DdrBqbFlGV9CkoTThhFjts7uY8+yV1F6rqqJ2MLNvnzhLMNvXsHxIlwcQQohLmYQyIYS4ABcydK53hcfhced/pfTM7yemJph+zFrnywpY+j4VmDS7eUa2j6g11yuQUDsqPK421qOZQwFTAfWcVLEKUBgqrP1jUJ3UPf+PWkMs59kmAPYsUZWwuXWVAPiqyjP2V/9nFcpmbYqCNXyx4b+OUvmRCnWOVhgTQ2thyev4fL7zb9jL0sId7GnMDFPNu6vh6izKjpucnmYQCRocqF/O/IrtTJ25NaMhSG8SzIQQYmhIKBNCiAs00EBmD0+0YhBrsnY4AS3W67dwawhKuzQM3V0jzNetgpMdyhJXFTq3fXWq4mWvPWY37vAcU2uZRS/Py3iu3VUxZbenb1M//93zSwBon6VCmL0O2aK/nQPAzn87BMA0a9hi1hRVnsrOV8Ggbl0WKV8IvvBTyq6bzJ//H7WfJQO6QuJCbWtT/x0VdOtUHvUSumbzeZ6h5hqe7FCdJ9Pb4ncVZQ5HSg9m/bG7PAohRpc0+pgYJJQJIcQFuJDmEtfkqnWptrQvo7g78w0tGNc5k5siLwWVJ1XQMa1qWXcR5L9tLRjtUXfGp6vuh13z7S6IKnXZnRaTs63K2em4M/9Lm6bWN0vl+fDETfTdqsql5akAZVSEyT2ZREuYmD4drakH/DpHf36YgkIvZQvyiDZHKfrPNmedMl9JyHkNCWv4YvKKApYUvTHo63MxXomqcHBj8NKq2qzI3+EEM1BdMs8VzLa1LYNSqGz0Oo1hihZvpnl3NT1hd1HxjuxUn+fua1hOVlTPWGBaqmRCCDE0JJQJIcQwWxvewWuRZbwWWeasi5zSceZ9vTszAaSY1aiGEEbDphOuKt61xjVaQxWNbPWcwBrVFc/3K/WBPGf5Dpr/ez4BoOg/22C6u6YYBSosmcetYNej9hm9Tg1F1HrNO/O8pxakPvKb4+rpFSp4BadmE5yqGn6Yuep89MvUcEd0DR0V7vwf2jj4i3Qe5xsueqmFsXQr8ndAPrwdWjbgZie1pUk8Bkyxfi5avJmTh1ehGxpJr8n8irNfz2PHVmYEMyHEKNNxuyaN5DHFkJJQJoQQw+jkYTVMDDXFioJujXDU6oQYUdWyefXqV3HSa5LToYJZfqN6LGkND/R2qCB1ar5O6XGN1GtVtP7THrWfHB/8ZyGFN04F3Hb2BK1f8R2qQ0jqSrVos7dV/Rx9cj8AeVeo+01rTTE7AJbNV9W2rHVTM/YTuWuS2k+enzOfVS+sYu4WdGtO2XAYqjXD7KGk6e3w7S6avRu3bOhR1bd1ofER+Hx9i1sOu0vjirTW+W+3LOPtFjfITZm9xQlm/bGHK2ZF5dOYEEIMNQllQggxAtaGd3CgPnP+TXthZhMOb9L9MGy3u0/+g2olr5WHaVueS1YXND22C4CKv56rHvv0nwEwnpivnmy1rdesCpkxXVW3vEdVpaxlQy1gVdRwK2rNVWp4o8c6j/xiVSFLvN2odmtV2Br3q+eV/8MSKub2P1TuYtcQG4zeQxfttdMOzlQhckW+ew79LTx9ti6aYz2M9bcUwLtNy7iipO/rWVJ0/vb5AA2F6t94ylkel+GKQow9pmfk53iZvRtWncd3vvMd/uu//osDBw4QCoWoqqriscceY968ee4+TZOHHnqIZ555htbWVlasWMG//Mu/cNlllw3x2Y9NEsqEEGIYpTdSOFGgvhdHUpS2ql+/oYiqOoS61GOhnW3g1zG3Xo7REkPze2j6WDEAZZtUqMr9i8kAmDnW3DO7Tf0MVdnqeeUE4bVTVGUr5OX447sBOFobZ9Y0P9Pf6CFy1ySa/3s+gLPQs/FfKswFraGJESvUhawK3OZ16vE1WfWAFYaiy/sdOjgSYczW+/j5S1RQ7IpkhpC3W5ZxJqxNmKGOSwt3OMFsZ/My0PtfRNrW+7H+hjqm71MIIYbKm2++yd13382yZctIJpM8+OCDrFu3jv3795OVpRpHPf744zzxxBM899xzzJ07l4cffpjrr7+egwcPkpOTM8qvYPhJKBNCiCFytmFwdtVoXe4Ojh1T7cULzlhDGFtVINL3qjb3JmB2qfDTfIsKY/ZQxlP/eQSAnEkhsm6eDoaJFlXPb/7PD9R+l5YQnJpNyy/VOmFtDWrx50mLCyhfBImOOO1/XUTOkhKCs/MwutRi0nrIy8nfqwqaPZwxWVWqHrPmr63p9XqHK9wMVdOO3lWxibi4tP2aBloJG8w+012KC3RfiEN1au3AuZO3jfKZCDEyOjo6Mn4OBAIEAoE+273yyisZPz/77LOUlpbyzjvv8OEPfxjTNHnyySd58MEHufXWWwH42c9+RllZGb/4xS+48847h+9FjBESyoQQYpj1VzVqLzQobNBJZnnw1TRhAqn2GADepSoMeZIaniRoKRN/fZRJt88lUa4W+NWOqtJaqr4bgKKbpgGQPKbeIDvPqH15vCrQhRZaDTmsxZ5tdig7+kodALmFPk7/VQkAeyvVULZ11ra9w5L9AfRYoTmkQ/2GOuxdKp0Zz1Ulu1hSQRPjTfNuNYy5aPH5l4kY9zQN9BFuUa+p41VWVmbc/a1vfYv169ef9+nt7e0AFBaq96ajR4/S0NDAunXrnG0CgQDXXnstNTU1EsqEEEIM3NnmJqWbPn0rrbvUhwW75b0ZV9UuT7YPPDrm++20/TcVjPL2RtQ2Z9R6ZJ48a2jhIjWUI7FEfc9uUvPTfJ/fTftfFxEMq1/vudZ8so6tDQAkrcqa/y+nA/Afj6r1x6oXqb9sZpWH4PEP0P92DuvmukMvoW+oeV8V8khpY2e9mv4aeQx3GBtvDUEulFTJ+ne4Vv1xYnblNuZO3ub8sWIwTh5elTHUWYjxora2ltzcXOfn/qpkvZmmyX333cc111zDokWLAGhoUO9RZWVlGduWlZVx/PjxITzjsUtCmRBCDIDdpONcrcIHaudc1YBiXr2XsqMa5qoyUgEVbHqs97bCXSqMGVYlTC8Lg0dDv3kbJ46spOJgilRQx9sDvjZV0Uq900jiT9PJmpVH1iz3eD998hinoxpfWBsm22pvX//YuwAsrFCztbu7VFib/pPGAb+OmwL9D9F6s2c11/lG56/T/TXyGG4TPYwJIcY2U9cwR7hSZh8vNzc3I5QNxBe/+EV2797Npk2b+jym9fojn2mafe6bqCSUCSHEAFxsGLNb47fmpihFY+F2DTDQa1XowlrsORaEstc7wKNhFgXR5uTRMk9Vx4r2xzF/uZSKPB/obhjTmlQVzVuuJkunrJ9jDSrYfebzqjEIN6thJv5jEbKq4eXb3L9o2gFrMEP9fhdbkfFc27WhNwZwRcRIOnFEzWWcOlPWFxtqsyu3OdUyuPD5ZFItG1r2ouhibLnnnnv47W9/y1tvvcWUKW6f1/JytW5mQ0MDkyZNcu5vbGzsUz2bqCSUCSHEMDtUt4KwtdLmgj+rypTpUc08eq7II3Qiirc5hvY/3qEcMF+9zGlrD1B4UM37ShaoxZm1LafV91l5aoNcdb+9sLSn1Frs2a+OaS5R4wzb1IhIItOC1p7VMW4KbHOalNw4gCGYtrNVys7GDqYHK1SYHKmq1kQaXvh2+2rgqxe9H7spyHDOQ7uUzK6Uxh5CnItpmtxzzz28+OKLvPHGG8yYMSPj8RkzZlBeXs7GjRu56qqrAIjH47z55ps89thjo3HKI05CmRBCDAO7KUJujwpGpcet4YkFGj7VEJHAgQ5CtWCWqBClAamXVqBboSq57TTeVeUYQR09auDpSmIEdVhWQjLLQzLteIEDHegdcfCp0JecEiaxpgxft4keU0MTQ13qHA5MtVcZdhcBXpO1g9/GBz8XZjDsKsDZ1sAaLsMRxvY1qKA30ut2Lc17g5cZ/ALdvStkQ9mtUZzf+apgA6mQSbVz8C6JJh+o+cnmCK/pPtjj3X333fziF7/gN7/5DTk5Oc4csry8PEKhEJqmce+99/Loo48yZ84c5syZw6OPPko4HOa2224bhlcw9kgoE0KIYVRbYLDkkJ/OEgh3gDcOgdqezI2OdqDfdwAA7b02TEALefFNzcHwaWgpE61TVcs8MfVO6GlR89LoUN/j89XwR/9p1XUxFdDQk+p7KuDF250iHoRt8xPEdWsfbjEOgFv8l8Zf+zf0LJ8QVbOLJVWy4XWobgXZ3ToVVsOcCx2emNhYpW7MOvd2QoxlP/zhDwFYvXp1xv3PPvssn/nMZwD46le/Sk9PD3fddZezePSGDRsuiTXKQEKZEEIMi6WFO5xOgPXlKlDNaVK/ctsuC5H/527wedA+uwvjpRWYL1wNQLJFldF8V6mxhqZPx/O+anNvTgqDrqF/XAWK+GtVRBaoqlreu2puWspqmd9gVcMqPlAB7PAVBmAQtyZn9xfA7ErZRA9nQxHIRrpCJsTUmVudapkQ6cZDpcw0zfNuo2ka69evH1BL/YlIQpkQQgwTZ85UGPY0Lufg5UkW/NlDzmmT9itUUw7f1mqCgFnfjZbtwzcjV6030xF32t7Hr8kHIOfFUwAkNqmGHZ5sH9lAanU58elhuoqsIZJhA681tvHPV6tAeCak3kGzkqp1/qaoCozpa6iNtTBmD68r7FRDMqdP7zts62zzxQY6vPDdpmVcUbLDaXBSHFEfHKLWu2N/a8yNd5s6lk3I1zXWzJ28jfpDq6g/tCp9pPCg+a6vcatlQoiLkkgkWLduHT/60Y+YO3fuaJ9OBgllQggxgnasTLLooJ+2whRTnlXt57U8q1FHixp6qE9XYSy8t1N9t57bY3VVDF6vQlnPJF/GvsOqoEbCr8JZ0msy+YyXSMjAY6gw1m71+OjyD2+LYbupR+ETx3j1yanA4EOfM7yu6OzbnK3qdVn5dn4XW8Gx2Io+DUnsrpFl3QZ4VPgrBQIJjcYcWFDr43BFgphXrXs2Gm32h5sEs5E1VF0VBzOfLPa6CnKBNTVDcmwxdpkeDdMzwi3xR/h4Q8Xn87F3794x2WZfQpkQQoyAy0vd8HAmXEV2l47nskJ3g2iKRGUIT9wkmqUTrI9Brp9EkQpsqYCGNj+H4Pvd0BanZ14WmgFd+SbZbRonpyUpsYZHlm3qAuCDG9TQxpImLyWo9dFKu7SMcxkuzofQf4VbBvgcuwNk70W4jx1b2W+V7Hx6h7Et7Wr/N+Wp/b+eVD8v/kBd44L341z2iR00UMXseh+GrqpmO4smVqdCCWMjp2Lu0IQx3/USrIQYKp/+9Kf56U9/yj/+4z+O9qlkkFAmhBAjrHhRDSeOrCSy1EtJvRqa529L4u1O0TzTA5hEctUaYjlNKhgEj6sqWXKKqpvp1vDErA4NU4eZe3XAQEsYGOUhTs3X8Vpt9f1Wt8dur87RfLh8RF7lwO1pVEMH15T2HxYuJJDZ7CGQgYRGLho9fpMNPcsxNJgUgagPdsxNsOSIlzMLfOS9XkVpW5KeST78nXDo8uR5jiDE2HRqhsGkoyM80UiIcSAej/OTn/yEjRs3snTpUrKysjIef+KJJ0blvCSUCSHEKOgMq+GERV4P/k4T06fTWaaT9BrktOl05huUHTKIFXoJtCRJlAfxnYjAm/V0/ffJaAYk/Sb5dSp4JbLUhy89oYZktGerMNEVNEl6TJpzDMoi1sH9I/taz2eoKnfb2paxIl81WAlYWSphDdf80HZ1fc7M0JkCnCxNkPDAjHofM4CcFuu6lZlQ5qUtzw1jgYRGXZ6av+axJqtPxCGNYmKZPn0rsaMyF+1SMB4afYwle/fuZcmSJQAcOnQo47HRHNY4bi7pd77zHZYtW0ZOTg6lpaV87GMf4+DBgxnbmKbJ+vXrqaioIBQKsXr1avbt25exTSwW45577qG4uJisrCxuueUWTp48mbFNa2srt99+O3l5eeTl5XH77bfT1taWsc2JEyf46Ec/SlZWFsXFxXzpS18iHo8Py2sXQkw8l5VvZ+FbBuETMTxdSfRIipTXxB/XCLUalB6FaLEXUwe9PoLvg07w63gXFJK/pZ28be3knQJT14jn6Jg6RHLh8IIkhxckSXpUGCtr8+BNaXgMOB3WKegevl/7v0usHfp9xlY4c8DOZ0W+Ckprwzu4Jld9JXSNhK5x+AoDT0OUsi0Rcls0Fh7w40uptds6clLUTUuye1GcoxUJjlYkaM0ymDt5G5eVb+ey8u2sC20fl230325Z5qyZJy49Mp9MiL5ef/31s3798Y9/HLXzGjeh7M033+Tuu+9m69atbNy4kWQyybp16+ju7na2efzxx3niiSd4+umn2bFjB+Xl5Vx//fV0dnY629x77728+OKLvPDCC2zatImuri5uvvlmUqmUs81tt93Grl27eOWVV3jllVfYtWsXt99+u/N4KpXipptuoru7m02bNvHCCy/wq1/9ivvvv39kLoYQYtxqOFBFw4EqzGevhO4kGCZaUw/6x7dTvKiGor0xTF3DU9tNoN0gvLuDVGUW7UtzSRUHSB1qg5RJ7LI8uos0uos0/O0p/O0pghGYfsxHUZuXsmYfET+czk9xOj9Ffbb6dT938vB1WLzJ99rQ7zOwrc/csMFYF9rOpE5IeAGPBh4NT8zEEzNZ/FKC7H3dzHo9zuzKbWRHNbKjGivydzgBr7e14R1SJRPjRsMBqZRdCuxK2Uh/TQQnT56krq5utE8DGEfDF1955ZWMn5999llKS0t55513+PCHP4xpmjz55JM8+OCD3HrrrQD87Gc/o6ysjF/84hfceeedtLe389Of/pR///d/57rrrgPg5z//OZWVlbz66qvccMMNvPfee7zyyits3bqVFSvUX2d//OMfs2rVKg4ePMi8efPYsGED+/fvp7a2loqKCgC+//3v85nPfIZHHnmE3NzcEbwyQojxLJXngzwf2kvq9018ihpv5w158ZyJ0bNI/T7J26vGHjb/VTkAWW0QiIBmgOHX6S7SCKr+HuyepobeTW5XwzBKWrysWDi+/mL+2/iKQXdrtNeFK+9Qr9tuhz9vj/VW19GN9sV9+H61jNgbdUSBwF9MQUsYNByoom7a0KxhNpYsLZQAKYQQ6QzD4OGHH+b73/8+XV3qjTMnJ4f777+fBx98EF0fncQ5bkJZb+3t7QAUFqruZUePHqWhoYF169Y52wQCAa699lpqamq48847eeedd5z1CWwVFRUsWrSImpoabrjhBrZs2UJeXp4TyABWrlxJXl4eNTU1zJs3jy1btrBo0SInkAHccMMNxGIx3nnnHdasWdPnfGOxGLFYzPm5o0P1rk4kEiQSiSG6KsPLPs/xcr7jjVzfobWlczUAq3LecO4bC9c456Sa0NU9M4B/bzsciUNJkGhFgEBTgo5sH9ktJseWewh3e/AkIdRmEpmSh5aEkOqiTzyogkeoXv1e8fr8JIG2EoNJzeqx0kbVMr+xJEFT7TW8X6STssbL3+J9dchf28Vc35fjfwHAf/OroSMf0TYNej8f9lnB02qhH9mwmqMLkiQX6Cz4XZREIAQ/XgqAZ74Kt4kjqgvK0b8IkNPtI+Ed2///jYX/hieyiXZ9kyk/J/etpmzuxtE+Fcd4u8bj5TzFwD344INO98Xq6mpM02Tz5s2sX7+eaDTKI488MirnNS5DmWma3HfffVxzzTUsWrQIgIaGBgDKysoyti0rK+P48ePONn6/n4KCgj7b2M9vaGigtLS0zzFLS0sztul9nIKCAvx+v7NNb9/5znd46KGH+ty/YcMGwuFwP88YuzZuHDu/3Cciub5D5asAvMzLfR4Z3Wv8FffmlLS7m1EDyo9bP+8/z27sUdkB63trr+/AEftGrfqm4f7S7++6DJULu74PAEN9Xl+BnerWsb6/1jNtZhiOP3zk98TwmjjX1/p9c3js/Xc9Xq5xJBI5/0ajTBp9DM7PfvYzfvKTn3DLLe6CLVdccQWTJ0/mrrvuklA2GF/84hfZvXs3mzZt6vNY764ppmmet5NK72362/5Ctkn3ta99jfvuu8/5uaOjg8rKStatWzduhjsmEgk2btzI9ddfj8/nO/8TxKDI9R1+o3mNt3esBmBag49ATCPrjIlvzUbMn18Dfo1EmRq2aPo0fGfipHLU+SWyNbxRE8Or4Y0YnJkG2e3q3TBcp5oLaR1quOLplUF8VvfF5gK3e2Bxs4/G4gQn89XP1wVe7/f8lue+cVGv8WKu72+Takj5cFTwXo2p0Qu5MdU5cVadOremQnWN5pe93u/2/V2n0Sa/J4bXeLu+5ovXksr14V17/v9vTh5TjXimTB/6uZ+DMd6usT2ySUwcLS0tzJ8/v8/98+fPp6WlZRTOSBl3oeyee+7ht7/9LW+99RZTprh/Zi4vV0NRGhoamDRpknN/Y2OjU9UqLy8nHo/T2tqaUS1rbGykqqrK2eb06dN9jtvU1JSxn23bMuc6tLa2kkgk+lTQbIFAgEAg0Od+n883Ln4ppRuP5zyeyPUdfqNxjXWvClAVB9R3/RM7MF5cjuZXwUAzdbzNMdBVqIpYf6tJhiGZDZ4kpLJB8xl0F6vH8k8koC1GckYOAD25UXqAxhyDYBIW/9nHmUqTVDjFB2UmutXOvb/XXl20eche6/mu74YetS5Z1OP+EesTof7nj9nzxPprrrGhZzk+Q72myhYVVA+XmNwY3J5xnBnWZ6qYzySlQzw7xdSZW+moW8GBEjhqXpMxf+0jvr5/8Btr5PfE8Bo31/eTNST/sArvAM51xpy3OHFk5Zh5XePlGo+HczQ0MEa4cmWMXuf4i3bFFVfw9NNP88///M8Z9z/99NNcccUVo3RW4yiUmabJPffcw4svvsgbb7zBjBkzMh6fMWMG5eXlbNy4kauuugpQi8O9+eabPPbYYwBcffXV+Hw+Nm7cyCc/+UkATp06xd69e3n88ccBWLVqFe3t7Wzfvp3ly9Ub+rZt22hvb3eC26pVq3jkkUc4deqUEwA3bNhAIBDg6quvHv6LIYS4IO+2rMYe1jiStrSrYJHbo9Eyz0t+nYnxh1UYuV7I9eKr68F7qgeCaiHp04v9gEnZlghhgJC6PzolSNKv0ZVtMG27CnNmVwLPnhZO3JpPwmMSSGgs3aXmrW1eGSfi1fEZJkGrweyNwe38OrESgI/5LnxR5ovRXzONszX2OFenw3Wh7c61nfVWglhliClH4der1OsrTpj4DIgE4GSODmiU9BjUFaU40LMcCuEW/+Aae9hroQ3Gpo5lXJMrDTeEEGIsePzxx7npppt49dVXWbVqFZqmUVNTQ21tLS+/PHpDfcdNKLv77rv5xS9+wW9+8xtycnKcuVt5eXmEQiE0TePee+/l0UcfZc6cOcyZM4dHH32UcDjMbbfd5mz7uc99jvvvv5+ioiIKCwt54IEHuPzyy51ujAsWLODGG2/kjjvu4Ec/+hEAX/jCF7j55puZN28eAOvWrWPhwoXcfvvtfPe736WlpYUHHniAO+64Y9wMRRTiUrOzeRmjvWryrEPqL66e0yqAae+34XnwcMY28a9NI3fKFLryTYzTai6DNicPgKYKlawq95oYYQ96bTepy1Wzo2AUglGdQFTj4II4nQFo91thzqOTlUzR7VU/f8y3lV8lVw3Ja3olutypTF2MwXZatEW9EPNo/OETXqa32BPydYp7UsS80O7RM/ffz38C29pUsOsdtuz10eyW/Bt6lpN3QWepgplHFfVYlScBTQwd7w1bBrzt1Jmj84cYMbxkTtngXHvttRw6dIh/+Zd/4cCBA5imya233spdd92V0cRvpI2bUPbDH/4QgNWrV2fc/+yzz/KZz3wGgK9+9av09PRw11130drayooVK9iwYQM5OTnO9v/0T/+E1+vlk5/8JD09Paxdu5bnnnsOj8fjbPP888/zpS99yenSeMstt/D00087j3s8Hn73u99x1113UV1dTSgU4rbbbuN73/veML16IcTFWlK0g0QiQd0IN3LY1LEMNLgmdwepjhXoLWr4onmyCy3kJWW1wu+sUL+O/R9Vw7KTXpPTtxYRCRkAeFMaRY0ekn7QDjWrnVdk4W2OYdZ3EygpIhCBnYvU/hMeyIunMDTo9urEdQ2fYTjn9QnvwD/InctQBLIL8W7TMq4o2cGarB0cqltBXb7BB0U6NwW2MR8gbcTRnsbl7GE5l5f2f65nQroTvF6JqhESNwa3c1NgG/salrOP5c4C0oQGdm4AV5TsyKiSbWlfRtQLr3cvY02WBDMhhBgNJ06coLKyst+GHidOnGDq1KmjcFbjKJSZ1lyIc9E0jfXr17N+/fqzbhMMBnnqqad46qmnzrpNYWEhP//5z895rKlTp/LSSy+d95yEEGPTlvZlw16x2NShPpzPrveR2FaF/YdFM8uLFsyGxh609gRGno+c+iSJXPUruTsfKuZuwXzhapoXBcivMzk5z6S5NMWUgxrGZQV42hPQEad9SQ7v3KIDccIJ8JiQ0lT1CCClacxvggMlbrXoV8lVQxbKhsIvk2pouAfzrOdlD7kEVem7omSHW+0r0/mEt2+l7bdxFXhvOUsYs51rcWp7rbPBuKJE/Xf1SnQ52cC+BhXqVuXt4PXuZYPenxBCiKEzY8YMTp061afbenNzMzNmzCCVSo3KeY2bUCaEEENle8dq9Iv87dd7aJttU8cyYta+A0A4AUVWS3q7SqZ1J4lXhqDEj68lQTJLVeq789V2OT+vJc5U9JCX/Peg8VNl+OMqZMXydEKnEvRMCQAB9s6OE0hCTgyO56nYVxYxKIiadPlV35BjheB3i2SjEsi2tC8jZU0MvyZ3hxPEPumt4ZPecy9sbfxqGR+ao8YdHpoWZ5upgs1Nu/2cmKXm1v26NDO0gQqhG3qWs6fx7FWy3s5V+Tvbv3m69MqYzzAJWk0w9zUsx2PAJDSOFbrDPl+LLOszb+7M3ipOTFJDMZcUSUVNCHFuhj4KjT7G8fDFs3VL7+rqIhgMjsIZKRLKhBCXnOW5bwxLRy27MlbZqpPdrd6xiuo0uko08v/crTayKlj+JhXQUjlePFGVmPLqwNMQhQWFmLk+Wuf4aS5Kkt0NeS2688bbuMALmCS9JgURjbo8SHhMchIGCV3jdFgdu6THAEyaQjpR3cMvk1X4TWNUGnysytvhdFIEzhrEfpmswoMaGfEJ7xbO7K2CeT7qyuJMavIxq86HJ6nhSUI0G/aXquv5Md9Wp+nHBv9yp5nIuYYcDnXDk21tyyDtg8ra8A4Iw9sty0h4oKBbneuNwe3OMEmg32A29ZSP4kXnDqtCCCEGzl6aStM0vvGNb2SsE5xKpdi2bRtXXnnlKJ2dhDIhhLggvaslv4utgIDOnDPQFTSoPOqlO98ksKZGre98JRjfnYcWUr92tU/vw3zhatA1DK/6sO472oXZEUcrC9M+y49uQFGz2v5PV6rKybVv+8hp0+jJNjlcocowhT1Qn535Z8uSHoOWoLqvMGqQ8Kjgdzro54VUNf/DM3Qt8AfKDh79dVq0hxqiewim1LluiixjSYcfT8xkfpMPT9QgFdTxN8VIFqjK2ZV10J6V4l2W0ZSnD6phyGDD2LkqZOA2Cqk/pIZVNhQlWVK0g6WFatjiqTzTmUtmV+T66y5ph7ED9cuZXzE6c/aEEOOHNPoYmD//+c+AqpTt2bMHv9/t/OT3+7niiit44IEHRuv0JJQJISa+/ioRQ+F3sRXcFNjGgfrlzALq8k0KW33MOOUhkQWFBxMYB5dh7FaNOTzTre6sHo3ExiqSU9QwCcP6Teyxui0S9pJ3NEHDZWpYY9khg3WvdtCxushZv+yDKQl8BpwO6/gNE7/hzrvVTWgPaHhMk7yYSSAJJOBErgefmTaOMY0z/+oCuyCejT2HqtPnBib7e+N+NYTxT3NNKnoMOv0awVSS6S0axwpNIj6N9+fEabH+mFnZolN5GOIlfpoqTUpqNSYd1WlZnGJJ0Q4Gs7rMcM2re7dpGRSAbmYOjZHGHiPj3aZlZEV1klarSwm1Qgjb66+/DsBnP/tZfvCDH4y5jukSyoQQ4iJs6FnOVCAY1/nQFvWnQ09XEu/RHsj1Y9Z3o2f70MrCGc9LZKkP7Z6YiZ6AwJoaep6vwFcYxNx1hp6bJlFfHOfq36dIFQcwLyvAFwdfHOJBqGz00pVlcCpLI+rRnIWho7qH/ESSmc0aR4pMp1oGqukHQELr+yfOoQxjf4j/BTf7/gS4YSS9UYftg8mq+rd2t5/8JTto3VUNQP6hGHOskPlBtZdTOSZxXWN/Gcx6NUJ0ThZFDRpH5yXYV+qhMHb+c/p1YmVGZewT3i3OHLFwUgVVe/7XhTaAeSW6HHK0885LO1/FzSaB4sJ5U5oTzIQQIt2TTz5JMpnsc39LSwter3fUwpqEMiHEhDdcVTKASZ3qA+CUgxqe+gj4rcCjaxA3MOfmodd2QzSJ+f9n783j46jv+//nZ469pdUtWb5tMMbmcABJtoWJjTkcIEAgIRQ3xIGWBH4hJZSEJqRxSQINKU35lhYCDUdInLoOpECBOCbGBONLIgYbbIwPfEqWde9K2muOz++P0a60uizf2Mzz8diHdmdnZj8zWo0+r3m/3693JAWnhbFCGv6dcdqn+vEiEP+9k85FJQSnFYMq2HZ1kNN+28x5fwbrHKcPWWSEwnunpZjYqBIJOs5QHV4oikN9QCdoO8tyTZOEKthSDAUJSSyrdM6pObM4NpPVF6zL8HMXl3veYLFVzaWboPAcJ03yWn0ty+KVVHzkDCjYIpnm9WB2Z48kV8wkZIJ+6WqYBuYfpsPaRsZ9CPZtxbQFHeG09jqd6a/EATjj/RSTb/8g85+st3lIXwZKVcyII+/ROf50rdjBerf1FmbpOrtj8R39NHJucS3b9zp/m2lR27DF+V6UTXZr9FxOTeQJMPo4GdMX09x44418/vOf54477shavmTJEl5++eUT1kDaFWUuLi4uh8jb0QrwKpR22ZzxviMylE6D1LgAeruJaEmAR8Uu8CC2RrDjJkppAJHvRQLCtImc6SfngI0wbLh8NErMAsMRHhPfBXlmHkqnCbZk11mS3YUm+XHYWeyIr5wkJDUnVVFFklAVdNumS3Uu675ukRYwJAEDmgMC3ZaoUpLSFJaYMzGEynx15RGdi0XWrMzzi3YqrAe2HJjDjaNWwTk96y0xZzI1At4nPwYgesd4Cj9IgOUIRDF/PeYfppNc4UygO0Yr7KksZOpGncIWwfoyKE465ijvzlMHdCU8mIvjsaK3K2NajA1UNwdw7l6FXSUmbyd7XBr7sq69ol8ja5fhc9po57w3bJnpCjEXF5d+rFu3jp///Of9ls+ePZv77rvvBIzIwRVlLi4uLofA+pYK0GFEp825axSU1jgyRydV7MG7JYrVEEOmLJTppSh7u7Dj3SkSqnNb0e5OJ/RHJJZHoDkZfMjdHQDs+VI+5TucdbadJ+n0WRwIKoCCbkkKYhLNEuzN6xlTjmGR6HZ19NmWY4nf5WxjqJJNRc6lvjBl0KFrqEh028ZW+1sCHyq9Rd0L4z6LthU2Fnk5O73MnMFntwguBnaMktR/bwweQwA2W65QiOmC83Zo8MFMGK2wv8QkP+rU0u0Ma3x4kdrzOekM0ABZ7oUDRaXWRCro8IiMC+OhsKKrItPn7XCaYy+PVYA28G3kUaetYVSv130jZMvilYRxhdnRIi3M0tEyF5dTEalIpHJ803WP9+cdTZLJ5IDpi4ZhEI/HT8CIHE7i4KOLi4vLsSUdAQFnsry+xUk1q/iLzrlrFCy/Cj4V0WHgWdeMjKTYvawOM5LCXFFPYnMrwqOiFPiQzXHiZwSRmoISs5CqoLNQYPlVlKYkosgPE3Ip36Hw8ZkmH59p0hxy/umVdtmMa5PYQtIchE6fJD8hCaWch25LbCGwhSDWHSnr9NmsL9OoC4On29yjxdOTy3i1Zx0WSlak60i5WvsTADeoSwGnjmts1GTPCIM9IwxsAXGvZH+Bxf4CC58JTR4vdaUGdaUGsYDN2SU1rB9jM+o0x4RDl9aA0bx5vprMYyBmhGsPS5Ati1cyJ1iLbjvn9WCsiVRQkLA5vRm21jnfl7mB2sOq0UsLzYhXuILsKJCOku3bPsONmLm4uGSoqKjgySef7Lf8F7/4Beeff/4JGJGDGylzcXFxGYJXk1WORbsQlLRpFDQq6O0GZm735bM9CblOYZTZFGf0zBLUAsdVMbmnwxFbHgV7Qg7+fUlSxR5EQO22MJak/ns7emUpWBJZ7EWNWxS0py/NJpYCwYRCIKawv9gJq3V6ID8O+7ubTqd6GXfkGQYx3QkqBSwTW0BR3CKmO/VkAKqUoDnRp8VW9dE7V8ZcBH/Py+YlGIqJD7igoKc/WYPXx/ywI7DSnzutKUmyWys2hy2aWyoo1gDP8W9yvcScCbrG+pYK8hle4+YZ4VoaN89k9ek2E9vsQ2pU3Zs1kQrwHl5kz2VwUh4bxT7yiLCLi8upwwMPPMAll1zChg0bmDt3LgDLly+ntraWZcuWnbBxuZEyFxeXk55l8cqDr3QYWL3mcudv0wlFFVI+sAMqpl/gmbsafBqkbBpX1KOfVYg+Phcl7EEpD+KfVoTM1ZE+FfFOEwDaumZsj4L/wlUEHttJsLocdJX4uWGSBRqxEg1/p8DUJIYGI+t1FBsSPpsRTTolnQKv6dSIBUwbSwhUnEjZaREDb3eNVtoqH6DVp9ChqyRUhQ5No/0oN85+NVnFi8Z0rtSXA07ELCH0jLlGKAUBA8qSCZaYM3nRmM6ZrSnObE2R1CWBpEC3BKGEQiihZMxJlpgzM+YdaV4wZxx0PC+YM4a1Xl9u0FYzIepE9IYjyNKUTFnNtfpazi6pIalJ3mmtyHo/3RZgMJbFK8nvGtq10cXFxWUwbOXEPE5WqqurWbNmDaNHj2bJkiX83//9H6eddhobN25k1qyjlz1yqLiRMhcXl08Nf0rOAb5zSNsUJGzG73dUQt55q7BeqUJpiOM3bKy3JiG6a49KvzQRoikI6kSW7QEgPGckoi1J19oGAAJTChBn5OGZuxrrlSr808sASI32oyYlpl/QlStJeWw6AjY5MYVYyEYzBYotSPicZftznHREJ8XOeZ5jWTQHBB26StC0KEg4y9OW+LptYwvB9ZrjhvisPRufNI5KE+m0k6BhGJllC5Q3WZqopEtTuT6vNssSX5FOXRyAZoGhQX5UpaHAyfFv8jqRx4GMOywEi6xZQxqUHEmErW8T7kPFUEG3Dm2by/w14D+ij/3U07h5Jk0FJsGEwrhx2U6btiLZWlfFpJFHtwefi4vLycu0adNYtGjRiR5GFq4oc3FxOekZbsrXJd4VvMbwrG7XtVdQLJxoWeFe0PbHkO99BiXqOABarQmUqY5dvYg6YkSmLEhZhD831tmJR4FoCv+145GqQDQksMp8mMtnojc5zbU+fmoLoTydtifPJBRTUWzwpBQKUwpKd5/nYFTQVmTjSSlsHOsIl4Ah2R100iR90sRnOUpgVKdJp8dxZizqgki33Xui22gkU0Mm1KMiyAbiz/HZCCOFpSqM6jRZlDMLlG5ha6bQbUldGBKqUwd3+TqVP1ZZXKs70akL6G8b3+D1MV9deVgOi0PZzm/fW4Wpyox9+pH2axuox5nbOPrEMWaCI9DS9X4uLqciJyJydTJHynoTj8ezbigCJ6xP2SlySl1cXFyODq8mqzIGHxPrdKavce5dyeY4JEys1gRWUxxrVimiO1VQ5nmQbQnsM/Owz8yDaAq7wANxy7F839CCWhdD5nmwfAr8qQ7ZHGfrEx8y9r5paA+eQyChoJlO2mLKY2MrElOTtOaZNJVZtOVapDw2k/crqNJpCp1jpSg0HHHXoavYAlQbwgknXfBASGQMK1QpSQjnWOarK1mgvMmz9myetWcftXO3xJoHQKuu0+LRadL9fJgbBGBCZwJDqDTpfi7z1xDTFMo7bdpVH/8zU0eRMlNnttiqpkPruWc4N1CLLq1+qYyLrFkZwQUMeixzA7WD9gE7bfQ6t0nzKUbqu2MAeL/x2KQ1u7i4nNzEYjG++c1vUlJSQigUIj8/P+txonAjZS4uLqcsy2MVA07G/xyfzSX60FGiUEJk7gRq++PIsTnQHRFTzinE+P0u5MWjEHVdoArsSWEA1L1dJKblAeCLGBD0oagC2ZZEGDbqezGSrUkO1DYz+ucXsK/cIuExSOqSDq8T7SqLKPgSCqopsHItNFNgC0lbjkV+h4qhCDy205ssoQomtVrszwFDERwICiwBCcUxAfFImy5FJ2gbBG2Da/W1LLJmoWLjg0OOlj1rz2aB8mbm9ZNyLudGouwLadygvsVrvMYXtNfRtey6teV6RWa7Z+3ZLNDX8mqwiiu2pGjNc6J/kUAK8gYeU+8IWXoMWTb5OCmTi63qYxYBXNfuCMBPgjPiG4k5CDPlGoN0YyuQ1CVj9qgDvu+mLrqcytiKxD7OFvXH+/OOJt/5zndYsWIFjz32GDfffDP/+Z//SV1dHU888QQ//elPT9i4XFHm4uLi0s2yeCU6MDICZY06oRaJ+nEHqcm5eLZ1YNV1wfQSkq85NWN1/7mJkZePIlFdhP+DKKRsDlwSBiThZgG6ArbEbk0S396Op8CHfl4xsq4T8YtzaNQsTNWpr4p5nSbPY+uceip/J0QLJMWtGtEci2BCYW+BzYGQjSKd9MWUT6JK2J/T7ahoOxGzdETMJ03aVR+6tDLCDDiihtGjE13sq5/B3mJHSJ0r4cPcIAuUN/ulgLxgzmDGx/DOOJurA7WZhtU6jv27oTqOkgdCorvP2tAueS+YM7heW5MlCvtyo7pqUDE+GLt2OfVufWuRerM0UQk+QUJVeNGYTuVOQfmk4+sO2ZuLfSvQj7Jhy8nKno+n43ETf1xcXIbJ//3f//Hcc88xe/ZsbrnlFmbNmsVpp53G2LFjWbRoEfPnzz8h43JFmYuLyynLYBPz3ATQJ2V8aaISBISTkolbPXh3dAFgjQvh2eY0dhYVxYiYhXd8LnWv7XXen1aIt9XEbopjTS8hfz/YusDbZCBVAaogst5xXty/OQpvN+J/7jMAaKZAM7ubPicV/DFnYhkP2FiawJsQGB5JIK7w0UiTWHdD4oSq0KHD2KhJq19gCzAUhS5VxRBOpMAnTXTbpsCO06r5CdgpEoqaSRG0uiexBxNoT8k53CpWZJ3TxeOrAQ8+26JRC3KbcFwXl1jzCPGtzLrXa2tgElzd/bo8ZhBOmNR1n/sWzU9XgUmemWJUh31Qx8PhGngciiCDocVYmnm+Gtreq2bThBSqBPffp8PbUSd6eGHu8Y8e7ts+I9PPLtwsqC8GLQXJL47mg5YKCmIqu3ZNH9bv18XF5dNDa2sr48ePB5z6sdbWVgAuvPBCbr/99hM2LvfWkouLyynP29EK3o5WdLsv9idtWZ6fkFSsdSbbdrEXVIHalASfhl0eQNnbhegyEaNCFJ0Zpuzec1GjBsKQJOu6UFI2WpeFp91ExExEwiL6/A4UVdCyLw6A/N25xPw24VaFcKtCsNN5pFFsMDWnnsyTgJxWgTehcEadM66042JeymR3rub0IYtJOjQNWwgnEiUtDKFgC0FCUQnYjjmJImXm53x1JYZQedaezZOyu09LrCKrbuspOYfq/V0sj1XwpJzLEnMmz9qzSQidG9VVtGh+bhPLM9vHFCfK94J1Wb/+Z8vilcR0QcQnGdEhUaQTdSs0klh9LOgXWbOOalPrI+HlVBUvp6oyguz8jR4KOxXaci02NVRm3nc5NDY1DF3vtamh8qDrgCPMRm52vtdj6zx0FEjioZM3rcrlxNGysZqWjUevb+PxxBYnwBL/JG7/N2HCBHbt2gXAlClTWLJkCeBE0PLy8k7YuFxR5uLickqzLF6JbjtW5ekeXp/JfxOADU09JhHhpOT8dRqREQpal4XSEMfc2oa5tQ08CkpDHIJOuljrku1ISyLfqEN6FdgZRdw0ARRBywSVWIlG5Ew/ibUNJCIGrXVxdI+g7JHzKW7SKG7SiIckkQKb+jIDX6cjxjpyLWrPMPAlnKhZygddeRJLk9QXmZze7KQpBk0brwk5hoVuS+pDCgHLJM8wyLGT2ML5b9ml6HikzQ3aagyhOiJN6MQUT6Yua4HyZibSNTdQm3kPIM9KsLVIMDdQS54V55xGk+kNMXRp8aw9m6CdYok5kxlNHbyarOKCligA16vLMnVd9VtnEFtdzVl7VS7z1xDxKuwOK7R6dPb6gtR5gxnHw6fkHJYmKpmvrsxE8PqaexxvxkZsJjuBTjo9glh3lM9WYEeBYHy7PGLHxpOZC3Nrj3mUzFw4AXPhhEHfV69ah//C7DrCc9coJDyOfalr+OHi4tKbr33ta2zYsAGA733vezz22GN4vV6+/e1v853vHFrbnKOJm3/h4uJyyrI8VgFC0OYThFIS1YAO4I+pi9GsJCNw0hYnN6mEOhWMoKBgbRTZaZCoLETbFc3syxwbAkDb3YknRyfeGCf3C+MhaZGsLAQgnq+Q0wotZTblG0xMv0ZLYxJ/QGX0PeegbInROi2ApUny9kO0VGArClvPSOFPKRiqZNpODVOTxAMSxRaZxtGhhGP2EUpBxCuI6RDTFBTpNI5uV334pIHPtkgIpSctsZfvgYVCseFE7Bo8Ada3VJDUYHNuKJOi2LteK50uuMSc6RhtlDvLJ+MIqKnNBnvCgpriID7bxAgLBLBnz1wmTnwLgPoikw9HQVlU8HG0gqZQkJRQM0KwN7eKFeDLXnaDtppl8cqMoUVfo5HjSdUWnZ2jU4zZr5N7AM6euxpKTshQMmzf60TpTht9agnDqWU1tK+vxv71GYOuk05d7E00xyK3Q0W9ah3jVziCvmOqzfuNlZxd4pqiuJyauEYfh8a3v/3tzPM5c+awZcsW3nnnHSZOnMi55557wsblRspcXFxOaWwBoVT2P4+SLucOuqXA5AaFUR8J8uokvs1RZLEfke/DfGorSsiDNi4XY0MzWkuS5P9sByBUWUr+X50OgDAkvvokXXkST5eko0Aycl0SPo6y++1G8os8jP/aGSgNcZLjAhRsSRI+AMkcgbAFwU4VzRK0hGwK2zVshW4xJkh5bGonWjSHLWJeSVtQotpQEHeOx2fZeGznuS4tEkKnXfX1qxN7Ss7J1Jq1ax6u9K7jVrGC8wprmRGuzQiydCsAIJOS+HKqig7Vy1NyDoutahZZs1hsVWOhsKlQp8ET4Faxgqjiw9vdyDoasDL7WJ+fy8RGlXG7dC7MraWiMcbIVCcvp6oyEbmn5MBppeCI5r2+YGadwQTZUPs4FF4wZ/CCOSNrWdxjY2mSreNSjN/r4Y3JR+Wjjpj1LRUHX+kTytSy4Qmk9xfkErl+RNay5IqZJFf0j6AWnrOKEXWOMU7irZMzDc3FxeXYUFBQQHNzMwC33HILHR0dmffGjBnDddddd0IFGbiizMXF5RTGUHqS3mO6wOi+4iU0mL5Zp6BDZdSHPevLYj+i3am/Cs0ZhRJy0hW1C5xwSHB6GRjdHZ0Vga2BaIjRMsVD7gGQqqD4gxREU9T9cR++gMqIr0wCj0L7BTl05YEdULF1QUuJRUeuRdJnE/VLQknB7jKDaI6FqTl3PSMhm4BpE/FBTAdFOmPfl6NS7w1Q5w0S1TSu1dcyX12JLq0Bz8OtYoXjjih6jEB69/R6Us51bPKl5EXDcSLMtRMsTVTisSXj4p2k0IgqPs5qTZAQOuMSHeSYJhNinQDcLl5H7xaI7xaGeMGcwcR4lLOjUfbnW3x0eorGzTMJJhRGdDrnMD1eVQ5+x9USglvFiiyzkcGOcTDSxzQcrtfWkGNYLItXstiq5qN8nf05gi1jDPK7FN473fl+vPjZ/tumLfOPJ9GAfcpFydI0ljoOnx25Fvu+VsI7rRW809r/HLe9V03be9Wklg+c6np2SQ26CVvq3TRGF5dPK6lUimjUyX751a9+RSKROMEj6o+bvuji4nJKsTRRyTyfcxc+/fPtVAUBQ5LodcX7aEKKSbs8SE1iaxApheI3upAjAo7ger8FAGVqgbNBWuDpCjKaom2iTsHaKOR7Kdhmkip0BJy1qZX2jS2M+PuzSf3fbtZepVLYqRCI25S/b4EtEXZ3DVnApiMAXmfuSSAliHfXwSR1yZ6wQJXQrusELBNbCFJCwSNtdGlRYKawheBFYzqWECRUJ/evr2MiOMLrtl5RppRQM9Gw02NRmrw6dd5gZrsb1VWZ1Men5BxuF68DsMZTwew9CcaNq+kWcslMlMrwhRkBfEW8gq7pvGxXscvvNBIL2in25FqEUxbhBBQkbK7OdSJ6Q6UjXunNFhzDSV981p7NmVHHPbMqr5Zr9UNz37vMX8OyeCWjulKMaVYBhT1FFo05NnOCtT3CoOCQdnvUOZhb5clOurfYrq7+olpN2GxqqOTMNcD4ntYAwu5ZJxUUhDZ1saGpAu9B2i24uJzMpM03jvdnnkzMmDGDa6+9lvPPPx8pJd/61rfw+/0Drvv0008f59E5uKLMxcXllGFpYuA74WkjAsMweI3X6PIIPrPZg+mBrkJBqMkGBB/cEOSspQYyR0cd1+3oYNjYIQ0Rs8CwkXFHQRWsjWI1xOi8IJfOXJuiemj/6UYASm88jUipSvSesYBFp89mzA4NM1dg+gX1o02SumRkvU5jqUnMI0lqEt0Cryl4v1Them0NW7v7ci0xZ2bMJJaYM8kxLBTNiS71FhyLrFkYQh1QtKjYPCXnZKzwbxPLM42WF/lmZVIeB2q+3FvgzQjXQhgeZR5npJIkVJF5/2kuB6D+40v44yQNVQ+gSkmelcBn2XgtybZALgQYsKZsMBZb1SSEnjEmORgLlDdZ7qkgYMCaSAX1QW3YdvppLvPXgJ9M64Qxw9jmk9BU+lRGkRBKKGydanLmX/rPCLV2A8vrQbMEDWMsChuduwrnvGLw0eWe4z1cl5OMwnOOTdN5l08Gv/nNb/i3f/s3duzYgRCCSCTyiYuWuaLMxcXllCEdGRuIpYlK5vYSG6vOMZjcoJDXqvLRuVbmrt+OOR4mrnBS1LAkqdpGtDnlYEtkWYBksY7nzwfoWN9E8CuTACjbAeDcoi+5ZCSxSQHeOsvEZ0lGRgS2Aq1lNootMDWblhybcEywaqpJwLTxmZAbd+7kd/okVvdd/bSQuEFbDThpeD4pSagKMVXDQsm4E96grWa+ujIrLbE3fSNnLxrTuVFfS/3WGegThBNJE8u5UV2VMdZ4NVnFHk8ut4vXeTlVxW5PPneyFIA7WcpiTzVRxcdTcg4x4eUb4hVe4zXeHqsxMtVJh6aREE4UI6EqJFS4+qM4NRMsOIQ5cl+ROBwOtVcZOKK2bz1eb5Fav9WpNbtgkiu+jifjxq2lYctMyhMK0Rwn5VVsaIXP5AEQ3mmgfKEGpgFvD1xLVtSqsb/EzDgxuqYfLqcStjj+FvUnmyV+aWkpP/3pTwEYP348v/71ryksLDzBo8rmJAs+uri4uBw5l3hXYAnBzmKLvPNW4TUESU1iqJJxHwisYi9YEmNrG8KjoLSmoDmB8oUaPH8+AED4Ny1YHkH4gxhKzJkollwyEoCV0wzAqWlrC0iag05UK+GzaQmbhGOCQEJhTMSJjlkCthUqbClS+TA3OOi4dVuiSkfgWCgYQuUGbXWmPxiATxoDbvuknJvVk+xafS2LrFm8dHqIG7TVJIWe6Q22y5fD0kQldZ4QHkzWtVegSiiwulhizmRpopIn5VwsFPKsOLeKFZSbEd5tmw04Ubl2zcO0AwY+abBXz+NafS3X6mspm7z6E2khv6mhklm7DfZ8PJ2291yTiMMl3Uz6WLP5ljym/CFFolR3BNkA5FSu4qPLPW6UzMXFJYudO3d+4gQZuKLMxcXlU0LfKFrvWqVowCbt7qt9bi3a57pTAi2JclG381uJH/nMNJTyEMk5pcglF+BpSpGYEKD1dA21LUXk4kIiFxeSUBV8lhPRUiWEE/BxmYmpSgzVqReLhGwiPkmnR5DUIGDa5BiOuEtHxvpypXcdHZqTipdQNAJ2iheN6eRZCRZZs3g1WUWXkj0BfVxeCjjpgumeZI8yD4D56spMrZgmLaKKj8flpZSYXXRpKp5uI46qvFrqPCHmqyuxhWCer4bbxHLmqyuJKR5eNKbTrvr4IM9pGxBTPEQVHxtLNG5UV+EdRCgCmbEcTZaYMw+5v9nUshreGOdjzIS1rD7TzJiD9I7SlU9aQ/mkQ0uDPBRWdFVkGpmfCgxkynGkTBq5jrNLagaNdCWcryDjxq1l167hG7y4uJzMODVl8jg/TvRRn3q46YsuLi6fWpKqYGmiMtNqqiiiQiHI5z4DQLy+i9y6GHS7MMpc3WkWDbRM8eDvFKgpKNyQAFWQ9EmUbqMBVUqu19bwqq8KQxGUxiwawnamkfXeoEau6dSntXj0QYVYb561Z4PQeTlVxa2edZkr+GKrmi7Fw3zvyn7bqNj9lhVbHVn9y8BxT0wbhuzXchifjKArcZr0AI8yj1IrzpquChI5QV40pqNISYMeIqn4aFcCqNjYwksh0C4C3C3+l2eV2QDEhBfob0DypJzLnYdQWzYUvdMMh3MuByJdr9bXXKQ3mZ5tLgNyOI2k17VXoFtDG5eUTV7NhqYKygZ5v319NQ1lBpSAL9V/thhqFUzo1Pl4gsHZJTVsaKrg3GI3DdXFxeWTg6tzXVxcPvU0BgUlbY7CkYvPzyzP+cIENv9ii/Mi6tSZKZ0mrSWO0AlsjeHd2I5V5CVZ7jgfFuy2+ewmlbmBWuJvV3NxrUbAtGn1KbT6FPYHVTo8gvKYQVTTmOerwRAqi62Dp8yljS6u9qzLpCGm8Ugrk34IjgDqXV/Wu/dWm+I4IqajaI8yj5dTVVyrr+V6bQ25doJ2XWdiq+RWsYI7WcoN2mreCRfSofgojVl0qB6nGbXVweREM6VmlDt4HugRgmmRcxevAU5d2yJrViY6lo7a9e0LBvAIV2QdT+8eaunj650qdzh1Z5805gRrmRN0hcJw2XaZl9YSm33b+39/0kwur2FyeQ3COnkb3bq4uHw6cEWZi4vLMeWTmo71cqqKlCLwdk/WPCnBmAlrIdUdWfKrCEty5n3TMtvYIY26C5z0wLy9NvJADLuzJzVvd5nz/M9TLTY1VPL7GQqvTbdp8nid1EPVk0lRTGpkeobNV1cesqjo7V7osy1SvXqQPSXnkGMliQs947bYogYy1vXplMV0dGxKrIWrPesyDaJ90iQh9KwGvy8a0yk3I9zJUpr8CuWJBLl2ghvVVczz1fSLHj3CFZnnvQXnfHUlFkpGmN3J0gGdEe/itYzpxiNcwTZvYVaD6FvFikGjMmmxORhpEbiiq4Lte6uGXLcvbpSsB/t/K4ds0nxBweEJzA1NFTRsGTr9NG3Y0ZeiVo2ULtlSX0mXz7HNP9R9uLicbEilxxb/eD2kqyCOOu4pdXFxOeYcr6a6g1niDzSGqz3ryOluBD3PV0N+HZgLJyAPxEDtsZUSSUdEWaODxPMV2nItRmxxtpPdgq5xPKy6IMXIZo3amRYpoRD1O+9dr63JiIv56kq6NOey2+7RBkwtHC6Py0tZZM3iSTmX/VoOeVYcS4hMBM0QKio2Z3e086w9m9vE8kzq4GKrmkeZxyNcwbX6Wto9TpTwVrGCJjWHFjWALi0e5ioWWbN4OVWF0p2OuTRRSWnMpqhLsF8N94toAdzB85noGPSPYt3FaxkXx+FwF6+RZ8eGbBD9KPNYHqtgaaKS8yLtg9aULY9VkJcyWZqoJCcJp41e12/8afZ8PJ09H7t1SX2RSy5ga92hidmhqMqrHVbPtckf6CRXDPx7bei+IVJ01uCi2VagvEHn/cZKFHmSWce5uLgcNWbPns1zzz1HPB4/0UPJwhVlLi4uJ5wNTUdPtK2JVPRzgFsW7y/Wlscq6NAVTt/vCBKlphElpCPKHfdDK9zdkLY5gZXvobNYoaXEyhgMqK3d6YwTcgl0OpfSdeMg4hUUpgxmhGsJ2tkGF4usWcRUjVaPjiGUw065e1LORcVmvroSj7QotLroUL2k0LhNLCfPStCleLhNLOejnBAdii+z7WKrmiY1h2Krgxzp/ENq7246va69ggnJNiwUmtQc7uEV5qsrudqzjo89hRnziw9zg2wq1PFiZkW0+rLImsWKrgqeknN4wZxxRKYeB+tPdidLmRuoZZ6vhvXhvAEjWo2bZxJOwOg2hXBS8kFekGft2QRtI+s7mP7+jJmw1omedjNQmuWnjeYPskXRvvHmUTf0OLe4lrLJB49Ijt+sYiuSkasH7zWkW4748s5ZTU7lyZ/i6uIyELaQJ+RxsnL++efz3e9+l7KyMv72b/+WtWvXHnyj44ArylxcXI4pc4K1x6Spbm/hta69gjWRCsLJnn8Sy+KVWbUmtoAPmmcDsKZjNmfU9/gcWT+dlHkuAxqdp/ud5WEde5xj59aZa1O6T0UuuQAlZmFsaCZ2cTEtU5x0xg5dJWhaTKlXaPHoWWNNR2L6ipdF1qxBozRDcZtYjoWSqRlrUYPcKlZkIm/pdMBHmcetYgVeabDImsUScyYNapgZrS1EFV8m8pT+uSavmAZPAFOoWZEugDw7xkd6KS26lwXKm9yorjpotGu+upI5wVpUKWlXfcOOjh0s/bAvfcVSOj1zIEY16rQFbfK7BOXJGFdtTnH1o+1Zpg+DpUUeagPqU5W1lwtG7dZIFusHX/kwGEzkdRQ74qplYzW6Ofj2k0auY3J5TVb6rYuLi0uaf/3Xf6Wuro7nnnuOpqYmLrroIqZMmcLDDz/MgQMHTti4XFHm4uJyWBzN6NZALmh9a9G21PePdu3aNb3fBG5inc5p9T2TxcbNM6nekD15nLbZEVJXe9ZR/nIbAMKvoXznI0SHgS8iMXJULI8glaeB7Yg9/4WrIJoiWeYlevMo4iFn+V8mp9BtSZemsrnczkRpEkofi0MgYJncqK7iRnUV89WVQzZ8HorbxetYQhAXOmNSUZ6SczJ1Zo8yj6TQCcgk4BhvNKk52EIwIdXCmoLCrJq0x+WlvGhMJ0fGSaFRbkZYYs7kUebxpJzLI1xBSqjcy0v9on/DYYHy5qCphw9zVb9l/iEs9Aci3Wx7KLOUp+Qc1k8wSfhsQgnBjkJBOClpLjBZ/Tc5wzJacXHSA5U+N8jzuhTWRCp4v7HyoLVgh8OuXdPZ1FBJyiMzDbz7MmaXTnGzzvqWoa9L+0akMpb6Z5fUHNU0TBcXl5MHVVW55pprePHFF6mrq+Omm27iH//xHxk9ejTXXnstb7zxxnEfkyvKXE5J3H+0x4+jVS/2drSClo3DmxhvaKrIEl7j63XOf0dnYl3Psgvf1Sne21M3cu4mD+UHHDHm+zjOqNN6oh4ybqLcvQX5zDToMlCjjijQ32lB7Y6+lezu2VdrmY2/U+DvFBwoMlGk0wAaevqhLbJmZdIT0xEy+eTZAx7PwVLzBuIpOQcLBRWbK73rMoYe4PQcC8gkqpTdjZ8leXYMC4WYqnEnS3lcXsqz9mxeTVZxu3gdRUpGJ7rwYLJTK6RFDaJJizHJDlTsjIi7Vl/L4/JSFlvVLItXZomqR/irfuNcYs4c0uzlHl454vORFsGDpYO+31jJX61JMX2zzrhxaylt1jijEUa0qvhSChfm1lKaSLnpid0MlO47EL732hm1UyMQ7z+VGMoR8WAo0vmdbWiqGFSEAaRyHHOexITAoOsYaraCdG3wXU5FLOXEPE4Fampq+OEPf8jDDz9MSUkJ3/ve9ygpKeHzn/8899xzz3EdyylySl1cXI4XayLH3rRjeayCoq7sQvw9+U49S+Pmnjvx48at5dy/6ASjzrqxgE172MKb6Nk2bz8Edjk1J6HW7gmaRyAXn4/9L2cgivwo5xQif3lO1uf5L1yFGJsDgNQUtKhJ23vVtFbmYGoSxYQ9Y7IjOqrsmQD2TVWUi84DwFCyL7u9HQUPhVvFCm4TyzNiKf1ziTmTXNs5Xl1abM/xcVZ7F3Gh06Tm0KTm8GqyipFGlNM6u7jSu45n7dlc7VnHWXtVOoQfC5VcO4GKzQe+kkzaYTqtsEt4uVFdxWX+mixRdRf/3W+cN2irD9nmvbdz47P27GGLhME4u6SGNdNSWJoTTfN3Ckr3a4yZsJZx45xaAp/ppicOl6q8WgIz+wvgwnYVUzvyOpPBTD/K3jdpyjcp+EsXk8uHl5ropjC6uLj0pbGxkX/913/lrLPOYtasWTQ1NbF48WJ27drF/fffz5NPPslLL73EL37xi+M6LleUubi4HBbpO86D1YsNFkHb1FA54Hs5SagvyxY569or2FJf2S91cUydh6KdPc6FvmYTfWdn5rWWAm+riWdTJLPMvzOO+k6L86I9Bc0JlO98BIBoS0KuE0Wj0IeZ50Tc7ICK3pSkbSQYeRpbx6XoyLXYX2DxRoVT1BL3SFq9Gj5LottDT0jFbe9nTfyftWdzq1jBYqt6ULfA4ZA20HhcXoqKpNBIErRTzFdXOiYW+SG6hBcVmwKriybdT4Meotmv8ijzKEvFeIhr+PWkEu7iNfJlJ/vVMFHhZ5TVlvmcru4m0ANFt3rzMH89YF3YQ1yTed5bePXF252++BDXcPGuBJf5syfWj8tL+/VpG4oNTRUoEpacHSBgmewaZ/DWuWZWPd+McC1LzJluGiMQMIYvrOK5oJmCcz70HJOxlE9aw7hxaylu1QZdJ1IkCcxcRVfIGpaLY28mjRy8UbiLy8nC8bbDTz9OVkaNGsUvf/lLvvrVr7Jv3z6ef/555s2bhxA9N3QrKyupqDi+LX1O4lPq4uJyIpgR7j/peTva3/FwOLzT2n+7+NvVzHjPQ340ux7r4rdUcpqy/xHIReehtaUwcp0JW7hd5fT/7STQ2OMCoK1vgbhja68UZ6c5Jd6qxir2Yo10lm/+XM/Esn19NW3jnDEkfDabznGEQnOuRaw7SzLql3R4YWzUpEPvXz/WGzF/fb9l6TS9hNCPqP/VnSxleayCMakoQdOizhskIXReNKaj25I2EcSLSY6doEnNoUPxoWLTqDlOkxt8I7iXl8iXnY5IMxyBe3HLAZrUHJ61Z/OCOYNcGecBrjvoeO7hNwOabdzLS4ATzfP2qhvrvc8HuC6z7b28lOV+mGZ8MpIZ43A4t7iWep+P28XrXO1Zx9SyGkq77H7RzBu01adEE+rjhfjmJnyD/Bp6pwcPRtfawQXw2SU1Q6Yatr1XTcrnpEkeKBy6BnFLfY/pz/uNlW5/MheXTznLly/nww8/5Dvf+Q7FxcUDrpObm8uKFYO3YTkWuKLM5ZREOfz2Ty5HgRVdFf0iaLHVzgSsLdD/LvyGpgomf6BzxvvZd8PDMUFBu8aED3uWF+20yduSQIlZmWWephSpiaHMBFG9ah3Krk4o6rGCF/PXY+5sB8BuS2CeEc681zFCRaqCiVt1dldq7JlkoXbrurWfU0h4nTHvC2nsztWwhZOqGNMh4lFpDjh31xLq4JfUtJnHQJGYw6kpS0fWFlvVrG+pYG6glgZPgHZdJ8dKUmzEadH8dKkq9/AKXmmwQHkz0yOsTQS5TSwnhhcTlRfMGSSFThKNOj2X8WYLH+b58EqDslSMvVo++0U+9/H7YY+xr4B7O1rBno+nc4O2mlaRk4mA9t5n+nnafr836YjgPF/NgCYqQ5EWYOnzVpufd0jbH29eTZ64uljdZsharr4cKDJpKbFoy7UIRY/dtKJrtIfJH+iIr7037G0GMghycTnVcC3xD42FCxfS3t7eb3k0GuXiiy8+/gPqxhVlLqcsu3a5TV+PFxfm1g5qIz4QPsOJkpU3awT63OT2HkgRy5VZJh16QwJh2Hj29jR6FFEDGdCwcnoEm5qUoArsn0/u2aEq+k3i5LmFAESLHJfF8BtOWuO+8SYH8hyxt3lSigNFJoEUfFwo2RnW0G2b67U1tHh0oppGh65idac76LaNIZQB0xAXWbPQpZVl/nGknBYxWNFVQY5psr27p1oKjS7FgyFUGjwBio0YhlBZYs6k0IrxlJzDI1zBsngls9oPsMiaxb28xH38nrFRJ5J2D684gkkbwXx1Jbl2gnm+GpLoLOR5oKe2LG3y8RDX9HOQfJir+gm4C3NrM5Gv+/j9kHVB1+pr+zkz9rbUv0FbPaBzI/R37uxNOiI5lG3+qc6hGCG1r68eMrK0fZJBuLP/VGJrXdVBr8HB6c7fwsEcEwFKpgweSR6710PDlpm05ViDrtOXIzEicXFxObn585//TCqV6rc8kUiwcuXAfTePB4Mnabu4fELYtWt6phjf5eQlMHMV61sqCFsi6w7bhN0ewhu6AAOZ15M+qLcanP5MG0ppoKfeq5tUbSPef92L/N/uyaIi0NtNRLLXpCyoQ6ej+OSi87AKPMiLRkCX8/bWs02SuuTMVg8f3pRLUpfEdBvdhu3FEhCEEnAgJLCEQLezw6+5pklU01CRJFSFgGmTUCS2yDYoSeOTJkHTYhGzBm22PFwel5cyMSD4yF+AVxrEhJdF1ixuV1fylJxDQtG4oLmTdwuDdCg+Yni5l5dYHqsgocYo7ZR8WOBhvrqSh7gGLwZdBaMpk23czxdZ2C2m7ueLlChOamc69RB6BE26tuxeXgIFDKtHYR+s7mw4TI8egFwnytishDL7fIQruIvXBv2MAz4Pb0crUGX/dNsNTRUnhQPfld5jU+tUv3UGBIdepyqvFvIguWImhAf+Pg9EuFNl+7gUSksFoSO459uysZrCc4a+eZE/bVWmkXXeeauGtOLP7VRpKDRpbKngvJJaOmqqiRS46RQuLp82Nm7cCICUks2bN9PQ0JB5z7Isli5dysiRI0/U8NxImYuLy+EzWB1Zb7e9ge6CBxMKZ33Q3xhAGDb2plby9mZPmOS+TpSIAYmeWjHrlSraJuqoHb26yEZTyLIAosifWdR2SSHtU/0Iq0cINpzeU5u2e4KRSak8ENBo84mMYUdjTs82thDYQrDEnEnQsohqzj0tC0FKKFzmr8EWIsuavi8tupc8s//duUNhfUsFI40oqpQUWx1YKNzFa8xXV/K4vDTTD+zc4loOKE6K5r28xGKrml3+ENu8hawuymO3WsQDXMe9vEQXPspkGw0iHw2b+/kiAAt5PiPAHuKazPK+9F3+x9TFWUYc35c39dtmTaRiSFONh7mKiNdpkK1Li881NGZS+vo2tu7LjeoqLsytHbD+sbcgGyhFsi+HYijySaRv1DDmt8ntUAd0tBwowthcbHLmXwb/Tp9dUsOYCWuJhPqLnOHeTDN6ZaIO1jganOh1y0g55Dp9mVxeQ2CASJ6Ly6mEa4k/PKZNm8ZnPvMZhBBcfPHFTJs2LfM4//zz+clPfsIPf/jDEzY+N1LmckqiWcO/u+ty7Mk0mu5zEc9rVtDiEjwK0qdmCSdh2NjnFUFDomeDoJOmp88swwj2zOSskIYwbdJL7AIPUldoHivQuzXQlgskXYoB3f4DdbkQSkFMdz4z4oOg6UTaEqqCoQgUaWdeg1NH5pE2hiJQkRhCQem2wV9sVWOhZJpBL1DezPxUsbEQBG2DJr1HMB4O6wry8GBytWcFryarGJVs55HcK1CxKbZjPKxexRgryZquCkaFfMxXV/IIV5BUiwjgNJNuFI5YS6cjjrOaMISKV6T6RZ+elHPZL/JZ2CtS1jfalN5Pmss9b6CLnp5xD4rf9juO3SEPu9UigO7oXPY+rq5rynbGK4OpffbxKPOyUhrTpM/7k3IuKnZGqK6JVGQJtWv1g4uG3k22TwVOG71u2A2evXNW09VUAQy/fu+CghMThSybvJqy7ufvN1ZydsnQVvjFewX7mDEsQxIXF5dTg507dyKlZMKECdTU1GSZfHg8HkpKSlDVQ6tXPpqchDrXxWV4fBJTHk8V1681kYoh71avb6kY8FhzYwpn/kVh4hoLPWpmv6kIzHwPalmfRrCqQJQHMUt8WAU90TU1JYkHbJrO6lnWMjOHyHidA5N6Lm0bJ6bYMzLFlLd67uRvGAklXd1izKsQ0wURj3MhtoTIpI7Z3dpelRJVSiwhuFZfi27LTE8yj7QHdU5MG3gELJOgZeGzbHxyaKe4oXhcXsrZHe1YKDzCFQRMm+2hIBNSLXilwW61CC/OZ70TLsQQKg9zFWfHmriXl7iTpXThywigxVY1L6eqmK+upEPxkSQ7enk/X+Q2sbyfYDoa6X83qqu4IFbPs/bsfvuHHqvy3rb1j8tLs6JyAwkycM77I1zBbWI5t4oVmajQQJGz4TCcXnJ9a+qOFStjzue8lrqY9xsreTnVUx+2qaGS7Xuz68XO3qnTl/pig5xU/yL9OcHaQfsQ7ts+Y8hatLNLaoj57SNqJr+hqYILCmqRytAGAroFez6ejq04Lo8Hqw/LO28VZ6/X0S1B23vV5FS6DpsupxY2zv+r4/o40Qd9GIwdO5Zx48Zh2zYXXHABY8eOzTxGjBhxQgUZuKLM5STgWIurvpMYl+FzMHOPTQ2VnPWeTrhLZer6/oF5b6uJGreIj8+OHsULVVKlXpL5KslxgazlKIJUsYfO4p7L14HxkvozIPdAzz62n22xvdzIGImsvTw7etoYFFyYW5sRVzmGxeh2570XzBlcq68loSoZq/uUUDI9xjo0Dd2W6NLmWn0ti6xZmYgZDOymaCiCFt17WEYfi61qnpRzObujnfdz8igxuxhntDKyXeHMaBee7nTLXBljtNHOB94yYnhJCZUzk01s9edl9mWiZCJTN6qrWKtP5CGuISCTGWOOtJFHWix9V34lk+qXTkV8OVXFA1w3pEvg3XLBgMvT+5gbqD2o82S6/u5hruJ28TrXNu0esMdZ2pkRHCHXO8XxMn/NEaUhpiNtQ3E4DppDMdhNj1mB7M+Ztk+wa9f0LDG1oamCNZGKI3ZwXBOpwFKgffSxnSpU5dXSsvHg/eGq8mrxJg4+lmR3A2vrp5PY0FRBavnh9wB0cXE5NXj55ZcxDCPzfKjHicJNX3RxOQ5srav6RDcp3VJfOaQTXppNDZXEPXLQbKa296rxJKCoRB2wxmTCOxJR1wkl/VP49nxGYcROqLs4RLi1Z7mnKUVkkg+r+2qV3lI1IRKysvqZNYy3iflsmkOSok5HhKk27MtVCCd70hu9tk1K6xFpl/lruiMOknTm6wvmDFSgvMtkd8iDIiWLrWpKEykUr06XqqLiTP7SwmGRNYtFVn8jj5iqUZAyuNZ/eAYfN6qreDVZxYW5teyzqmnR/IxMdtEWlOwPquzSCyizIlxQb/L6qFxyZYxCq4t6LY8PvCE+E9/PA/7rGGc1EVZz+tVkBUhSloqB1xFgYZGT9f7PxK95SL+GF8wZTFK8IOBqzzquBvAOPu6fi2cHXD5QOuNQ3M8X+WJDI127qumYAmfHmrg/0JPy+ADXcV93rzZDEbT6Cvrt42RLQ+ydBrh9bxUeQzBmwlpeS10M3ENJ3IZ578Hz5wGgSMiJKQQ7VbpGODm7V3rXwVn99z1Ug+V0NHF9S0XWDCHYqTDqtDVsaqik0ycHbBrfErIPOxrZm6KzDq1n3+GkIJp+QSRkEmmoZGrZwa99Li4uJzfXXnstDQ0NlJSUcO211w66nhACyxq+k+vRxI2UuZxybN9b9YlMXWzcPBPFdoTNoVhSfxJRJCS6J2yD3dGftEmjtFlDr4sP+H6yQEMkbaKjNJJ9Mhbbiiz2j7dpK+pj+KFIWkcLmsttWkp6LpoJr822MiursfSefOdnpKdVGS2B7GjZy6kq5vl6JmQNuZLyzp7PLIpb6N0fk2eY6NJGt6A4aeCznTdeMGdkUuzmqyszgqx3OpsiZcY85GAMlAa3JlJBgyfAC+YMClJGJpWy2a8QTlnMq29mbGcKW4FCq4vzIu3Ua3mYKJio7PUFKZYRDKFyF6/xENfwANfxENcQFl0UWF2ZlM2fiV8P2IvszFQD12trBowIHY3UvXXtFZkI2vflTSy2qqnfOoMHuI557bvZmwcdeZLT6nXy4/3r2MCJvO3x5gyY1jiUqcgnleWx/n9b59T3fIdHPV1B/o93YKqSZn/Pl/+c/02QGxeH1dC9N+P368R0KNyQILzz8NJu922fMaz2JPtGpBi1v7/5T18Kz1nFucVOa4WhbPL7ol+6mrNLasif5rjApu34XVxOBewTYPLR+//tyYBt25SUlGSeD/Y4UYIMXFHm4nLCyZhgfAJJOye+Ha0YspdQupYl2CKJh/qLjzHv2o5xh0/BmpjT733DI9FMQctISbg1+7K0fg7UlRt05GZfKFtzLPbmQfmknrvk+wosdhVATBeZtMS0SUerr2e/KSHwWT329S+nqlBlz7oWjgW+2n0ok9pTBAznhW7D+CYn5qZKSUI46nSJOZOlCad2KS1SnrVnZ8RAva+XOhyCisZY1utHuIJ3woUE7RQtaoDL/DWOeYiUNHgCxDSFVSOCvJebR9RvM3OXZHuODxWbLnzcx+/JsZIUWjF80uARrsCLM8G+l5c4M9WQscZP01vALE1UssiaxdWewSO9fYXaj+StA653t1wwYErds/ZsNoRzmSTreae1gu/V7qYgZeCPKczfVc+5Gz1UbdGpLzZ49QxvJtIzkOgYKCL2CFcctf5wx4O+DY+bcp0IcO/lqg05/7s/83pcm2R/gUWopefvL3kEuTADRdPSUbJQ4pNtpJSOMm67OY9zi2vxzD20yJuLi8upza5du070EAbEFWUun3pOG33s0go3NZwcxh7DSV0E586YIiEcE5R0DHz5KPwgSflH4NkSpXBDAtQBJnDRFPEQtJ3uIenLFnEtJU7Eq8tnE/NnR8oSPknCZ9OWa9HWnce4LF5JQ9gmoSpZwqtLU+j0CHxWzz683e6O6TRG3Za8YDomAWkR1zuypltwIKgQ6/ZKKO8yGd2oda8PY6IWurQI2gYqknm+GhZb1SxQ3sQSgoDtpJENZgTSl0XWrH6pVMVWB3eyFAuF28RyXjBn8AhXsMebQ1kqxpXedUyIdZJrJ9idq1G2A07rSHBRUwtnmXU8whXUa3nUa2GaVEcQjzbbMFF4iGt4W58EZPch26GWZp7P89UM2VctLUR780Px1IDr/lw8O2D/rQXKm1Qf6GCB8ibTajX8bTazV2uEmiSjPhL4LlpF3tYk5xXW0iGcX/yz9mxGtars2jWdz0b3Zn6PA3EwC/1PIi8a05kbqM1EmXYVQCChsGVEz/d50zcLWfHEBKKBPqnCeV7OXCWZGxg4lbCv6BuKSft0aq5U2V55cCE2WOpi+Y5P5lRjalmNm7rockpw3E0+RI8R1snIhAkTuPDCC3niiSdobW09+AbHiU/mldLF5RRiS30lvqRATwnyoyqlzce/lHPXrul01Bxa+taaSAXnFdYOGSF7v7GSMQ06ZY06E2oG9mKywzrYktQf95IKD1yM1ppnopkCTyr7Kh/12xRFVQrbNUw1W7wlVIV5vhou89cQ00Wf90S/yE6OkT0+VUoMRfTaxrkcertNIYOmTV6XQlHc2S5dowZQUq9yejPsDGuZNEZVShZZszJ9ym4VK7hBW01C6APWmQ3EfHVlltvgI1xBl+KkdAVtJ8rVoXgptjooMbvY5i3k1WQVc4K1FBpJGtUQ/3VZiH0hjeZgt2skNsVWB0k0LBSS6GzXSvBhMN5sIijifFd+JWsc6fTFl1NVfF/elDH+GIh5vhoe4LqDHtvBWFR6GgBPXxbgPy7P5+MzTXZOsfj9XCcNr3Ocl7ejFRmBtUB5k00jJOPGreXC3Fqu19b0G+dAhiDDZTAXwt4Mx5XxYCyPOYYcvV0Ltxb1fNfC7Spek0yabVmH83fQ16BwalkNVXm1WN6ebZfFK6nfOqNfdHK4N2HKJve/mWB0py0NN8I/3Hqvc4trD9ow+mgxZr/Ovu0zkIvPPy6f5+Li8sninXfeYcaMGfzkJz+hvLyca665ht/97nckk8kTOi5XlLmcchzLyNfRwpcUGcv4o2EvfiQMpxFrTtKxsy9t1hizXycUG1hcae0GUldQd3QgS/yQ6i/U4oUqsbNy8CQcs46+7M+3SOkSW6FfmlTMb9MRsGkOZtdoXeav4Urvun5CTJFOxKx3tAwcsdLu6RHHV3vWZXpWxXSBR9q0eLp7olmQHxP4Us7lUjMFnohFqEvh3P02ozpsFClRpMQn+x+QJcSwBFma3ut6u+3zn5JzaFd9zGhvQpcW1XsNFCm5i9do8AR4iGsoiklKrE5UbBJCY5c/RKMWZLTRzn41zKRUE/WyEBMVE5UDMp8btNUU0EmVtb3fODY0VdCgh3hQ/DbTQBocI5A77K9nOSv2rUF7lBsGPb477K8PuLxARPm+vInbxHLu4jUml9cwaeQ6btBWc2FuLTmVq7LcPl9OVfWLut0uXmeRNYuHuQo4sghZk//g/x6H48o4HC7aoBHodUNicpMTxe1tdw8wZsJazip6M/P63OJarvasy0o1lArY29ppPrO/Ff7hMrpRY+K7YKryoI6rnySGKz5dXE52LHFiHicr5513Hv/yL//Cnj17+MMf/kBJSQlf//rXKSkp4ZZbbjlh43JFmYvLKcw7rRW0vTf8CNmuXdPZ0DRwj7HeFDYoFLSpjNulU/xuAn/nwOtFl+9FiVkIw0b+1fgB1zE1ybjtOr6YoLkgW9R0+iRdPpuWPLN/itYgpLqjX68mqzIpiXMDtcQ0hWSvVMqgaWEJkbG5B2cinOiTbqlbgpxYTxQtmuNExsKtCpolMFQnqlaQsOlQvKi9urf0NcBI27IPZODQm3TE53bxOlHhp0P4Oau9C0OBQiPJuHFrmdQsWROpyKTzbcgPUa+FybPi+KRJ0E4RtFO0qz5GWW20an6CIs5E6wAaFmHh/NK2yZFZ5yDNucW17Bf5/Y7lZ+LXPKY8wc/Fs/0ibGnuZMmgx/aY8kS/ZUvMmdzDK4fkyvi+ZyTQPxp2KAJ4MJ6Uc7ME/kApmkeDpYnKrIhXy8Zqdu2aTnGTc8Ng1maN/GmraAz2n/009VkmHz+rX0Tsolqd8klrBkwZHS7hA/2XnV1Sw7nFtcM2EomWOn3FXFxcXD5JCCGYM2cO//Vf/8Wf/vQnJkyYwK9+9asTNh5XlLm4HEOmltVgdAdkhA3+2In5kwt1KuwZ40Rd3m+sHJYb2sgWlfcbKzFUSOhOjddgeFtNxP4YosvEytUxzwgPuJ6wybgm+iL9DUF8KYURbSpxj40tJF4ze+IZ99hE/dlph715OVWVNZmeG6gd1KAina4Ijih40ZjOZf6eO+seadMQtsmPquwvsGjNsXpy6BWBmnKiZoGUyIynwMx2mrRE/3G+31g5aK0POGKy0OricXkpi61qRlgRzo414U8JRrWqRDWNNZEKthYJZoRrKTfbUbFoE0GiBNijFdCiBlC6Uxc7FB95hoElBGFi1Cincy8vUSIjAPy7eCqrIXNvFvI8t9l3ADA60ZVZfot1J4/LSx2rfK4ZVJwdjLS5yDatLGv50kRllvHIQKSjc3fxWlaPMoB7eOWwxpOmr1lIb4fOo02H7vxt2qK7pjFosW6ykSWk5vlq+gnDS7z9o3RXetchbFDv286+0uG7Jb4drRhSYH1cZrLtvOG5h54MFJ21mlGnrUHc+JcTPRQXF5cTyN69e/nZz37GtGnTqKioIBgM8h//8R8nbDyuKHNxOc7sLzGJDSFwjhfNH8yka201eV0Kmxoqadgyk46DRKOCUYGwBabHsckOvRcddF0zT8f87mTio7zExg3sPJjySUJRhWiRJOVzHBh74zUEUb+kIbf/hFCVA08SX05V4bElV3rXZU1kr/Suy0xkY6qTfumzbF5OVWXqwsBJZVSkzKQ8NuabxHSnfgwgt0MlGVZIhJzeTRGfzETnrvasy9pXOr1tWbySxVY1t4nl1BQHBz1nAAHT5gZtNVWt7ShScm2tjSUE4z/WCcQUymMG9UEtIzZVJKOsNu7hFUbardzDKySFnrHwB2jRvbSJICYKhSLK3XIB2xiZEVNdsqdvXO/I0yNcwZPKY9xm38G7Acf8Y117BXlKRyal8V5eotnOG/KY+rImUsFt9h2Y3ZYrFfF9tK/vieg2eAKU2pF+261rr2BZvLJfY+Q7WZqx0z9ZWB6ryBLtwYSC0uvPb02kgvxpg9dYvWpkN8MWt3+QVQc36oDO8irziKN83jmDm9Sctf3gFvbgiKC2HGtYdXpHi0OtoXVxOZmxlRPzOFl58skn+exnP8v48eP51a9+xQ033MCOHTt4++23uf3220/YuE7iU+ri4nIwRjXqHCgxyH+leVjrlzfoxDyg2M4Fd1S9Tmn7IJ2iu5EHYigxi9gFecgcHa0xMfB6CtiaY5KRCEBncf8okmJDwmPTGoDWQP99JHTo8Agu89cMGG262tO/rmwwrtXXokqJp1dt2hJzZtY6AcOxFe/Qey6VqikQtiMo68uMjO34hbm1PGvPztSmpelbdzRQHVLa3GNNpII5Qee4VhUW0q76WVzloV3XiBZI1k8wnfoqw+JZezYPcQ0WghvVVTzCFYxOdPEA12Gh8JG/gHbVR0Am2a+GsVDxYjLSdpymykUzndI5yT8Tv87Ueu2RJdxm38GrySoiBPiWvJUvJ2q5h1e4xbqT9eE85iU2Z43/afVRoL9QGIwZ4VqeVB7LRLsu89eQd54jQFZ0VbBAeZOtorzfdhvCuVzmr2FGuLZfSt5AqY9DGZQMxJEYgxwOXapKjmFnbjrsGZninJeSGZHfm6JY9k2IK/X+1v8zwrUEZq4i8VY1tRMH7rXzarKqn1Ar6VC4MLd2SAFX1KpR2qKzouuT28LDxcXFZTj8+Mc/prKyknfeeYdNmzbx/e9/n3Hjxp3oYXH8beBcXD5lnF1Sw/YBejMdb6aW1bCuvYIRnSqj3rWIj3TE0cFI6ZIRrSol+1S0LgtvG4O6KAKkyn2kgoKOPBt/TNBcZlHY2H99WwFPQuBJQHOxhWb1d1+sy7PxmU4aYMQnCQwzIyudmjictLMuTe1XU3W1x4myNQYF+QlJ0LRp8HpoDlhMtEHvkjRNMEnqzkS5VfM7pgyaf6CPcJo3G7EeL/5eLItXMr9X2uQiaxbntCS5s6QGhJPKN89XA5MhYThpp/XeAF9ebfDe2fVszg2xyJrFFQ0plpfncR+/52GuwisNUmh4MPFikgQsFDoUH+fYu2gWIUqVll6GHV7ulgv4uXgWBOCFKwEEfMt/K/9j38HT6mPOqr0O8265gO9+tJVNYwx+Ly7m+oOe8YG5ny+y2xpBXmAqdFXwYLC/6L5NLOdxeSm5duKgtWPvtFaQH/Zkzvnj8tIsw5KBuIvXhrVeX561Zw/YVHso5gZqWWLOJKkKopqGUmBQ0N2ibmzE5tziWl4wZ2S+m+neW8NlqDqyOWs02sPVrJ1iMM9Xg6H2jzq/31jJ2SXO9zI/NnC6cFpID5fBLPNdXFyOjBNhvHEyG33s2bMHMUB5wYnGjZS5uBwnLA26Qk5+0uTymsyE50RjKxD3SDqDFg0lBpN3evAaQ1+svK0m8kAM2WkQnV2Ime8ZMpVB2M4jHpK0ltgkB0nf3F1qEvNKcpJkmXJkxiqciMFADYh709dtcTDSou1FI7vG7kVjOlHNuWe1P6jS4PWRYzk9x3ydkAgL9O7/SAlVocCMYygKPmn0i7aBEx0bYN6bxfuNlbyfm8v1q2zKG3Qe4QqWxSs572MtU1+VjsItUN7kpRkQSMFZkU7OP5Bk/GaV28Xr3M8XKbI76RJeoiLQbYOvoWFjohAlwHoxEatbrZxOHRoWV6fepdLeBsC35K1ZLon/Lp7iSeWxrPHeYX+d2+w7+Ll4lrLJq5kbqOUp7ScHP+mD8PmW3Xy9Yy3Tra38tz87GrPYqmaxVc3yWIVjfqIcvBH32wXFNKjhTL3ZeZH2YY3jUAUZ9DTPPlSL/N796+YEa9mZp7Ltcz2KdyADloOxa9d03qoY/O7FQGm/Z7w7vJsYZZNXZyK5h8rxcpmt3+r0q8upXDVkOw8XF5dPFxs3bsS2nbnB+++/z8aNGwd9nCjcSJmLyynK1roqxtWpaKaG+g9bD2nbvIiKlhJIxXme2yxQjIMX+sdH6LSUWARiCp6U6NcYujeGRxJqAakKTFXiGUQIWsJxRbQFJLSePmIH4+VUFTmGzZxgLSu6KrImk1drfxrWPhQJKaFkrO7DSYnpga7udDNDdSa5TXqAHDtJQugsUN8ccF/t2sD1N5f5a3hSzuU8TVJidtFeorD8dNWxc/fD1nBVVmNncAwyvtBgkhfR8XcKNkxOMfnS1Xxf3kR1ai9XetfxlJxDTHhJCp0kHoKyg2LbSS3NVWO0EsKHwV6K6ZQB3vCeQbvM4UYcEYaAR5nHNjnSeQ3cbN1FntLBv4uneEx5gpvMe7Ju7W1tmAN8B3BE22PKE9xg3MsS/aFBz3F6vcUFkznX3sV8dWXGUP9xeSnnRdrJ8SvM/FBjX7ng4cBV3CNe51vy1sy4BuIuXuMRrqCyvYU1ooKmgMK69gqq8rLFwcNcdcTGIG9HK7gwt5ZbxQo2NVSyrVDpl8Y6GL2F0LX6WhjppNGeewTj6d0uYiC8c1Zjrq1m2i6NXb7pjBpgnd43jaaW1UDZACu5uLi4nCRMmzaNhoYGSkpKmDZtGkIIZK+bVOnXQggsa+D077vvvvuQP/cHP/gBBQUFw1rXFWUuLp8iSttVAjGF9y+yCCZMAnHH2j7uGV5kSW1NkRztR4vbiPG5GHkasZBNsGXoyFosV2bSFYtaBa1l/T9vR6mVqeFKpzn1rV/xmdDmHzo1a3msAkWIrFoxcKJfV+KkvP0xdTFX6c7zdORgeawiU6fm9BzrbgqN836OYZPfJWgrsvCkFDp9NobimGik91NgxmEQ74Oh0u2+sirBLy8sJMdO8PIZKrcs7eLVi6uY8xeNSTPX8WrS6cn1uLyUMakon7Elp6+ywTZ58Maxmdqs69q2cUFBLQ9zFa2M4Jr2bazMK8VLip2UcZpSzy5KGScPECGET7SRwEOp0sJCnnfSFntxJ0tBOL3JTqOeqWqIe3kpI6R+qz2ctf6kshVs7+4Nlra+H0qQ9V7vs6mt/I82g5xuB82HuIZr9kcoa/BwTgwiRZJniqeQsL2g0E+QLbJmsUstzuqZZqIwaZeHvK1J2idp7Cs32NRQ6YiMborsziPOGbkwt5YXjek0akGqgVEdFgzvf/CA3KCtZkNTxWFFl8aNW8u+IZwUFekYppzV64tafwbURSqYEa5l167pjBs3PEHp4uLyycAW9LgDH8fPPJnYuXMnxcXFmeeHwyOPPMKMGTPweIZncvT222/zzW9+0xVlLi6fJE4bvQ5GO88Huiv9SSCpS8KdKsEWiVTAcyCBHdJomTC00QdAy2hIeZzaMc10+o2VNeiY2sB37PMbFUwPSJUBBVoaWzjRqHS0KzHAFevlVBWqdKIDhiLondhW0iF426ogbECkzzX0RWM6lhD47B6L/aWJSidtUVHJNZ3o2PXaGpaYM7EFRAKSQALac028hlPnBlCejNGhqyiDOEIOxGKrmi7FQ0x4KZ0uHQGkOClwtTMt9njyeLkqxo04hhAAk2PtRDwq816HjXMELxaPy+xveayCuQW1PMIV3MNrLEtUUpVXywvyKyTwECLOfpHPJLuediXAGBpplHmZfmW32XeQkB40rIxxB8BN5j0UqR7aRCgTsUtHwDRhEbFyeNW7cMBjfIhr+kX5BuJxeSm3e9c5NWzdX7erGvYTiqlsH5fCUqDTA50y0C+NEhzReC6gYfEQ15ArY9wuXuceXqEjVQ2NcXLCOjXnBmkTQab22vZQa8F613n1Jh0Z20Ql4+p1FoeruVE9tJqrQ+G11MVcow8s9Idq8HyZvwb88M6kCs5bAevnQMlBzHxOJson9fxuejfVdnFx+XQzduzYzPPdu3czc+ZMNC17UmGaJqtXr85aty//+7//S0lJybA+Mycn55DG6NaUubicokwauQ7P3NUUndVTt3Igz2LPCOOgNWO9yWkVGD7Q2g1S65tQk5LmsYKGqUNP5KJ5Fu25Jo15Fp0hG1txHBgHI32nL5ByImRDNVh+NVnFsnjlgE5wcwO12MJJNYx7JMYAw+xbV6PbjolIKCUpTPXU46TFWp5hMrJdMKJVJeGV+FIKdd2t2FRsDEWQEId2jyuq+OgQfrzSwO4uON5aV0VlUxczwrXcLl6nQXU+5AZtNS8a06l838PENhupCoIJhXONfU6Eq/u4wUnbA3jTdxrflzfxM/Fr/l08RSd+ktJDnVKAicJWezRBkWCEbOOAXchIpZHn1EeyBNndcgFnaLuosrdmxFX6nJ+rb+O32sNZguyH8jYA/s52UjzeSp4HOGmPabbv7V8P2LeOa1NDJXVhaAmb+FOCmrxC5gZqBxRkAFPkXvLMFF4MrmjcT5dwopdPyrkEGk1SU8OsnWHSLHKHTFVMu2AOhW4PHVVuC0g6Q/YhCbIXzBn9lh1qlGxD0+HXT0VCPcfkRslcXE4+LCFOyONkZc6cObS2tvZbHolEmDNn8NrgZ555hnB44D6sA/HEE09QWlo67PVdUebi8ikkEpB0+Wxa8izqupvMxj3ykJpba6Zg+5kmOe0KmgmBmML+kSbR0MC52L3pynNEUbRI0lDY42I4EOkUiTnBWnSLflb4OYZNwLQJJ53eZH1NQNJ29gNFsdKGIIYispyk8gwTryVRpXRcFXHOWbqPW/pnq1fDZ1sZ8ZZQhh9xyLUT3MVrnNcWzUzg8yIqzcGecaYFVprtE1OM26WDIjht9LpMdOYBrgPI9Ora8/F0plm7SPRKUTtd1DGaJkwUWmUuk5S9HJD5vCPPQBMmLTKcEU+PcAV32F/n5+JZZsT3ZKVe/ofnMl5OVWXSBNONp5fHKviReBKA/6f8HCAj2J5TH8lsf9ro7NTTvo2fwalhusxfwyvFo5laVsM2OXLIc6lLi3e8o0miszNP8PeL99Oy0ekLlyzQ2DrVZFVu+UGjdgdzdAQGbLnQ+wZCOCFYNVo/6H56c722hsXWofXVusLzxiGt35cLCmr58zwGjD67uLi4nMqka8f60tLSQjA4eC/Rr371q3i93mF/zk033TTk/vriXo5dXFyySOY4Fyo134MwbLZPMiht1oicqzGyMcxwfDZiXknMa1HSphFISBRbEIw6TacHI5SCQEpQl+vUvVzmrxkwWraiq4IiA3wGxDyOEUjfaJginYelQNC0yY0p0CuL4BLvCt6JzWRGuJblsQqMXmIqlAJDkZn+Y+BE0vK7nOa+gbhCMs+iKCbJ0Uzqgxq6beOTJh3K8C/WN6qrWBav5LJuq/O3oxWc3+ohpwwY4Bp+rb6WZaFKzq3sH4G5j9/zXfkVbtm/nV2p6Wi2YI9WgCYtviu/gomKjwI68eOTKcKiK7NtkWhnkqxngfImt3Ant1h3Uqbk0Sn93GTeQ5lvCs/bd5AnOviZ+DUv6A9weTLA1d3bH7ALQXHEsmFku/7dbN2VEWRLzJk8L2f1qzHbJkdm1bKla75uMu8hpJQNWD/Wl78oE7mpdRMXFNSSWjmTp78coEHko3EN985chV5f2U+QLbYOnl6YXmdFVwVNXh1DqAMKt/SNgkXWLOaX1HD2kHsdmCNNdTwSd8NPihOsi4vL4eHWlA2P665zbmAKIViwYEGWwLIsi40bNzJzZn8H5d78+Mc/5qabbmLixIkDvh+NRrnrrrt4+umnD3l8bqTMxeVTwDutFWxoqiAcE5Q36ai204h5oP5EQ9E+I8zuyRZNBSaKDWWNOl25Ei0lSHkOvi9hOw2kYwGbAyNMUh5JWcvg94YUmR0Z6/SIAf8R2MKpOXo1WYUqJbotifUJVhQk7Exz4zcSc4h4e3aUY1jEdEF9QMcWZARZKCXxWZJwAkJdzuWyKd8k4pNEfI4TpCGUTPqhTw6zkVo3l/XqT/ZubiGvTbe5oKA2Y4E/1Pp9KRFtBBIKvxo3irZcixs+bqZEtFEi2jBRKRBRQsRplznstssoN9uZIPbTiZ/1YiI3mfeQp3SQp3RgovKc+ghJ6eWj1HhMqTqCrDvN7o/e+zKfmzbqGIjn1EdY116B8fpMOlQv/9iW3Tj78uQDzLS3ZF5/S95KbUmAt6MV/FZ7eNB0xb78XDxLSbuKXHw+nrmrmRDr5D5+j4oTtZ1cnn3eHuKaLBG0a1d2S4Q0ipQssmaRVAXX/nnoMaQjqieKl1NVNH8w9GSiL3OCtUPWn7m4uLicSoTDYcLhMFJKcnJyMq/D4TBlZWXcdttt/OY3vxlyHwsXLqSyspI//WlgF+d4PM6vfvWrwxqfK8pcXD7lnFtcS36HypQtHlTT6SWmJ8DWBHVThn8rzNQkca/E0KAoolLSpmErkpyoSn7z0JeawoiWiZLN89Uc9A6cLcBrCPTuTElDEf2s8mOaQrNfIZxwTEya/Wq/HPgXzBmZRtN9BU+7R2Nf0EOHrmZq8Lp8Nl5DkB8ThB13ecZ2plCkpDRmHlG0406WZgwk8mVn1nt9RVr6dTpdcZE1i3t4hTET1rKQ58mJKewotaiXRTTKfApFhHt4xYmYiSQAf1KmsdkeB0BCegkpMaZbTuuEfVYpN5n3MFJrYKJnD3VmGS+nqmhRnW7jlyR+CtCvD9Qbiexc/MflpUzZ6kEq8BGj0Hv9jp6Sc/ij977MObsyeT//Lp5imX3BQYXC9+VN3GF/nYe4hoe4hl27pjP6HZOaeQrvtFbQoSu8YM4gKJM8zFX9ag9HWU4tQcvGarbvrUIze74XT0pHuO/aNZ0O1ctfvZxknq+G1pFw/SonbTWdavi4vDSznc+SlCUTWZ8zWI3aQDVkLi4uLi7HlmeeeYZnnnmGhQsX8vTTT2deP/PMMzzxxBN873vfo6io6KD7ueaaa7jiiiv4t3/7t6M6PleUubicoqxrr+Cd1gq27606Inc1Q5UcKDJJeG2aik1G1GmUN+iopkAZnpN+BkuDlA8UW5AXUfElxJBNp/s2qvVaPU6Jg6Hbkpjm7NQSTgpjv2NSBOGkZHKzxYjO7INo9TlCTpUyS2Q15Zvkd6hEApK2gBMVDCS7Uz0l6Id4LobiNrE863Xf1DsVi+/LmzBR+b68KZNSd7dcwHflVxg3bi22gNv2b2a0aKLOLuE2+w6a7Tw0LEIiBoApVccExA4QEjFeEZU0WEWUqc3kKR3d62j8KP4iT8grMuP6k+8feDVZxXmFtdxi3cmsmPOP6WJfdiTsT2Ylf3f+ecyd8SV+Jn7N3xX2iMtZ9bHM8/v5ImHV+by+Nvt9+a78ChPZz2XWBi5tqedeXmLM79tJFXsIJQRnbPdw5TKYvVnhc7s7OCfeyIhIz3dmaaKS61fZtL1XTUeuxbgPnO/xo8zjIa6h0HLGVbpPZWSyC9Gewv7fSj4cbdAwxrkL8OVFzjppg5In5Vwu89dkBH6awWrUDqcp9MG42rMuy9THxcXl04N9Akw+bHES5i92c/PNN1NXV9dv+bZt29i1a9eQ2woh+OlPf8ozzzzDD37wA7761a+SSqWOyrhcUebi8inh9G0eJq2RlE1ezfh9HkY3aow6oLNr13Q0U5AMgCdx8P30JZpjsXeUQSRkk+xjgR8YpnFIwmtjqDLT9LZ3Q93BaA71fFYoJfGZDCjYQglB1O/sO900uq/7otL90iNtChI2kV6++qUxk06f4+LYmGdlonhtficCN7JFxWfZdA6vbclR4R5e4UHxWzQsvCLF/XyRu+UCfKSosrYDTtrncyNO42/e7qBKfIiGxd92rqXS3gY4guxp9VFus+9gnFoPQEjEM58xUmniTPYQEjH+NXgxUSuXG4x7uSTxU2bF/o2fWjcC8LT6KEnbOfjNTdmRshf0B/ggPpmVgW8zo+vfiVkBbrHu5O1oBd8ruSSz3mWR3QcVY2lMHLGk25LzCmsxF06g8U916K0Gp/3LfkLbnGMo+EsXvoTCxW8qTC7vqU/c6Q07bqIpx2nw43MkRXsFn9vbxlirmeu1NTR/MJNIkaRd1xFfew/bpzAnWMumEc4XZfdFPXUIT8q5GbE6VP88FxcXF5dPBgsWLGD16v43sdatW8eCBQuG3DbdcHr+/Pm89dZbvPnmm1x00UXs37//iMflijIXF5cMwobcZkE8F/ZMsoiEbAo6VBQbQl0qeRF1yMjWYMRDkmRAopqQCEh8CYE3Nvy7bMtjFazoqkC3HAHV6lPwDeI4klAVrvSuwxJO9CDukTT5lX5CLDcuKG7VKIqoxDSFxVY1OUaPc2TarbHZr2Y+N43PhJHtguI2jUjIscTv0FWetWcPeRyHWnf0CFcM+f6D4rckpYek9HA6dTwofpt1DN99dzexXMizEkxS9vK73KnsU/NJSC95Sgc3W3eRkB4a7EJ2myNJSA+V2mZKRRsHZD4eTDplgFYrH1WYLNEf4k++fyBpe1gZ+Db7tjtpeD/SnPz5KcVOpOyrxkJuse4EYHpwPY/LS/nvpt+yMvBtnlYf5blQBS/oDwBOvWO6WfhwSEgv83w1TGyRPCXn0PrlMlqePhN2d+AZn0tqfRNKp0m89gCl7yWxfArr2iso6RQ8zFWMMDsI1hmoJnStrSa3Q8UICqIBm31qPoBT6zh5NcXJVKberKOmmqK4zfuNlSQ8dkbkpQVZbPWhuSd+Uhiq9YSLi8vJgSVOzONk5d1336W6uv81e/r06bz33nvD3s/5559PbW0tHo+H888/n3XrjuzGnCvKXFxOMda3OGmLPgPG7/NQ1KSR36ziO2AQHe/BeP3QzAAGwhdzomr7ynuMLWwhSWjOz941OsOhy2fTHBD97O5h6EmjIh1TDlU6Ft+KdGzs+9rigyPWXjad6IxuS/KjKqopSPWx4/eaUBYVqNKp/QmnekROfUihya9gqE6UrKHQUYb5CYklBCkxdJroQHbqQ9HXEn8wgiLBNkZyP19khy/Mo8xjU0MlOX84QP4Og9KYSRKd2/ZvplHmO0LMKuI59RHylA467QCFahuasFhpfAYTldNFHW0iSKnSQonWjCU1Lkn8lMrO/6Qm9P8B8FG5c/zfSd5OZed/ZsazMzmOp9VHWROpoDZ2Li8k5/KVki8DjstkbwOPCwqGJ8jSIu8x5Qke4Doml9ewyj6Lkimreb2siF9+eyQ/+uaZ7L9zJO2TfQhVsP88DytmmOwPqhS3aty0tYUr3lKwfQrxkLPf3FbBrnEGMR2C0qm3+2ikyZNyLoYiCHUqNE4UBOsMIl7B1gKVyeU1/b6rgZnHrlH0sWSgvzkXFxeXUxkhBB0dHf2WRyIRLGvotj59rfRLSkp44403uOaaa5g9e/ZhuS6mcUWZi8sxZFND5YkewoDk7zDIa1bIbRYZARXJs2gps9kxyWDPyBSmKilu1fqJluFiK5KUR9IVshG2QNgCSwM9JTA1ODDCpD188J5mAPnxnvqyy/w1nN7sLI/4siNYvUkLoFa/yDzvGy1L06WqBCyTJq+H5oCgIVdm1QfFdGgOCHyWJG1Y2ep4XuDvrivTbRuVwQvL0lGyZfGj+51I4CFIgrBwzEFaRQ7ffKaBKX9IoZSHiIzXGdWqomLxYOlMEnjQhIUpVa437mNHagxT9R0UiXYAztM/5IDMZ68s5jSjmTNNJ7WxRG/GlCqqsDi/4wkuTz7AXcYdABi2h5rQ/8clsV8AoApHrN0uvs6a4Lc4kCzlmZbFAPy7/2IAbrPvyNSiHYz7+WKmqfWKrgrq7GLWRCqYqDo1AWfHmnhPnoaGzf+Ny2PThBTP/vtUUh7JyCh8pJeyc4RBTruC6RdERqr85XSD/6uAzjzJW6VhLsytJSkcy84tgTxuE8uZ56vhQJHJH073oXzB6Z2W7inWsvHkjIy5uLi4fNqZNWsW//zP/5wlwCzL4p//+Z+58MILh9xWDjCP0DSNxx9/nP/3//4f999//2GPy+1T5uLiMiShLgVPShDe79jZqwkLM6iiJiXlDTqGR+JNCOIBm3xN0pYzPKGVpq7IxBb93Q9XdFVkhFja/XAolscqKDbolwo3kI38xAMqgU7HeGR3oc0NmiPa+qYXqlLS6nUuk3kpkwavU2zWEbIpTTiFve1BG92CmKpxq1gxaP+rtDD8yF/AZQc9muETFp3Uy0I0LBJ4uDK+idjaBgJznIbL8YDNzmKLc+KN3ON/hZvMe/CJJCElhk+kOFv7mA/lGApFhM+wjW1yJM1WPuPUelZrp6Nh4bOT1BulWNI5Fx4lSXOqiHJffdZY/hT4Bq/xGobt1Fy9l/s3APjVGF/Ou4Wc+L/wpv8hnpRzMeUUZvjXD3pcSxOVPK3OwackeU59nputu5xj9H4Wn0wyI1zLe/JSEE508zHlCR6Xl1JidfJ+Th5JobNsbJA2EeKvPj7ASxMKeavSy728xBJ7NhWNBq3FUDJlNbd3f2Y6Mpk28ACnkfXUPmO7UV0F5xzub8zFxcXl6OL0KTu++YQnY5+yND/72c+46KKLOOOMM5g1y3HJXblyJdFolDfeeGPIbRcuXEgoFBrwvdtuu42pU6fy1FND99YcDDdS5uJyipG2itcsgb8TcupNDowwMXM1/BFJtFQgYiaWBu0lkmCnMqweY8Ml3OXUnQU7nVQ+zRSoJliaxNIkSZ9NwmeT1CWeYYgtcFIFlyYq6fQI1rVX0OlzhFBvc4+iroPsBDh/d8/n+SOSpiKDFk92Q7MOXaXFo3O9toZr9bVYCAyhMDdQiy57BGerV2N7WOejsI8P83xD2uE/yrzM8ztZOqxjHi4LeZ4S0UYnfgpFlIt/kyDZliQxysfXb6iifNIaDvg87PCFucP+Oudq20hIL+eoOwDYSzEASemhVeRQLpoZp9bTLnNosAvZbo6mSGmn0reR6wOvc7rvY0Z76sjRomzvmMSMrn9nlH8vk9sWcXXSiXy9nXMzE5t/x/imFzg78gwtiRJuyHmNllQR1xv3sdaewtPqo/xM/JrZ8X/pd0zXG/fxW30mFlqm+fRz6iM8rT7KfGsl05XNLE1UUmtP5gGu48LcWu6WC5gca6dFDTA+GaELH1Hhx0RlzIS1JNEyLpYLlDfZUqQeccNmFxcXF5eTjylTprBx40ZuuOEGGhsb6ejo4Oabb2bLli2cddZZQ267cOFCAoHAoO9XV1cfdgqjK8pcXI4hU8sO7iL4ScFUJXuLTZK6JOZxRF3CZ6OZgrw6ibAlakqiJGwUw3l9NPAZTsHwsngly2MVbKmvZPveKoq6BG9HK7CEoDEoMs6MQ9G7IXRvliYqGRO1aM4bxB2km5iqcb22hhs0x5VpkTUr8xzgBm0189WVKFJyvbaGmOIhaBsklJ6kgxvVVZleV2kOVYg9wHUDLk/3Jdu3fQbflV/JLL+6znFK/P4vt2Pu6SB8XjFrP5PiiSVOdC7HNFGxeUx5gg3m6QBstCaSkB7aZQ6nizrCogsTBQuVqfZexioN+EQKn5LMWOl/LEdwhrqHkBKjw8ylKm8dllTZFx/Nlvz57O4cD8DZzS+zvPNfAehM5VKdv4qnWv6K98Nf4wX9gUwq4vXGffyD+F3mOC5PPsDlyQfotAM8pz6SMQOBnv5hV3rXsdaewjxfDeeoO9htlwFOxDDiUZnR1ME8Xw0FsoN7eIX7+D3gOFZCj0BO29IPdq5dXFxcThaOtx1++nEyU15ezoMPPsirr77K888/zw9/+EMKCgqGtW1HRwd/+ctf6Ox0ygbWr1/PzTffzJe+9CUWLVp02GNyRZmLyynEpoZKppbV4E8pFLcen+zkYFTgSUBes4JmiswDwJtQ0EwnTdBWnIc/ppDw2HT6Dl3UTWgRhGOCMft18jtUCjsVxrRBIAWGSqYObGli6Lqt+gKL/eNtJpfXcIO2miWmY34yWOQkIbKjaWmhpkuLa/W1/dbv22esLwdzVUwLib48KH7Ls/ZsRp22hp+JXwNOvdW4LSrf+F0b1t5OlOmlLP+7POYEa9k4V+HlVBUfe/PZL/K52bqL32oP81vtYXwihSacyF8rIVpkLj4MEuj8kfMBCIkYE9V9AGxInUGzlc8mcwImKhN9H7MzOYZcrYOEEeTsyDMkU0EADMPP3NDfI6WKrhi81TKbrYU3Mrkt+5/VSK2BcFJys3UXNxj3Elai/Cj+IiHF6QP2fXkTNxj3AvCOPCOz3dPqoyyLV/KxHMEUZRd3ywUs5Hmu1ddydolzI6TQ6sqI2N70FciDnWsXFxcXl1OXlStX8td//dfMnDkz07Ps17/+NW+//faQ27311luMHDmSiooKxo4dy7Jly5g9eza1tbV8+OGH3HzzzfzXf/3XYY3JFWUuLqc46lXrmPC7CIopsbyC3AOSVLlTG5Xf3VYjr1Ul1KUSSgoCSYHXBI/hOM+F2gUdpcfmUtERsFGkIJwQlHZKRrcpFLVqBOIK+VGVpAY5KYkiIWA4jayLhik2ezswjmsF3RK0dWccNPlVNpY7Lo0ruiqYEDUG3Ee6+e8C5c0hP+tWsWLI9/syXFfFgfjyaoN17T2OlH9Vtxd9TwwSFurEMAcmKZy1V8V4fSbhLpXSmE25GWGHNYpvRRzReT9f5DHlCTQsSpUWRsg2TqOeIhkF4Dx1K/myk2Y7jy7pZ6Jax1TPds7QdnHbT17j+gccUVqgtVGgtpHjbUMVFqriRCKlrZPnbaUk4Pyj21VyLZPbFvH1n70M//RPmbGHiPN4qJp6owwLjan6Dp7ImU5YifIwV7HLKuev5ZvcZN5Dpx3gJvMe9m2fQWx1NZP3KySkl7t4jZ+LZ/udp21aGQ+K3x72eXZxcXE5WbAQJ+RxsvLCCy9w+eWX4/f7Wb9+Pcmk47zb0dHBgw8+OOS2P/jBD/jSl77Enj17uOuuu/jyl7/MN7/5TT788EM++OAD7r//fv7zP/9zyH0MhivKXFxchkX7SEEyrNA2Uad9BDRMdGzxvR0SNQWKCYV1glBUwdfdgyzps2nNt1BsUGzQTDhQYhAJHFnqo5YS+BIKBW0qvpRCzAMdXjIpjuGk0yz61WRVxrxDGdwYMYsl5syDRtrSpEXb8cR/4Sqq8mp5Ss5hU0Mlo3dqiK+9BykLmaNTX2SycYyF5RVsLbXZF9Ko18I8pz7CHwtG8315Ex+Z47jeuI/HlCeoSZ7NB4yjTYT4i5xEkAR7ZAnbKWequhMADYvxNBAmhk81uGZhLV968G3O8OxklHaAWTlruShnDYrqiNuCnH20xEuJWwFm57/FtOgv2fIfH/Ptny5hu/1LrjfuY3b8X/hLaioV6hbK9Qb+1nqdC2O76bQDmKhcXdfE1WINf9LPolLbzKLnV/Dgvrcp+/UBAjNXsX40Wdb6fXEjYC4uLi4uA/GTn/yEX/ziF/zXf/0Xut6TCTNz5kzWrx/cgApg48aNfOc732HUqFHce++9RKNRvvzlL2fev/HGG9mxY8dhjcsVZS4upxC6JWhfX83onRrFqzvxtppYr1QhivxERijsG2tyYLykbQRECoapUo4RhgKNOZJOr0SxHYOSUJeCrTjNezsDFnMDtcwI15KTkgRSoNpOCmRnrk00x2LDBIOOwPCP4/R6J8rmt2yu9qxDlZKAAUVRx5TkRWM6uaZJl6ZmUhoH4ll7NousWUd2Ag6D+/li5vnIZBdnbFDxX7gK+cw0EhuaSRbrvF1QzDrfGLS4zZQ6lVXqGdzJUu6WC6izi2mwC/mt9jBekeTy5AO86l3I5uTpbLLGowmTVpkLgIlKnSyiUzoiqVGESaKz5AfV/PH+c/jSP63m3H/aR6cM8E7sHDYnT2dMaBcAYT1CKhWgPVbC0sbPMf/Hf4Yf/hB+9CNe+dE5dNoBvIrjXvm+PYHbulYRSkl+rl7FEv0hfrJ7LbsKJJdugp+u2cI3/9AKKZvCRpWGr5TyCFcMmDbq4uLi4uJyMD766CMuuuiifstzc3Npb28fcttoNJqpPfN4PAQCAXJycjLv5+TkEIvFDmtcrihzcfkUs3uSheGRpHwSU5OMaNRQpKCgQ3Vqw1Ii02TX1CARcKJf7WELzRQoNiRzBIbPcXLsKIZYyCblc5wWTU0S6lKIB+xhR6oOh4jXcZy80ruOV5NV5MYFkw4oBEyb0piN0V3TZmpOJK084kTEdFvS5hPsz3dqq4aa6D9rz848X6C8iYrNC+aMrOXHmoU8n3m+zVeAdvkazB9NRLYl8I7J4dnqAHfxGj988iNMv8JjE8czRjRyi3UnlfY2bm9+l7/tXMvN1l0A/NF7H9cb91GgttFlB2m28vnIHM9HqfGUijbGiAPMtTcSJEGQBADlopkXflDNn390Jl/90XJm3L+Nyf5tTPFuw5KOuE3aHiYVbmDviCv57qNP852Hf8Or95/H5G9O4Ncd19CcKuJmbSmWVHkvNpULc2t5J7eYLjvAsnglI3YovOj9DAXvxQjMXMWv5vn5+6+ci/brnSg2TE40H7dz7uLi4vJJxxbihDxOVkaMGMH27dv7LX/77beZMGHCkNsKIbIaSPd9fSS4ouwIeeyxxxg/fjw+n4/zzz+flSuPfzqTi8vJQizgWOHrlmPMETCcHlOqDb6UY82f8NmkdMn+sCOgVnRVkBsXGKqzTt5+iIQsTFViCUFdLszz1dDpcS6KqpRE/ZLmXAv90FqmAdClOcKitwHIImtWv7qyG9VVXK+tOWi92bHi9j+00/X1MrQf7qD+6nxWfz2XW+/9yHkzZbO8yuRB8Vs22+N4Wn2UhNA5u6SGTTJ9gAAAwgNJREFUGeFazO5+YzeZ91CqNnOathevSNJoFqFiMtWznQQ6NcZU1qmnsUeW8LE9kg3m6XTh4wLxEYvum83KH53B1370J778wEqarXz+8D+/ASBh+flo/3R++cPP8c0HX+Th78znW3f8A8XeRlRh4lGS/CJ5HZM8O7GkxmKrmlcSF6EJi7P2qph+wX/+dy3GBy0sTVRyq1jBz8Wz+B+tp3zSGub5Th5XUxcXFxcXh0/KnPnrX/86f/d3f8e6desQQlBfX8+iRYu45557uOOOO4bcVkrJ3LlzOe+88zjvvPOIxWJ8/vOfz7y+9NJLD3tch2zPtmDBAm655ZYBw36fNv7nf/6Hu+66i8cee4zq6mqeeOIJPve5z7F582bGjBlzoofn8iljS30lxS06OfUm6lXrkFvOwQyqNI2WlOz201Rk4EspmfouW3H6hLWHLXxJp0Yr4ZMYqiS3Q0UzwfRIvDGB6QFfTCC7HRQL2lS0lMDwOHVl7UU2tgIJn+yuHfvk3EGL6RDTJSMigpZcR6V9WKjhs+OAI+jw9ayvSpmJmKVdFo927dijzDtkm/xHmUdAJrlVrOBFYzpXeBT0Ai/Jvx+N9rejqbi/gX94eC7fqKsi/uUAIzpt8EKe6GBdewVv5FSzoHtfv9UeBpx0yDq7hAQeTKkyxbuNUtGWsZkv05oxUfkoNZ5CrQ2AA3YhSeEhT3Tw+PeuIia9XLlwPQnp4aHvn845r8GsnLX8+J8WEvqPvfzs77/K49/5PKMCeyjRm2kx87Ckxj+K/+Zbkb/ja/lLwIJvqi/yuP15/DEFvcsm9lY9ikcZUIDdZt8xZD2Zi4uLy6cJCwXrOMdZDvXzPklz5u9+97tEIhHmzJlDIpHgoosuwuv1cs899/DNb35zyG0XLlyY9fqaa67pt871119/WOM6ZFHW0dHBZZddxujRo/na177GV7/6VUaOHHlYH36y8/Of/5xbb72Vv/mbvwHgkUce4Y9//COPP/44//zP/3yCR+ficuJJeCUexRFpsYAj3ADa/BBKOXVlPsPpiZbSJVG/jdcU2EJiCydKFjCgsF0j5bHxpBS2TTXZlS+40ruOHckqChI2+Bxx9WqyinBKktCc3mc5SccAJGCAIgXRbvF1ertByt+dTxmAxVY1N6qreNGYflxqlQ6ngfRZXS3MCdYC0K768Mx9k+Rro/GcV0zZ5NXEv1DNOXIXk0auY1NDJecW94iZpXljeY5HuMm8B+gRZQt5ntu4g/WJqUzy7kTDwotT69VgFzJV3ckOeySlWjNj1f3U2SWYqHhFCqSHpPSy9oen02gV8pV/WsEFiTrem34jC7/zR0L/sZf995bz3k+KKIg341WS/M+flvP45/J4IT6XZ/WLWLb/Ud4PSF7SzyekxfiH2Ivk7FdREjbBJxoGPReuIHNxcXE5ufikzZkfeOAB7rvvPjZv3oxt20yZMoVQKHTQ7fqKsqPJIYuyF154gZaWFn7zm9/w7LPPsnDhQi655BJuvfVWrrnmmiwXk1OZVCrFX/7yF/7hH/4ha/lll13G6tWr+62fTCYzlpvgFAoCGIaBYQxsx/1JIz3Ok2W8JxtHen4ty4Np6xhSwTYMpPBiSg+WJTGkwLKU7ocAS2BZNrYES5FYlsC0FCxLYpsWpqVBt2ZRbYFpg7BBApZlY9oCbCcaptj07EtIpA2mpXSPycKyBMIS2FJiS7BNC2mCbXb3LjPBspTu92zsblEmTZDSed+0dOdzLQXbVJCmwFAMpOnBNu3MOUu/lhJsq/sz1J7PkKZzybMtD7bZ67xbHgzbAMODwfDO/6/lVXxFvHJYv6vh8qoxlyt1p+dZSasXw2OwoXU2Y3zQ9S9n0LY9SWF+Al67iMaJGvOt1/lTZzW/z6/i/xkGazpmI0NnkieifE9+jV+JJwHnmL+Qephy9QD/qf4//j/xHYKmRULmcEBoeKWgUETotMLckNjAS95pNJulXG1u5M/6GQQEKEiCpsluaywf3TuJKnsHk36yh1HaF1FNk9/+4GLy703yK/nPmUikvOTv+YYB39BwvkyjYQRwWTrN1APyErAAy73ODIh7HT62uOf32HOyneOTZZwnivR8No3X68Xr9WYtO9Q58/EiEAhwwQUXnLDP74uQUh6RN/W7777L008/zS9/+UtCoRB//dd/zR133MHpp59+tMb4iaS+vp6RI0eyatUqZs7scWl78MEH+dWvfsVHH32Utf4//dM/cf/99/fbz29/+1sCgcAxH6+Li4vLseaqLzqCzNI0Xnn++YNv4OLi4vIJJxaLcdNNNxGJRMjNzT3Rw8kiGo0SDof5RdsM/LmHHGc5IuJRk2/kr+m3fOHChfxTr36UcOhz5mPBddddN+x1f//7gVuqfOYznxm2qcfBrPUH4oh+g/v372fZsmUsW7YMVVW54oor2LRpE1OmTOFnP/sZ3/72t49k9ycFfX85UsoBf2Hf+973uPvuuzOvo9Eoo0eP5rLLLvvE/ZEPhmEYvP7661x66aWfmojo8aT3+T1QN49R45Zn3kuuvgzvzGUAbGidjW4Jils04gGbtpDF6Ts8+A4YGAU6nt1xxF+txFhxKXsnWUwY+QZbDsxBs50IVCChkNKdezG2AraQxD2S/E6VmNfGVCUFUefS4IsrBKJgeiAelIQiTl2ZYoKSkkRKwZMUpLxOg+e430lRVGwnddFUJPkRDcNjo9iCA/kmlgJxHYo7uiNtEvLbNSJhp59ZTodKR45FJGCT0HAaSzdrRHItEh5JxCdJdV+5DEWQEoL8pE1KA48JcV2Qm5REvYJQSmIJJ31RtWFPwAdvfovSikeoy7cJWBap7r/XKzxvHNPf77PyahaIlw95u5fNS7ha+xM/krcSEEkubd3H2W+Dua4RfUIu0QtyieRb5EZUPhyXYkbOm9xt30WJ0ooPg532CApFhHaZQ8R2UjOe0n7CreYPCCudNFkFjNAa2W+WUKC2Y0qVoBKnxcojpMQwpYpXGOw1ywiIOHlqB6ZUuUS+x5vK2XylYz1/Co/hxvtXZwSZappc9e672Pfdd7RP46ce9zp8bHHP77HnZDvHfSNBLtns3bs3ax7bN0rWm+HOmY8F4XD4iPdx7bXXZp4nEgkee+wxpkyZwowZMwBYu3YtmzZtOqhZyGAcsigzDIOXX36ZZ555hmXLlnHOOefw7W9/m/nz52d8+hcvXsztt99+SouyoqIiVFWloSG77qGxsZHS0tJ+6w8UzgXQdf2kuCj15mQc88mEruuoairrHFui57WipVCEQFNtVNVG0Sw0BXQMpJDoJPlLx0wuuKyW9vYKdjRV45cCT9p8QwXT54innJiCJyXQFZvO3BSKFPhNaClKUdChktQhlFDRFMiJgzcpkQqYfoFmSXLiAtUEOyBJeSSqIukM2fiTAluX6DaYQRNvSqBZAj8mzX5JXgL8UsFjCIKdKoYnRWGnMzzTa5IImmgKFKYEjWEJehJFChASwwfpS7hQBEIRKJaN0Bw7WaEJFEs6P22JFI7wU2xAUzLnEN1GCAuhiMx57026zuxQeTtawYW5tf2W/y1/OOR9AVyv/xmAMK3cwyssKprFBdevxFo+At0bJBRLsX+MgeGHWAB+oX+esWg0ynw60EjYEFZb2W0V8Jz6EADrWypoCV0FWpICvZGzxFYs3aTZyud7rW/xb4VVlOn1dMoAnXYOLTKIx9NJSO2g3Q5QpLbxij2NkIjzcHg23/rp/3L6A3uwFi7klc98hqvefRf1/vtRVRX+8R8P67hdhsa9Dh9b3PN77DlZzvHJMEYbBfs4G32kPy83N/egwYVDnTMfC77whS8wb948PB7PYe+jdz3Z3/zN3/Ctb32LH//4x/3W2bt372Ht/5B/gyNGjOBv//ZvGTt2LDU1Nbzzzjt84xvfyGqcdvnll5OXl3dYAzpZ8Hg8nH/++bz++utZy19//fWs0KyLy6GyuWkOYyY4ZhMbmirYUl/JR2em2NRQyaaGSlQb/EmBv1OgmYLTd3jw7zdQvlCD76JVGCP9J/gIji62gP05gv05cG5xbcZGX5GQUgRB08ZnQjjRs74toLSzJ0pmqJDQQe3epyIhaFrdP51G0kfCC6Zzl2xLfSWtvuFdVh9lHk/KuQO+95Sck/X6STmXe3iFR7iC69bYWA+cRuCx/cg8D8/N8rGx0EsopmIJwZ0spV4WATCeBq62a7m45QBFSntmf68XllOoOb3J2u0cRie66LQD5Ckd/Lr4DHwixW37tvIvNR+QlF5K1WYsND5O9ThktZj5JKSHGx98k8/+8EP40Y8ykTH7vvvgRz9yGkb3+Yfl4uLi4vLp4pMwZ/7CF75AJBIBQFVVGhsbj2h/v/vd77j55pv7Lf/rv/5rXnjhhcPa5yFHyv7t3/6NL33pS/h8vkHXyc/PZ+fOnYc1oJOJu+++m6985StccMEFzJgxgyeffJI9e/bwjW9840QPzcXlmCFVgTdiExmhoJqgpSCnVRApgvZcC1tIogFJIOlEoBIeG19CI+Vx7PJHRJyomWb1GIUEo4J4yIm2RUIWHV7HObEtcEQlrxl0y7HGD5g2Hfz/7L15mJxXeeb9O+ddau190b5aFkK2sbHdWlo2RhjbGgzEYOIwJAYzEEKYQAhhmA/yZUyScSYkDjAhXyDMAB4yEIaJAyEYjI1ig2Wt3jdkWZZlLa2Weu+uruXdzvfHqbU3taRWt9s+v+uqS11V73Lq7e5S3/U8z31DX1KQtyRSKfJy4rdBeQbjtu98QPCdt1zNbzwp2f9Wxrk4fi/cgqMibrYr/fcrvIFJxeCHxAM19y8ZHuZ76S186FGIPzGI+KODjOzdwo/eGWP9yDAFG5au2cc/8TYAvijuKu/72HAHjzTX1zz2y8Ll3BO7nfepTxMXBXrcGCusE6TIcyhaQoDFny/eQH5RjBXWcR0mbevA5rgoEMdjgd3LO/7rPt71+T384PMbedcf/zFUD8SXKmT/5b/U3jcYDAbDa465/pu5ra2N3bt38453vGNG2iYTiQQ7duwY56GxY8eOKTXSVJyxKLv11lvP6kSvRn7jN36Dvr4+/vRP/5QTJ05w8cUX85Of/IQVK1bM9dIMrxGW/FsG6l28BTHUL7dweI1PeoXFlc37eKS/g3gIvl1q3xNEUhFJiPlFYRQIhtMhvg0JT5JzI0IpSBZEOW8sX/ShySUj0rYknpmd15Z3dIUrFgC2nlm7N7+B1hBCG+IBRCJCKsoizlIQCxUjrsAJFclzMM3yhcX3g85yVlmJu6I3TxgY3eYV+NUVsK4HTjQo9vdsYN1ibUv/Xuth7oreDFSqYEsixVfVdfyuuJ9vqK01QuzLvI1P8pPKtbDhspM+iT4JrXG+E17N69Z4pCKL79e9gQvFca4FPslPeGC0g62pfXwnvJptz0Ysdh3cphBEpSVzgd3Lzf4fscLuJa9i7BFriSuPk6qFtMgCsCt/OTFZwBYBLfYAtgjJRy4LLI+MSnLzHTu58fOP8b/+y7V84PafT3wRjTAzGAyG804oBOEszWZVn/NMmOu/mT/60Y/ya7/2awghEEKwcOHCSbcNw3DS50p88pOf5Hd/93d59NFH2bRpE6Bnyr75zW/yX0r/550hs2vV8irkYx/72FkP9Ble2zzZ04EdCpYfcTi0ymN9o/7j3w7hwPGNpEclS/MuuWREY1UYc2pYENqQOv7Ks+n17aKYkmBFirAoAD1Xz7BZESTzEhkJ4nmB7QmSA4reZYqB+pCYLyg4qtxyeDY0ZyHrKvoTggUZhR0Kcq6ueqULMIJub0wGEVlbjhNd1ZSe+054dTlAeiJBpu4/BlfpN/hHF8RIRT5bF+/m7mAzN9u7+Lq6lvfv8OFNlSqY/1AnD1w1BInKY19X13JBbpj3dNncvXJzubLWuddBWQL73z1M14HNjEqX7zet5C/FP3DTmLX0x2xyO7bwvq4C//xuh6N2U1nglWbkvml9hVui/8yz3oUssbtBueRFjI3iVxwTLRyP2lkVe5mTQRsngzYAFtg9tNgDrJVHufBPT3Lj7Y/xjT++ng/9yc+m/oYYYWYwGAwG5vZv5s9//vO8973v5eDBg7zzne/kW9/61jmNWv0//8//w+rVq/nv//2/893vfheA17/+9dx1113ccsstZ3VMI8oMr1oOHt3ImmV7OHB8I2uXnNvMUHbnFgpJaLrszI0fXunYoWAoGeFbivqsxA4FrqdFYCwviWfBi0NTrySSMNoICVu3LjoeZOshkYHAnplWQ9Cthk5EOSz5nsJG4mFEU14LvaSvhdXCnMCKtBj0LUXSm/q4+eI7nicEgWPVtBNW871wC6cbuX2sr4PLW/T63L88wmDQyUizvgZLR0IeUx3c3LKPe/MbePsRC7ev8snbnsEONjyfZUNLI/e9fgOLRuBXzTa3/QLuv0rS/rJgVZPPHS3v5kP7u2kCDq/xadzfyffXNdVU0Ur8Ce9h2+DLvO0Zl8RVD9P31Bb2WKv5S/5hwvV/3/kC7w8/yVCkB7Tfau/lRRbRHbYQFx6jUYpQWcREgYKK8VveTh6Mr+GKPzvE1bc/z92f38Sf/8cP86Epr1IRI8wMBoPhvBEiCWfZ6GO2zzcTrFu3jnXr1nH77bfz67/+6+ccSXXLLbectQCbiPl3RQ0GA8kBRW6RQ7gsRWFxnP0X+zxzsUc2pitOT5/agBNCKi+REaRHJZFU5GN6ritekMTz5//Xv3XIIucqZFSp9MlIiz4RCQabQ164KKCnKSCV14Iwe4ZGVwMpRcFWOKFgJKYrbFkH6jwtkEpVsob86VstSoYdIbJcGQNqvi7Rm9THe2C0g+8HnURCcLO9i7pQK8OSYNsW38vitbv4lT409+U2sOEHPliCeAau2W2zoNfmqkMKp8+j81c2QULQPmDzR/wzg/UB7tEcS445LFy3c0JB9hW28Ud/+jhrD7tENhw7uJmWN0z8AcL7w0+Wv/629WVW2MexCHharWZQ1ZFXMR7PXURMFGiwRkjJLO12L0lf0S4G6fUbuedPLufm23fxYuuvn/aalvnjP9bmH9NoCzEYDAaD4Xxx++2347ouP//5z/n7v/97RkZGAJ2nlsnM0ozGBJhKmcEwy+zv2oBUgqaChecohpojXv+UQ1/bdcAf0N7jINyI+pMQOdC8OwOOhbcySeQICrOcNR4bCImHinyrzUhjRDIjEZGe68onFY6n2ykDWxHzBb6lsCIIz0HzjbWUt4qmGyVtdyol9OxYTBEPJj9Of1IbixQcLdyCqpbIyapkAHE1xUGruKewkRtT+1B/exHHt9Vz79INrBhRrHvG4Ttv0i2P31BbqQsL3LJQz5ddn9hLsHATfp1FPg3a4F/R0C957k2StU8rvDrBC4sC9gSbufGgQ/hiL0Odcb7Ie3ijd5RDbktZnH1K3caf7Rkh2rKAxqeyPLPN4dHWJFec2sBftutz/ofw43zT+goAgaq87b8v+DTfte/ihugO4rLAaJQiJUe5JLGfwbAOi4DRKEmAzZcS15MKR3nu8x5xUeCvcn/Fg4n/NK3rVMZUyAwGg2HGMZWyM+Pll19m27ZtHDlyhEKhwHXXXUddXR1/+Zd/ST6f52tf+9qE+zU3N3PgwAFaW1undZ7ly5fz0EMPTXtuzogyg2EK9ndps4Zk58P0H9xM+EwngQ0Lnijw4habNcvOrS1yNnE9iYwU6WFJUKweDddFxbY/QV1WV88CW2EHgtSwQE5Pm5yWTFKbidRl9Zv4ydaATEyRdbSRR8EGqSIKtqIwzXeleKArYqEALHBCRV1Bi8GGvHZczE9yrMmCoqcSamMpCcQ9gx288fUNNPQLGtoCRmLwi00BvnAZ3b2FTSt9cq7i+/WdZKWLJyzeuUqy/ULJxi6PxUdtmi7bybGDm3mhRbJ/q2LxqM/W1D6ePrUBty/k2f/Yyo/aF3E7/wRVESvfUFv53LMFEsd9cktcZFuMtn7JWzJ57l1VxyXF7UqCDOC79p3jvr7U3c+LwXIsAhrlCN1BKwvtXuJ49EaNBFikRY4Fso9n/QtYYw+euSAzGAwGg+EVwO///u9z5ZVX8uSTT9LS0lJ+/F3vehcf/vCHJ91vcHCQn/70p9MOou7r65uWaUgJI8oMr1pKgulc58leaTgeRI5WBIPLJCfafXwLrmzW1aWnT21ARtAybGv3xHhE3aBktH7mZr5KxLMCx4Oh5ggA1xfELD3nJZVgoC4k4Z2ZQ9O1ydoq2b35DWyL72XHcAd5GwqWwImmfi1S6fO3jsJQ0VY/40JGTf3JXsmd0BfjtxsbJj1qW1xyMmIgpe+nX8hxxQ/6cJakIW6x+9cV4PJ0m8OodLl4KMOaI4KWNzwI6+A9D3Tyv96cJlwq+Z27O1gSKvoaBHta67m5YTt38G4ubLbZdVOCj4jtZYEF2p3xvfsHuckTND9XgFwIS1xGFlnk4yFPLIFnWDnlay3xvuDT2KKlPDuWiZLcYO/l3+/ycH/ezc8/04InBd+TV/Oiv5w/jP6FP/P/PcxyxdZgMBgMhplgx44dPPzww+OCpFesWMHx48en3PcDH/jAeVuXEWWGVw0lY4/5QjIrWdCjBdZoC4hi6aX+ZZ/cCoH0QuzBkKi/gFxdj9vjETY4FBrOT8tAf11I2lG0n9RvC5GE0WaFk7YQEWTTUdkAZKRZYQVnbr9rB9pq3wmAmK6SOREUgFNpbXt/OtKeYigmGbV18HPWEdR5Ct/S1vilEOlqhmJayAVSTutNr1p8TUTJVZElsGuog0KdQMk4sn0JDHgwGnDx8y52TpEMQ5JhwLG0zRt7FH1PbaHheMg/Xe/wEbGd/V0b8JsdxH3H6X17Ox8R29me7WCda3PFMcXKldvHnf+67l7iWYf6lzzwIva+y+GKPRGpTbvoO7qRq563uOnib0y6/kf6O8oivlQt+wrb+Dj3crP/R3w/eCtbVv4L9/+XC1kcDPGotYpreRTPsrle7OX6aVxDg8FgMMwOgbAIxFlaFp/1OWf+g97ZIoqiCStYx44do66ubsr9zifztyHUYHgFcOTQJgYf24L6/pUTPj/wxBaOHNqE+s7l7O/awP6uDaSzFvHC7OSJyAhSGQsvrme+XE8Qy2oBKCI9/xXztVA6FwJbG4gks5JUXlKfsZBVc2XZmNJC7CzYFtdzURlXlN0YJ8K3Sm2LgkLRjTETU2RcSPrT+89jKjFW/Vx1m+PmBr2ml15XeYHB0iShDSdX6As7YrksyAb0LlM89PqQ3VvCsnnI8UZF5AjCG5dyyWHtcvJIcjE327tYubISQA26Qtb7TCdLuhxOLQjIL3LxliV4Oe1weH3E4cObcH3BifbKWj6lbhv3WkqCrMTHot/hqGrjsb4O8pH+5HDd4r0cVW18V72Fy8LDPMsK3vtkdvKLZzAYDAbDPOC6667jy1/+cvm+EIJMJsPtt9/O2972tjlbl6mUGQxTUAr/HXxsC60ZrTBOLQ3JLY8DMzRwdYbYOS0wfLdoW+8LouInVk/2dBBa0F5sXZwJcsmo7J6YSUd4jiJe0MHTiawsh0tPl+6WgEjAiCtozarybNbYtsWJ2J7tIHQE8TCiIa/bFK1IkXUn3j5vw6gtuTapK6i+7/OTCdwLz5Yf+puQSpG6OKLPdTjQGvKOuwrYgwVOrU/yXLvgJmdP0WIfhtMhF/bBgl4H9dyViFseYcmgwB0MeLwz4mCDy3uB/8y/jDvXd8Kree8LIXXfOop1/VLSPZKfX+OzLb6Xy49upLshojUjWHbE4cUFlU8AvyjumnDt9xQ24kSK6xN7WSuP0hhl+deWFVykDrJY9BH9YAN3pG12dO7nqp0Ov37sCb77/jp+c8aunsFgMBhmgggx68YbEbMbVj2TfPGLX+Qtb3kL69evJ5/P8773vY8XXniB1tZW/vEf/3HO1mUqZQbDHGMVFHUnQlJD+r7wIxJDCmVLxLCPeF0jypGol0cIEjP3K6ukIrAUrq/fWNN5ScFRZNMRg80hJ5YEeO6ZtyekM5K+xpDReIRVrMDFfIFUgr6GsxeypYrZRORtqM8JnFDQm1I44dTh0/f415a//n7QWf66JJ4m4vtBJ3dFby7f3zXUAYAbKa7Y7/Lu+yPacvoFhyvS7FyUALQZx7CMc1X9Pva3SQ43CVov3kl2eYz7chto63V4vDPi5Xq7phr3wGhH2aK/68Bmbn44IpYX9P3OUh7dGPCLqwOuecRh4IktDCcj1h5zWPOkpK89HFdR/KG/CYDPqffxDbWVHcMd3Bjbw67Ecv5D+HF+/9snuKI3yx//1dPc2vM813X3It+1F/tYlgtP2DzW4dN/RWrCaACDwWAwGOYTS5Ys4YknnuA//af/xO/8zu/wxje+kb/4i7/g8ccfp729fc7WZUSZ4VXDK2We7OlTG3i2W7cqNl32MDISDL0+QTIvae23SWQlLacsmg6HuC+enzyMSCoCW5FNRoymQ0bqQzLJEDcvsAqK5PDZH3s4ERFJyKQiRur1sWUkkJGY9pzZSEy3FPYmdbbYtcl9bM92nHa/vCXL9vi9SW0o0psav11vUjAUEwy5FpHQayoJnGruKWzE4uz64i886rCuR4uweAb+9w1xpIKeq3Q/el1U4JSdIh4FNIY5vqquY9VgyIW94N/fSWrTw9R5iu52nyub95VbIu/Nb+DLvI3LXnC56JSueP3D2nbib3qYfa/zeWZZyLJTNj0xFxHpzLoDjS51/QL5zAD/uHrBuLXe5OzmgdEO/lx8lw+JBziZtLmTt3M7/8QK6wSqN0fMF4i0wwUHHWJFoT50aYpTTQENWcFIvckXMxgMBsP8xvd9Vq9ezUsvvcQHP/hB/vZv/5a/+7u/48Mf/jCJRGJO12ZEmcEwDRovf5jIBiWhbtgi1h8QL0iWPRKgJOSWxug6MP6P/pnGzkXIACxPEctCNhlRcBRS6T+ifQsW9p1bV3ImpYWGjLS4O9oeMFwX0tcY4jnTFzBSCfLFIOhIamfG/iQMxc9peROcB0YcSWDpLLKJjD6gdg7sRme8eQZMPVN2i72T2+SD5fuPrAk40aBY163fRm96wmdRv8XuNSFDiypvrW1egVvsnbgEhBLaemysTED+l1sYiolyNbHEkmF496F+vW+vw8GjG8vtjE8l2mnOKRav3UWI5MENPgcuClg76GHnFKPXtPKf+Rf+hPeMW//W1D6+wjYA7hFX8obcKb6qrqOgXPqvb+Yflyzjax9dRLLzYVb/3yEOHt3IcGPIv7asoLXfHjffZjAYDIZXBgFyTm7zEcdxKBQKCPHKa7+cn1fUYHgVIgta8KijGdyjOWQhRNU7BPU2yhGo1zfOyHmChA6gjiQ0jegA61Relk0/zoRIQt6NkBHkYxFWAEFVHtlU+FYlFBognMYbpKW0Q2PSh4aCmrBKVrC1QyOAEymkGi8kf+K9hbuDzTiRIjzLvvhuN0nWliz9FTz5Bg+AbDzCjRQtb9Di7sLsMD1ujK+q6wDdxpnuUYSPnuLwGp/98VbWLd7LV9jGnbydu6I381RLjAUv64Duuh7Fvy1Ncydv5w7ezdJwgOcb4hw7uJnGwOOywzZOAG+8O88jG3y+36GH60ZVgs+oW8et+ePcy/fCLXzT+gpJX3FBfog8Li3PFFgTnqQlHGV/1wae+EAdBUdRN2zRrob42etn19XLYDAYDIbzxcc//nG+8IUvEARnPlIxPDw8rdvZYIw+DIbzTMnZcCSpTTJcX5Duk/j1Nv1/e4im//dSlJTgn/u5YoEgk4qIF3Q7oedExAsSGUFj3sadpIo0FS0jkkhqG3vfUsSKLYrTdWyMJERCcaIpJBK6VfGB0dO3Kk6HpA9JD5qZeDGhgEiIsoX9T7y3AJ8GipWzc3wHdCJF1+sEx9I2/hqP1oxg2NYH7bOS1MkRtj0bsW/tEMsGoSFjYQ94qDe24dvwyaLpyMe5F4Cnezdwog6cfoWIHKxcyG//Qz9/+f7lbMoepc91eNOhgB9fmGTLyRF+8LoU1x0bRrUl2PTjgJF3j0Kx+yKPyzfUVj4kHuArbGOYJH/EP/O8tYiPRb/D2vo2lgUD2IT0vCFWnhc77G3idQ94RA0O+6/0ee+TWZoumzoiwGAwGAxzR4hFyOx+eBZO8v/ufGDPnj1s376d++67j0suuYRUqvYT3n/+53+edN/GxsYpq2xKKYQQZxQaXcKIMoPhHAjrbBqfypJfnaSxVzKY2YJcDBct1KYUB49uJDmDBWmrK4e/PMloiyRwFfnYuVvat/TZpPoUoy0WuWTEQH1YbF3Ut+lgBwI7FHhxxXBdiOtru/3TUe24eH1iciMP0LNWAE6oc8fSnmLsKaTS2WcDCfBl7ZvmrqEOmkKXAaA1H8EEVbYz4Tb5IPeh13SzvYtdSgvNW+ydfD/o5MKCT+uo4MAKj5X9gmReX8ygyaVvGTza6tYEQt8VvZnfetxidYNE3vww9g82QKTwliVYGvZzOJGmMcxztD1gY+8wA0mdTfPTZU38zoFhCkscnko08Rxvw6aROB7PskIbjYgmjkdtfErcxhtULwXh8kl+wg/VJv5S/AOsr6zjX1c2ctupEUYaI1J5ZQSZwWAwGF5VNDY2cvPNN5/Vvg888ED5a6UUb3vb2/if//N/smTJknNelxFlBsMEHD68iWXPKISvOLAR4p5ELoQFL0vcvODEOlkMUp758ESvowUv7uHkwR4NcQ4MQ0ucoMk9J3kXz+q2xVSfQgYCEDieRWhP/zUMJxTpgmAoFZLwJMcaQhryp2//601pwVQSYVPljd2b34BUFZF2b37DhM6LvgWluLehmGDRSO3ruDGmjV+2ZzvGtUb2JGbmE8V+12HJcwGshpfTLk6o2xhbPJ+tqX3kH93C45d6vO7nPliCo5tdhhdIMqmgZj4NYE1mFPuGfUTbO1H/8w2ohQmO3vk0LX95Odc9H9K+/iG+YP8aNzf+Cz/yNuJLSVs4QufLIYOLJE3HK68/wGK9Osqy/CjbExeyTPXwR7L4yV/xUnwk+hhfd8bPiX2ce/lMx6185NgBCmcwQ2gwGAyGuSHAIpjlSlkwjytl3/rWt85632uuuabmvmVZbNq0idWrV5/rssxMmcEwmyw7aGEHgpMrIiIbmj93Ke6OHjItgp4V5/4HsIwgmZPUD1rYgTbXyCTDooCcPsPJiEw8Iu9GDKb010PJ06/vRJtPzo0YSulWRSuC7BnY6peqYVNRsPU82Vh8i2Jo9PgqmRMpsg445/h/yHfCq2vuv9d6GOvte8pfP98Qr9nG7fPJOpBbk0R1jSIjwfb1apxT6FfVdRRs8LZ3auOY9XWIA0O4X7+MZ17n0XhCW+S/zj8JQL+d4IpjihsfBdfT7aU/2qqvyRBJGsQoz4llhELwtpEXuGRkEKBmzuzr8u/Ks25jaRHDxAuyXPE1GAwGg8FwfjGizPCq5cDxjRN+fT7JJxVOWBEEa5btYfHaXaR7ommZX5yOwgUpVPEwnqvIxLVgGk6eudqo6wqoOxnR/EKA0+cRSR1uPN2WxYKjaB+R1GUl+fjpzz9VdayaWKhI+hXRNVGVbCgmyNqSUAhCofepprSPDncef47J3BdPh0U0ZZbZb1oP0dHtcdERh+Bnm/FaHC7s1p9eiqYYmWTILfbO8vbVNv2XHHZwr92Je7KA+l8v8vStdSx6zOONT7oMLoLNj7oMWnH2DHZw8yM+Lacs+tpD2g6G2AHkhU0BlwaypMizTPTwYHwNz9XV85O6C2vW+Tn1PgB+V9wP6KoZwH8IP849hY3cfLT7rK6PwWAwGAyGs8OIMsO85uDRjRw5tGnWzhfGBLm0KleeBpdJsmuTnFwakkvPzDmsvCL96BBuj4fMhlDv4rW5WJmzC15e2O0gI7ACsD1t6x97dujM1xVBuiCIxOldGmO+IJ0XSKX3i51m6duzHXrmK6+oK4x//r7cBu2UKMS4KhhAJHSA9IgrOJkc/7ZWsAQjjjXOfv5sCJHlalgpePqu6M3lYOm1S/ZQNyg4tQpCF463hDx2sce/vj/BusUVgflDfxNr+0Oe7Omgs3eQfDwit2MLSIH1mxfwhh/7PP8mi+0bA5qOw/aNAZu6szzZUE/qqEdqRx+LXtKGMYcXa5eYhWqAhaH+3n6ce0mJPC1httzW8pfiHwD4c/Fdvszbymv5uvw7AL5pfYVuN8nLLRFL11QiBAwGg8HwysVY4s8tM2Wvb2bKDIYJWLlyNwecjbT1OIBPw6BF02UPk+2evEpyJmTjEcPN+g0tfn0b3e0+9QNn/+sYCV0NbBuysQJBaOsMMxlN/43CdxW+TdmgI1kQhNN4z3U97fiYiUeki9b650rGraz7gdEOGCPESpWw+3IbGIpJ4mFFbb3TrbQGOlFlLckgoivtnqUBviYehYQi4mZ7lxZmQoud2+SDfCe8miOHNvHighBnPTTkBQ39krwNLyTrscb039f5IZe07yP/yy3k01o0H10VsLLgEusuoOodTjQoBu0YznUPcSPw1UXXcdnwIP94U5zrnneIJMTyUJ+TpOp8LCJ6rDoCJF/g1/gj/gVsGInezJ+I93A7/8Qn1If4G/ENPslP+BP0Y9UMiBQfSj6AwWAwGAyGWt797nfX3M/n83z0ox89IwfHyTAy1/Ca4djBzXQd2Ez3/s5yde3g0dlpa7Rv2MXy1bvxUoLEObQx+sXg5Ux9RCYVEfMFkYDG0TM8ZlMMOeRjDXiIbEB+cWxau2ViOtMsG1M4gba6n4yCo7AiXcG6qn7y1sVdQx20jurtMi4Tths6kSJvSW6M7RnXzhgPo3L1LG/VSq4bY3uIBLRmZ8awIh5G1Pkh3wmvxlHa7rZUIWvzCuRj+jxX1e/j0dYk2y8PeDmR4iNiO/GoUi68p7CRyw+4nHquk3wa0j2VwO7hBeC1uYjRgPYRwYrRPN9QW8v7jriC1Zk8bU8VONbu8y9vcHhocZJQCEali61C1vi95HHKM2S3yQcZUrqU+zfiG+VjVQuyUkvjp/nxjFwrg8FgMMwOUdESfzZv0Swbi8wk3/72tykUxrfleJ7Ht7/97Sn3bWhoqLn91m/9FosXLx73+NlgKmWGVw2ju7eQ2vQwB49uJF6QxKXg2MHNuJ6gObIQkaAwjdmnM6Fl5wjPvz1BKMFzFDJiRipF/tp6/JQgeThP2BojSAhyDQ7WGXYw2oEgngEQRDaENngpgXua/doHbOxAEElFg4SB+nBahh0lt75MXP8bP8vstaa84l6062LBEuNmxkqGIKEU1OUVQ0VNmQoiJnpxIzEdPH2js52fFLPBzpTvB53UA0lfkbJ9PKGFcLWL4r6Fbjnv6zb5ILgV0bZiNM+P4htpy0XEHR03UNcvsAoKa8jnhSsFVgSLjtvYowGPvt3mymYtQLuCTr4nttAEZG3JNf/vcY7/7lL2NaVJKJ9U5DEiY8SjgJYox1GnkaWqjw+JB3hgtIOtqX18Udw15ev7jd4XoO2sLo3BYDAYDPOGD37wg2zbto329vaax0dGRvjgBz/I+9///kn3PRfnxtNhKmWGeUfXgYo5QjKnneeqH5tppBL0tQSceq6TrmUBIhK07cxMy9zidAS2YrgxZEGvTTahjze46MyP4/qCeEEQ2IrQVviuwvWm9+tdWJZASfDciERB0DpkkUlOHXoYCQglpLMWw+mQgdTk12KqKlkJ39JB0GOt60tMZRIy4gpCIbiqft+E+4845/5p3veDTlo8v2y7Hw8jGv2gLMC+E15Nv+uM2++u6M3cJh/k7mAzJ5M2I5bL2pddNj3l0vzLQUaaFSICv8WlecSibcDm+LIAZQl2NLexPdvBwaMbafQDVo14XNkVsHw4JHvrch5bHuESUBcVOGY14Sj92WXpGsSjgDt4N1tT+/iMupU7efu49X2FbeWvL23bVxaQBoPBYDC8WikFPI/l2LFjZ13lmglMpczwimHgiS2kexR+SuDFwfEgtUkH1+Z2bCFx1fkJsT18eBMrV1bymk4910n7+p2sXbKHvr5znyHrOrCZxWt3kduxhcNrfWSkw6WP5Ded0cwXwJHluvQUK4YzO6EgCKdfmQtccPMQNrkQKZACESqwJ19HeliSSYZExWpUd0NEfJKKXdbVLYtZR4c8b2ybWEw9MNpBXUFXsBoCLfKqybi182BjqZ4pq2ayAOqsrVsfff/0pbvvB51lh8R7Crq91bK0wM07YCkYtS3ywuZ74Rbea+mfy2QYkJcW3wmv5jeth/h+0ElbGPI9ewsSQX0QsG4wREmbwysD1o40ENgKEIy2CEbjEYteslk4qNjzlog6lSMWwIr9FsOX+1z8hZMU3rOMQ5f4PPUGh4WeT2OYZ0Tqb8yo1CXCYZHgt/b3s/uCiMuC4xCrGHyM5ePcC8Cn1G18Udw1LjvNYDAYDK98AmVhqVnOKVPzL6fsjW98I0IIhBBce+212HZFBoVhyEsvvcS2bdumOML5xYgyw5xw5NAm4nlJYCvsQGAF4ryWbW1PoCSVc0WS7v2d1EcW3hnkaE1F45BFJCEpFSNHtnBkuc9FC/cyUB+y+CyOFxuKUDH9JisDUHGoy0pGpml/H88K3DxENmTrFWKaAjCZlbR1WeTT4LsQTHF9MsmQTFyxsXEfD4x2kDzLdsWRGMQD3Ro4kNBVs+yYwlMpDHoskwmxEjc5u8viajq8bsBnj9NBb0KWz3t3sLk4t6Y4mnJIhSF5W2eT3RW9maQKac5HnExKoqJt/qgVIxVmubIr4LFFFqO2xfIjkkJS0ZCx8OoEyYzg5XUBa5bt4UhPB7/YFOBEikPJNBcPZUh6An7RxbrUEpw1DTiHC1zc6OCvyOFEiuZCQF8ySZMaBXSLZooC9651aQ5yJIOIz7nv48/Fd6d8zadrbTQYDAaDYb5z0003AfDEE09www03kE5XbLNd12XlypXcfPPNc7Q6I8oM54kjhzaxfPXu0284gww1R5w4upFkTv8xHdhQNywJbUVoaxOFmaC73afnbXGkUrx8fYq4Bw2DFv5Ziru6YQs3D4v7bfYDLQd8ZPrMjlUSuMmMJJ9U1PfrauPpCBKSTLPSdvmBmFbLY11Bty6m8pK8O/FFjQfasKM0zzSWral9PFLowAl14HNdQbcwVnNtch/35jdMmFNWwlKnv073FDZOKuiq+aG/iXgY0V68BEuHI0ZiQAycSL/OaqEGum0xqUIWZ31Wd9t0rRYsHfV4ORXnQ+IBfiS0GKwPAmKh4oHLJNc+ph0yRQReXLHyOckRfxNLsg7PNFusGM0DsKjfYsH/dxx7VT2jcXBW1WE/P8TLCwShkByNp2jzczSGOU7a9TSHo4xKl/ooT7+V4rjbTJszNE6QfU6dXqQZDAaDYf4QILFm2XgjYOoxh1cit99+OwArV67kN37jN4jHp/GH0ixiZsoM847Fa3V+UteBzWQTEXagZ6lKM1kzQdeBzQw+toXRdMjaJXtYs2wPkYTlB87+TW+oVbHolI0TCk4918ny1btJD5/5r2AphLqUudUyNL3PVuJZLUxlAKErCONTnzuS0N8YcKI9KBt3TMXW1D6yDlzZPHHL4v6uDWzPdgCwZ7Bj3PObG/aV58I2N0wvaNqXgnsKG7k3v2FcK+N0+ZFXqaK1ZhXJgsAp/l9zVf0+vh90kpeV73tU1YfuqJB4FHIyafOrpQGNfsDJpE1j4HHk0Cbe9IzNcDKiKa9YNKT3Sxz3aLrsYV640KO+V6CKzpGBDRf353k5FWd1NsNQOsJZmCQaKuCVrr8rGYoJRiyXhV6WfLGtsi0cKa+p30rRT5pmNUKPaODr6lpAz4/dyduNIDMYDAbDa5oPfOADxONxPM/j2LFjHDlypOY2V5hKmeEVR7LzYZJjHjtf82SghUpp7gugff3OczYOKc1+HTm0iQVZm8GuLeSbI9KZMxNhwo+QWRhaITjZ4hNKaB2anjB0PMg0KqxAYHuCoeZoSjv+TCqiccgiH1fYSYGayJu+iBVBf11IwYZwkq7IhqzAiit2BR1kHUiP/aaiRc/2bAfXTiLCpqqSga7Glc5fssX/kbexnFV2b34DYfHxB0Y7uMrVs2K/yL2ZQhSUK14/8jaSrJrNO5USDNs2lwKpMCQUEAsV2TGzd7fYO3lgtIP+mGTEscomG6W17H29T7/rsmrEIxtT/Ltf2Dx++2O88eV1rOlswSoogoRg+erdHDm0ibYBm3hTQCSgISMZvraVhkeGaToOoy2CukKStBcRCo+8JXWlUMCgTOCqEFeFDIsEDWRJKJ8/Ev9MKZitND9mMBgMhlcXAdYcVMrmryX+Cy+8wH/4D/+BnTt31jxeMgAJw7mpAppKmWFOkJGubslIICNdxSnEFSdXzcx811hG6kN62gICWzGaDskmI6IpRMd0qRu2aDmlZ8msQFA3eHbRxKKqyBc0OQQJSf+y6R8rNSxIZiSJIW3LP53WxcgRhC7Un4TQnvpaXNm8b1LxVc3W1D72DHYgFdgT7NCQh+3ZDjY27pu0ona6GbGx21pKEQpR08q4Y7iDewobazLP4oEWYyVujO3hnsJG4lViLBaI8rpLZh8jVYPAvhz/mk7GXVYMa+cTX0guOam/mU29+j+stYMeA/HKfpf+1RUElzbjjijyDQL3FycJfraZVMbiaHvAr23XYrNu2CJ9MoS4jf3SCA3PZNl7dUR/XNKai3AihRMp1vaHpCIPR4WMyDgpVWBbV2+Nacf3wlrDmmrXRYPBYDAYXkvcdtttSCn58Y9/zKOPPspjjz3GY489xuOPP85jjz02Z+sylTLDeePUc53k49GszpZd8HDAictdouLHDUONIStX7iZzeNM5Hffg0Y0kpeTUCj1LJSOdSzaaDnHzZ/ZpUfOAhRUI9ndtoDlu4+a1Ccl0ieclrqcrfI4nsL3T75PqU1iBNpnI1gvc/NT75ZOKTEqbeEwmnoBptRmmC4KWjOB4Y0Td+KxGrk1Or1XxdLRmFbsKHcTdigBqKCgaUOzId9R8ppe3pG6ltCStWUXBVqQLer+e+oi8pbe+O9iMQ6Vl0ROy7LZ4d7CZm+1dvNd6mF1WBxd3K9Yse5gftm9CKi2OlwxBwYFuN8manhxDi6DhhGSkTZDIQPqFHGp9M8MLJAeXewzFBJEtuOCkRWIYwrikd0OCBU8UiNI2ThhhKdjV2EZSFbCIGGnxSEU+fXaCLDEQ8OPFMdYBX1XX8bvi/vKaS5iqmcFgMBheqzzxxBM8+uijrFu3bq6XUoOplBlmlK4Dm+ne33nGVu9nw+K1u1izbA9L1+zCc1TZ4GOmjt3bFrD4hXN7HfmYIpOO8OKK4CxCpfvXxZDv2ksmFdIwatE8Mj0B6Ob1TJiMwAogjE39OjxX4fq6ejlVi2O6IMg7OtPq8paJxZQvoWlUUj9isbB//Oc+MyXCQM+mNeUVizK184TxAFYOKDJu5X4sgAXDleswaksWjEbldtDqcOybnN3cHVRaWONhRMGq7Fs9h1aaj1ux30J953IANhzSx1y/PcAJBbfJB0nmJIMNISdXKdw85NKgkjaiL0/9PSe5fJ9DJHROXTIreeGT+zixKuLlhT7ivY+Sb7XpTQp8KVgYDtEY5ooVsohTdooQyX/mX7AI+TQ/BuB3xf0me8xgMBhe5YRYBLN8C+dx++L69evp7e2d62WMw4gyw7xh8LFzzwyrZvHaXQw2hCxeu6s8T3YuuHndhigjwUUL92JFUHDOXIhJTxF/UzGfbZr2986oKp8/PTg958WhVr227lWTn6M+J8ui46r6fWRiU7+eXUMdE1bDMsWg7amqbmfKvfkNxKss+BOeIF0QLBmqPHZht0XG1W6RQFkYN+Urr7m3ISxXyU7U6TDqEvEwIh7qQOa8JXGLuSxupLjZ3sV9uQ28VOeSt/XMV25Vgm27LB68UHB8WUDQHufC/Q73FDbS06St75t6JVYAiQz4O07w1K/F2Pt7Tbx4UcDFxyyyyYh0v0D+5DJWrtzN+gMuRw5t4ldrPdKeIh7qNWSlS1445IWNReX1lAQZaOfJ47KZH/qbTMuiwWAwGAzAF77wBT7zmc/w4IMP0tfXx/DwcM1trjDti4Y5J7Ahn9RVHTvQzoRtO0YQH3l6xs5RHQ49E7ieJJIRrd0W7khEYYmg7KgwTdYt3svT9gYaMpL2Y9V/Vk9N88sRYVzq7DKpiJzTn3ewXeF4ervTRQO8vMQjndcqJjeJ5f10GGwIKTiKSJyfOUHQraSLeiz6G4Oy8AIt0Kork+m84HgDvK7XpuSrdEG/oiFjc6opYCiuGIrpWa2hmOD7QWf5M8CSGcjdwWbCqu/xkz0dkNb3lwxKMvURzXnJcxd5hMTpS0f0bYh445MuWx+1eeFCj4EntpBrjmjultjbT/DQny7kjc+7HFzpMZRUSBXhW4p82mJBr81BfyOF5YqFpxyGFoY05XR+WzwKSSodVn2LvZOvq2v5iNheXttX1XVYRAzEFnJZ4TjdbpKPcy9f5m18kp+cl++FwWAwGOaGQNlINbt/0s/H8OgSb33rWwG49tprax6fa6MPI8oMc8LSNbs4cmhTWYjNFOK9j55VUPNk2Dfs4uDRjcQLkvaXoOtCdVbr7W8MqM9YDDboX/Q1y06fm1Wi95lOLnjSh1ARLEpQaBLYuamFTuAq3LwOyvZOY2cvI0EmFZGJR8T8qV/b6WbInBASnqTgqHHHcmbwPe7e/AYaCop4odI+0TJo4xVFZClgu7chZNmAxC8KtExSLyKmfTkYSodEApzi/y29CVk2NLnZ3gW2zi+7ydldI8i2xffy5EgH605I4nnFi0si4gVBtl6fx1H6PJsb9vHDzZt4x88UDaMWIqLcHnrsg+1kiwYraw67DDeGeI6iriB5eZlHy5BNS5/NgZUeTS/6tC6CvKMDtiHClwILxVfVdYyKRHltX1fX8rtVAo2Y/uer6jo+Ke4/l8tuMBgMBsO854EHHpjrJUyIEWWGGUVGAjsA0K6KMtKVr/b1O0+36zlxJiJnNo55+PAmpCNYfcgmtelh9ndNP0MrTEiiH2ygsd7GOZJj6NLUaffpuiCibthCJgW+q6ashsWyUCja0+cnsKkvES8ICo7ACScXdY/16dbGyebLYr5gOKHIz8A7za6hDobGzMbJSAvedLYqR0yCU1RWYdF+MbAUa09a5IruiVYEp+oV7SP6/sbGfdxT0HNikRDEo4qCvMmpVFlLjoyg5+ruS2/gspcky3rsspvnRU85HLya8lpHpcOJdQFLv30Ka2ES8ZGnOXJoE731IckADq70uOg5l6QrWX6xjmOwQ0FrlySfhqQneOwaVQ7XthQ4kcKXAl9IEsrnd6vEVnXFrJrfNYLMYDAYDAauueaauV7ChBhRZpg3NF4+81lla5ecu5g7eIn+A74tcghtReMpQffy6e27uNuhryUg06xwzqCNOUgIRAT97RGtXaev3PU0B7T128gIsvU6u2wiUnlJy6DkZIuPb01+3F1DHYSCcXlyoOfonEDPkZXaIM+W7dkOmnL662ylGETaUzghNYYyXW0+9VlJetTCK5blnFDUtGC6Y6p3xxsga1tcScXufkE2pCcxft3VgqzEiGMxXBdyqFVxfWIv0d0dREmLt+yXHF+gOHWoE15n0f6ywH/LQlROMfRMJ6nIoj6meN1Bm5OLAp64xGPRgIVXDERf0uXQvTxERpCJ6dfqhOBbkPT03JuedQuonrX+Ctuoi/IMyqRpUzQYDIbXCAEW0uSUnREPPfQQf//3f8+hQ4f4v//3/7JkyRL+4R/+gVWrVnHVVVfNyZqM0YfhFUNQbOXyXDWj82QzSWu3RT4WMVgfsHLlbo6tCM5o/3hBkospuvd3cuTQJgaaprd/fkUCb1mCfINATmOXbDLi1OJQ57M1T75Dd7tPd3NAJh5N6ux4OiPN5hGLYwc3c/jwpnI1pxqpIOmPf3w6lMKYS2yL78WJFIWqj5OyMcXRtqDsophJhdpJsmqmzA5FuaURIO7LsiFJnR/yQ1/b2INuOSyFT0+HJxfJSn5Z8d+6nuLdCLY9q88bf24Y57qdtDynswgai+uNJGz6l4DRuA73bhyyGG4MGY1HjCQj6nOC1mGLhCeQCk7UVQKqRyyXYRnny7yNr6rrCJE4KiQwb+0Gg8FgMEzI3XffzQ033EAikeCxxx6jUNB/EIyMjPDnf/7nc7Yu8z+3Yc5Yvno3S9fsIh+PKMRfmQOjB45vxA4FiawOc+5deGaDUYdX+gw+toUlxxz6GkMG6qe3f/dF+g92/1f91L90+iAyGUFfS8BQow7GPh1DjVqsTWbTf2nbPi5auJdL2icPcr7okMvyE86EM3ZDSUXWgeFENKFQOxMub9H2+9VW+r4UOKGujpUoZdPFC5W3tZgvagxAql/vSAwspchbeoN3untqWhWnw822du28sBdt4rHIYXCZxB4NuXiPtsD3XUWhThCuSAOQWRmjrkfP/AEcalGo3hwDSUUkoeU5D89ROKHACQUxX5B3I4436HM2FHRo9KhdubCf5Ce0hKM0Rln6rRT2tG1jDAaDwTDfCZQ1J7f5yn/9r/+Vr33ta/yP//E/cByn/HhnZ+echkcbUWY4b3iuYumaXTXzZEcOnVuI8yud9vU7ObZKi514YfqGIJGEkYaiGUXT6d0KD6/06W+PdHtbs8Kbwnq/5IDY1xgwXDe5KOytD+mvCznWPnVZq/eZTi447ox7PO9GxAIo2IqkV/vafUvfSvb6Y9menfhxJ6p9XQ+M6u1as5XHtXiB0aKwz8ciAkthh5U1ZOK6pbLESDwiXrxfclc8W262d9GXjnjiQo8TSwJaninwzEa9lpY+XdKTEfgpSfjjjaSfHWVwETQcyHNkuc+iEcXOD9fhRPDwuoBn3ixJ5iTpUR1SboeCTFyxfADivnZfHHItfCEZlnE+IrbzDbWVSAgcFZJUBdO6aDAYDAbDJDz//PO86U1vGvd4fX09g4ODs7+gIkaUGWaUSCo8V7Fw3fk19nilsHbJHtYt3su6xXsZmWYVDKDphLbVbxqwSY9O79cwSAgKSYWS0DZBKHM1parRSHLqua6EJ0nnBb6l2wwn4nTZYvG8NnXxJ1iSb+n2x4laIHcMTyzEJuO+XK1ZSm+KmjbGmC8oOIpcVZZazo3Kph8Ax5sqFaS8rQOkSwYf1VQHR5+OZ7s3kPSgIQ+PLbLw22K83CD51xtqX3S2HsKEherVQ3J9F8fY32rRMFpsu3S1yciJOuhpChioD4kkDKVCEp4WZiNFJ0WpFMMyjkvAd8KrqQsL5IVDv5XiQ+KV6SplMBgMhvNDgJz18Oj53Ca/aNEiDh48OO7xHTt2sHr16jlYkWb+XlHDq5ala849yHkyDh8++0pdT3PA8tW7WbNMC7EzYaA15IKDDotO2TQNT6/kP9ImCG5axsCFbtktcTJKBhZ5N6qZnZqIbFJXkiZzaDydCLMCQWpYEEldDZ1o/8naHv1J3nGqWxOr2ZraVyPGWkcFTTlqWiKH4opYIGrE2Gg8Ile1Nl/C4ebKPgMJURaKN8Zq2xbvzU/fKbOayx6EDcci/vnN+sCtuRAR6VnJwyt9+loCRtr0c4lMRbA9ulTgRLBwWLB8WFv0j8Qg5yp8S5HwJMOJiiDb9JTLiOXiqpB4pMt9WemSEw5JNUFyt8FgMBgMhjK/8zu/w+///u+zZ88ehBB0dXXxne98h09/+tN87GMfm7N1GfdFw5wz08HOM8naJXs4cmgTfS1nbuix+EcDDL2lheT/Pcbwby867T5h0ejECgR99SELT+NcmMhKRupDAluVK2OT4VvQMCoZSoW4Ewx5xX2QSlCwJ2+D3DPYwbJTNpm2iCVHa986Fq/dNWk+XLpQOW5V0Yqr6qcWfw+MdrA1ta/8tYM2uWjN6ucb8vp1lQw7nEC3ao7EKo+FEvJVc2RXJx/kJ8XWvmoh+CNvI5EQZXFmqekHXr/QIrmwLwIUL7WFgEWdH+FE4HjQ0C/LuXzb1ytWL63HCT0eb0lxm3yQewobWTBo1cy7ORE0jkoiWQn7jgfaZv+eKxUWEanQxxMSX1g0Bzmyls97rZl3KDUYDAaD4dXEZz7zGYaGhti6dSv5fJ43velNxGIxPv3pT/N7v/d7c7YuUykzzBpHDm1i+erdr9q5ssBSZ1SJqxsUhLYOo84mI+K5qX8dvTjYniCXhvTg1PNqI0ldMWvIWONs4EvkXMVwIkKqswvv7msJkJGgvynk1HOdNc/tGO7QeVozFBhddjcEBhJa6JWyz0ZicCpdK6LGvqasI2rm094Sr7T43ZfbgBspbnJ2c29+A6EQ41wfJ+P7QSfv/FHIRQv30v86PWe3dtDDl4J00cjj8Eo9o9fUa/Hu+7XxydrnXRYXstwVvZkR2+bF9pCeeq2+1nVLnFALzIKjBXd9rph5VjT3WDPkkZcWkRDUhR7vdPcYQWYwGAyvUUJlE8zyLVTzu65zxx130Nvby969e9m9ezc9PT382Z/92ZyuyYgyw4yzeO2umn9fyRw4Pn6e6HzSdDjUFa42cEdOX43pXRgymg4ZbgxPO7O2dske7FBQl516hsz1dJZXbJKsstORzElyacWyl2rfkPcMdkxq5JG3OaMA6ftyG2qEGGiBV13BmmgOzrd0lanEULwqxNkef13uKWwkX8xj019re/vTVcruDjbzI0//7Pxim36svynk9Ue1MLv6UYcLDjj8aq1Hy6DFA6MdPLfWQ+Yj1r7s8rONIVt32NwmHwQoO0CuPugQWIp0XlfJnAAioeiuVwzFBCE62Lp12KIuCFg66tHtpKdcq8FgMBgMhvEkk0muvPJKNmzYQDo99/+Xzm+Za3jF8UoWYgePbmTNyrNz2jvbkOnEMBTetZT6QVDT/Aiku93HiWCgKZi0ygVgBZDOSPqbphZrridoH7QYSkckJnGEvLRt6lbCZ7s3sGLQwfEEuTEzawOpiLVL9vDSBIIslHBJ+94zMvWoniHbnu0YF08pFfSmVE32WVOOGuv73pSirlAxGLk+sbcsogB+4r2FX3MeAsCNFNvie7mnsJGbnN3lVsYf+psmtMgvmYC8093DD/1NbE3tY8dwB6tHbQbrAxb3aGEmfcXrD7gcvMAj6cMVuyxGl1g0nIgI1wuc63byI28jdQpGbJu443F0lf6eS1+Hb5+oE9R5+rXmbcWmroinl2inzNYcnExK6qM84y6SwWAwGF4zBMpCzLJF/XyzxH/3u9897W3/+Z//+TyuZHJMpcxgmAD1txeh/vYiQOepTRc7EMQLEjsQ5DpbprVPUGxh7J8i5Lm8bdG8wotDYmjyak4kFC2DFq4nyqHcY7mkfS9XNu+j4CiePjW5ucWTPR3j8sx6mwP6FkYEthpn3rFnsIOkD8kx8WpbU/smnSPbMdzBrqGKcHMixfWJWrOQq+p1Vllztvp11lbGQJt6lATbtcl95eNMFAhdbYdf/fVEYuyHfqU1tZRPVr22Qwv19y8fjzi5VAvlnoUh/Um47HEHa8gntCGyBY2e3nZxRi++Lgjocx0ONyuONYfYgaB1yMJSiv64pCtl0zqqA7AvPaodM5tGJYszEc3eWSZzGwwGg8HwGqGhoWHat7nCVMoMc8Lhw5te0QYf06V7f2dZVCWlFmMTORJW03AiItcksQ8O0RzVcWrV5NsOFHPFmkYs4nlJYGvziMnWkmtW1GXFpIHNgaXoavNJFgQLp/MCx1CagZuIjY26YjRWJE3GjuEOrqrfVzbxKD1WbTRZMuO4L7eB+3IbygLLl4Kso8pZY0NxSFqKjAuxoiGGEynuKWycMIesLqgsclu8Iv5+6G/ipqJ4myxIurq1cew2+9skG17SPwNOTwEucLjsBRdQiPc+Svqnm3j+jRGXHHZgvXaq/JG3kbzU37ARx6LOCzjaHpD0BGkP/LiiuRDQm4Ilg5LAVlzwrM2LFwUcq7NYNBryfaeTW+zXRgyFwWAwGAxnyre+9a25XsJpMaLMMCscO7gZiaD3mU6SSDLpaf7lfp4507bEgSe2ANDTFuhg37iYVKRUk+rT+WLDS/WvnD2JsCqxbvFenuw5fctfLCuImhX1GYvB+okrbSWL/JgvcH1BNlbb7jiZfX0JqXQOmYzAzQvyyYooOdoWYKmKwKrmdC2R1cIxHmjDjomMQR7p74CEvsb35TaQjFWeyzqlNRaPKQW+WwmdjoeT/5yV2hknqqBV81if/j7c1DL+9WzPdpSF41X1+/ihv4mepoCmEYvsyjgNg3q7yBF07++EVZJMPOSiqkD1d7p7eGC0g654HB/IOgFpD47X6ypg3pKM2oLFowF96Yj6nODpy0PdJtkWcTIpjSAzGAyG1zAhNnKW/6QPmSEnL0MZ075oeM2wZtnZzYWViH6wgaHG6b0JNZ4SxIYiRKiIDyn81NTCbSgdEhSVxboFU4f/anEEyhK4oxNX5RpHJcPpkMGGsCava6bIxBVH28aLwKvq9xGJ2lDn0uMTsWNYtzqWMriuqt9Hwdb7V8+hVTsnAiR9VSPgtqb2kXUgFlZnk9Ve83sKG/mZ9xZAW+NPxETVsctb9nGsTvLAaEfNNj/yNjJqSw4e3cjBo1rgXTCgRWBbl0U+qcV3SYDXFR0zX6pza47/I28jW1P7qAs9ftN6iGuT+8i4FfOPZBDhC93CWHJhHEjAS4t022K/nZjwtRgMBoPBYJiYf/qnf+KWW25h06ZNXH755TW3ucKIMoNhDIUHOvEuauDFX0ufocW9JJERtB0V5OpPv/3QxgYybbodzTpN4TCZ1dvJiEkzyVYedLhwv8PiFyWLjk/8idloPCJZEGccfg06P22wOSQfj2pMNeD0mWNjeayvg3gA1aNqkdCVp2q2ZztqwqyvT+zlqvp9ZFwtTq5N7hsXPF0t4HwpuDe/gXvzG7gxtocb3H8rP/dOd89pq2TVjDiyxoTkne4elo5E5e/HA6Md9KZUuUKYS0YUilXFqPjt8NzKN/qewkbuKWwsr6F6Ldcm95Wt+UccixUZj0Yv4FSd4uk2h8OJNM/XpbjJ2V12cDQYDAbDa5NAWXNym6/8zd/8DR/84Adpb2/n8ccfZ8OGDbS0tHDo0CH+3b/7d3O2LiPKDHPOkUObOHJoE10HNs/1Us6I9KilWxgDQSQVufTpK1KJYag7EWIF1LQBjuXZ7g3YocAOBanThEg3Dts09spJhaBUcNHCvfjWxOd7pH/qNslSePFEAdpSjbel39ywj80NE4u0UrWpmo2N+2jIawdFqAitaqG3NbVvQuOParam9pXdFkGLs7EVtrOl+tI90t/BI/0d3JvfQLLoZpketXjj8y7tI4LgZ5sREaSH9fctddQjtelh+tp1ae/ybn0db4zt4cbYnnIbZcnVsUSIIGtLfCHpSUikgiHXIh6FxKPAiDGDwWAwGM6Cv/u7v+PrX/86f/u3f4vrunzmM5/h/vvv5xOf+ARDQ0Nzti4jygyzwtI12q0usPVtpkw+Dh/edEbVrHPFLVrCp0en96vj9PtYwz7uz7unbYl/8MRbiE1hhQ+QaVSMNkKQmHy7dNYi505egnu2ewPPdk/uughagIxtf+wt5qVNJrymS97Wgq462yztMWnWWTXV5hxj8aUo30rbTrX9dHlDlzYPKbVatmb1dWk/qctgj7/OoyFjYd+gf9YbL3+Y5ud1i2F0dwcDdWHZuKWaUoVsrKOjLyzq/JBkGNCcjxhxJKEQeELym9ZD5/x6DAaDwfDqIFByDipl81dCHDlyhM7OTgASiQQjIyMA3HrrrfzjP/7jnK1r/l5Rw2uKI4dmT3hVYweCkb1bOPVcJ8culZO2DlZjeYq6E/qP76DROc3WkI8pQjl+lmysMGvo1ydXY0tT1fsczSEiiA1FDKVrBcBFC/cSSU7bujiZwUgkFJ5Te+6Njbo6VW1nX82O4Y5xGWU7hjvGuUMWbO2gmB1zuca2Jp6O6jmy6xN7p73/PYWpQ8SrHRwvOGlxyZMOy7sdGoe1IJMRtI4KDrfrKtixVQGFBzqJ0pU20pYh/fV0zGW+E15NXAUMujbNeS2sU8XZsqx0T7O3wWAwGAyGyVi4cCF9fX0ArFixgt27daHgpZdeQqmZn8OfLsZ90fCK5NjBzQS2mhPb/NhW7WQXHd9Ybt0rEUmFjMZXp5pOSWJ7+2BFHSIfEja7RPbEVawgZWHnFI4nyJ7GhbIuq4VgJh2RyEzcv912MCRIWcQjQdiqyziFBglFZ6T2AZtjA/p61k3wOUw6L9jftYFsTHH5GIfB0uxYoSjGYlWRWM92b9BVtDNoKy8FLU/FxsZzq8DB1JW0M2XXUAebG/ZhB4ILT9hEUhUrlPqadC/0SeZlOST7nsJG8oskzxfbFZcO6+O0DEHDqAVtpz/nb1oP8Z3walaM5vEt3bboCYlUCsc4XhkMBoPBcNa85S1v4V//9V+5/PLL+dCHPsQf/MEf8E//9E888sgjZxQyPdMYUWaYc8aGMx85tGnCGu6RQ5vOKMh5uozs3ULdhofPeL/UsIB6SeMpUTZymJSN7XgpQWhDuicisgX+JK6IMgIsaBqwGWgKsMPx4i6RETh5sAqKQrONVRh/rKZhi1heMpoOkZEYZxISSV39siYQmWOJhBZvodTZWhO1NU7EZAYg1cJrz2AHsQAmeJlnzNmKsYmyzEqzXm3o6p5VFFMXHNflvMBWNHdLBuvhxQUhL452MBKXWAouOanF9gutcDItaM2qSUO8J+I74dUADMUkI7b+4XqvdeY/owaDwWB49RNiI2bdEn/+Soivf/3rRJH+f/qjH/0ozc3N7Nixg3e84x189KMfnbN1zd8rapjXnHquk/b1p89WmipkuuvAZmypc8IOHt14xpb3g4/pzLHphh0nsxLPVcTyknCCP7BFwqb60cgROMMBUdJiaJHEzU9+bCcUHOjeCvwn4gWJn9TGGmMrdXX9AmdEV8YARlsEyQFVnlfrXyZIZLT4i01gELJy5e5ye2JogRVB3JPki7Nnj/R3TFr5GprEmORMZ8vGCrVS6HSJB0Y72Jo692pZNffmN5xWsFWHU9+b38DlxyweWx7x+hddvLhi3wW6QrUkHrF7jeJNz+i3z8PNehauYOsWw2uT+ziAFnRLhyNOpoWuQLZMf73lmbH5a25lMBgMBsMrEiklUlb+Rrrlllu45ZZb5nBFGjNTZpgVjhzapNu+bEU8e+YlkeWrd7N89e6yscexg2fm1DiVIUgkdbVsIrKJiJOLAtKD49c8Wj+++lFY4BK0xyk0WYiqzKz6k2pcppiMtHFIwVFEQhFM8gd43bBFY7+FP8Uokdvj4YxG1PcKcmk1zlQkH4vIx1Q5CHksmbhiooKZFUFD8ftVbdt/ZfO+ctVsJrmqft95EWRnwn25DTQUK49rexVHl/q4ecFbd1o4kcIOBNfttcknFcdWBcRCxfJe/c1rymm7/7VL9pApRgeMdY00GAwGg2EmCZU1J7f5yqpVq/jjP/5j9u/fP9dLqcGIMsMrFtcTxPOS7v2dU9rle1M4DJ4LyZysaR1MDQoae8f/yvQvjCgkwVtXjzOq15JLK7wJAqPzSUWhQdK/ROd+lRjbopgetWjps4kXJEoqrKIbvfQrws4ZDmh4bATnpQwUrd/HijEr0BU+0K2K1UQCpBL0T+AIWE0mXrvfnsEOnuzpIBLTc0qcDlfV7zvjrLPpMl33xesTe3lgtIP1x/V/NPlYRNyT1GUlsSzkGgRXPV5xImk+DssPWCwZlCx9POSCUxbNI3rfx/o6uLxlHyfS5i3WYDAYDIZXEh//+Me59957Wb9+PVdccQVf/vKXOXHixFwvy4gyw+yTqZ9cRHXv78T1JK4nsYPJK2qBrablhFjidIYhk82UTbaGfFy/BtcT5XUoa+JtMwss/JQg2yRoKv7Ox/KC0THuiAt6dTucFQj6GoPJZ86yIbEDI8iuLNSPL5+lhgVuHuJZfd9zVY3oaxi1ys6OhTGVviub943LHSs9fmVzbQ5Y0tP/ni7nbK6pDnyejCd7Otie1YHWbUcFlz/mEFiK5f88yOIXJSeXhjT8Koczqli0O4/0Fe61OwkSelYPKWj/y5cBSBZEWZwZDAaDwWB4ZfGpT32Kffv2sX//ft7+9rfz1a9+leXLl3P99dfz7W9/e87WZUSZYU45XRtiVFQIkWTC9sOla3adtflH4+UP03j5w9M2+YhsEBEkMtRYw8sIbK9228CGoeaI4aU2XlWlKdcgGGmsVT0NmVIlS98PbUVdtvZXMzaiaPhVDrerOJhmSQhrj6OkoJCEfFLfFxHlc48WW+mSBYHnKPwx06RSaSOPEqU2x5IYq7kOxc0ubds3zilxMmv82WKsAJuOICvROgqXP1aphLX225x6WzPPXxKw9FeQvSCBfUwrXfdoDvXtN3JqcUhrj02U1CJs4RH970ttIXcHm/Gl4If+3MQ5GAwGg+G1wexnlOnbfGft2rX8yZ/8Cc8//zwPPfQQPT09fPCDH5yz9RhRZphVEllJPC/wJqkCLVxXMf8Ya3JResz1Sk6C6ozyy5Y+Lwh+Nv1ZtKVrdpVDr4+s9MtiByBekOPWN9yq6F0h6FlReW0i0pWqcIwI6msJiOcl2aQ+SMEZfz0WPOXRfErS8pxH5BSVUC5A9FUcQ5QlCFaky3lYpTbHEjICGYma45cCpa9s3kcsEDjFKppv64rR5S37xlnjl9jcsI/6nBiXM7ZnsGPGWhnPlWohdn1i77Rmui5t20d/EnZu8Hn6Up/IEby41Gfhup1cfHcWq98jcbyovEMFcYvgwACLXpIkhvS1tW9eRawomhcNCZZmAm5ydhOKGbCVNBgMBoPBMOPs3buXT37yk7zrXe/i+eef5z3vec+crcWIMsOsoC3ZxYTBx6erli1ct3NamWUHj04eAHzw6EYOrz+32bNSO+BE5NKKwQbdjhhJLRjHtj4W4orhxhDPjYgXJI6nnSPHbtfUI2k/ZjG0JkbiWIEoaWHnatceLowTLUshTuWw+wrIbIgsVNohZaBv9SfBDmpNOtoGbFoGLZ7tHl9FurRt8rmuR/o7yq2KCa+yZqeqC3OKXOtZwVIKa0zw43SMPvYMdpAsZrAt7rWxc9r45OlTG/DW1VNYlsBrc1H1DqRsGPbw3r6Ewb9+GoDuC+DUCsXDb5P0plU5oPuH/qZx6zEYDAaDYSYJlT0nt/nKgQMHuP3227nwwgvZsmULzz33HH/xF3/ByZMn+T//5//M2bqMKDPMCdEUf70HtnY1bL14J5FkXDUssMcLnpliMmE3zohjWIc6O1XiJD06QfWsMSSwFSONUwvChaccUiPFOa9iRW5s1UslbcJlqUmPMbDSIjaiaDyid+xfGJFtqpoly1gk85KBer2mwFJc0q7FQ8wX4+bLxlJqY7xo4d5x5h/xoqCZieDnuWBj4z6yjhaYga345RafdS+5ZGKKZ9/g071cK08Vk0RJi/4NdSQPZMn97UWcWBWxdM0u2l8WFOyK5X/1tThwfPIPDAwGg8FgMMwe69at46c//Sn/8T/+R44ePcp9993HBz7wAerq6uZ0XfNX5hrmFUvX7OLYwc1kk1HZDfBMOXx406SfIpxpRtnZMNKoiOW1sUdJMIVFgZhNRrhVAi2biMotg6liXlgkFXXDFiP1VRWtSGAH+ji5BgU9EM/Unlc5Equ3AI5EZkG1JZDZEBUrHjdtk2+1aTweMbhEYHs26Z6KCMzHFW0DNtlEROOQRTJbaZt8sqcDBETFdsRH+jumtLmvfm7PYAcbG/dxads+HuvrqKnGzRXXJsev/UwCpX0LljyncD2HocaQplFBOmshIy1y20cFSG3S0gy0d1l0LQvofaaTeuCSww6nqGTw3eTsZuCJLfS0BVOe12AwGAyGsyVQFszyjNd8ninbv38/a9eunetljMNUygxzSvXc1mTICQK0Iqkfd70z+xG2b5j6XBPRNGDTNGCXM8lCW5FPKtqf9Wu2C2zFcF04Lrtsstm4kmtjPq5q7PFBW9uHNmUDibA1ht9S67QYJizdwliIsDzw6irXIrIFLccFg81h2anS9SvnGEpHNFU5BPpWxXnx6VNnlus13+l7SmfUbU3tY+OTLqKgv2EvtYX0phVL1+yisVfS2CsJUhaHLtbP912eoGtZwGg8YrAh5KHNPrvXTBwvsHbJ+f/QwGAwGAwGw+l5JQoyMJUywyyiK0na5GOq9sNSVW0ydHVJjBM/UzETlbSmYkZZdYhzNhkRz+u2xWpHxpIAKlXLPFcxGo8YToeksxaRZML5OgChdB5ZYkgbechMUDbyEH5ElLSIYvq+zIYopyLGksOCbL2iUCd0K2O/RWhDLhmRyliEtqppuaxmf9cGiIFvnf66ztc2xal4YLQD/42Ct57QsQKvO27z1PKQgSe2MLQ4pK3bIvbUIFyQZtkuj+MbYwSWIuFJDrUqLAWpIKJ9fe3PWtNl03P3NBgMBoPBcH5obm7mwIEDtLa20tTUhJjChKu/v38WV1bBiDLDK5qla3bRvb8TOxDlbLASMpr54OiJxFvLGx4uV1NKOJ7g2ButsrjU1TyF64ua/LSWQRvPjQiKQieUkEmGNA5XfvVcT+eKxXL6WJEFoSOwChVxFNkCEQGjARIQviKKV06kJOTSWuglhwUyoOzYOJoOqRvWgswKBLlkVLbhv7RtH0+f2kDC0yHRZ2vUMZlb43yg5Q0Pc+TQJprroDel+NUWwQUHtJB+wxGLPet83vSYQy4NydY4Fz6kWxEXvCTIXATHGyOcCHwpxjk93lPQs2Q3xkylzGAwGAznh0hJwlluJ4zU/Gq2+9KXvlSeGfvSl740pSibK4woM8w6JXfCieg6sJlITh7aDCWbd84oPHoqDh/edFpnx5Y3PMyxg5tJZCX5uK46lcjHo5oWS9cTZBMRrq9DoEuZY6m8ZLRKWIpIENgRqaJAUhO85MiVeA0WIgI7p/BWJnF7KqFofotbfq5hJCLXUllX7+JIxw84qjzHVlp3b0OIFcHy0nmK13I+i6tzZVGPQ8NoRH9dyKmlIcms5NgCn627HA6+3mfhKYewwaHQpCudo/VFl8WuDZxoULRmFSTm+lUYDAaDwWAYywc+8IHy17fddtvcLWQKjCgzzBrt63dy6rnOM95v4bqddO/vHDeblU1E2KGYlqiqZnS3rnqlNlXayk53jO79neXflpJZRypjUagSWfXFGa3qil5DxqoRoKm8JLAqhiGl15RLKxLF+LFYj49M632UBGdUESQqii1scFBSIAK9c5AQSF+VzUeUhFw9pDKS0bS23y+toWuhT0NGUp+tFYjAlAYfr3aWr95dzlkbiglah/T3cWGfzckV+jolh8Gvsxhqjmh/CQpJQW7HFpa4Di+2BDQwvmprKmQGg8FgON+EyoZZtqifz5b4R44cmfL55cuXT/n8+WL+XlHDvMYOBMcObiaSiuWrx4uhwNbB0GOfswNRrLSdv7V1HdhM0ylJtl5XyKrPrWezKidPZCW2B4ELfjEQO56X2IGqmXlL5vQ+1aHZbh4K8cp5paefi2ISKwrxUxIRUW5j9FPFlsZIIYAgVduq4DXo+74LsSw1gdVD6agsAD1HldspQdvh52a4DXQ+srFRu0i2ZvXP5OjuLfiujjVYvz1g8CKHupMRiazk1KqIukHBgdd5jMTAUuI1XWU0GAwGg2G+sHLlyinbF8NwYtOu840RZYZZoWTcYUtBJNWEjoqT0XVgM15clQVZNYGlxmWInY7UpofL1TKgXCE7cHzjOJe8Ywc3j3OHdPOQbdcipn5QCyHb0+2I+aQqi59sPCLuVcTYaDwi5oua9dYN6ucTwwJyxfDpuEQOhZDSz2XaBLanbfjDmCCMWbhDlTeMbL2eaStZ6VeLsYFi26ITgFSCKKqIseqg6MQZuli+WikJq6dPbYDVsOyYw+IXBCpukUtGsEBSdzLCbpI8cpFH1pYmHNpgMBgMhnnE448/XnPf930ef/xxvvjFL3LHHXfM0aqMKDPMAkcObcIN5IRW8aVw6OqK2NI1u/Q+kwgFvZ8iPWqRSZ2fTzMG2iMa+iW5YpDzwnU7OXB8I+lRSWwgLA9jZep15cyujHkx2BASLwiSeR0w7TnaAKQ6xyu0FYlhQT6txVZkQ6HNhpOVbZTUFTjbAyevHRmr2xi7l4c0DOoMLd9VkBbldRxZ6ZMsukKWctJK7pDDycmrYo/1dbzmKz6l7DapBIGrK5NhvUPjl1/i2B8t54kLIy57waVgCSylCIUwbYoGg8FgmDPCOcgpm21jkZnk0ksvHffYlVdeyeLFi/mrv/or3v3ud8/BqkxOmWGWCezJ7fC7Duhq2uHDm8Y9JyMmtcA/k3myEtXzZNUcOL6x5v5EGWqHL1aseVLWWOB7cRhs1gIxPSqLa544X81zVCWjrKqyVk1+gYOIoJBUBLXxZGTrFYPL9AFEpFsVS/S1h+U5NxkJFp5yys/l3EgbU4zBt1TZuv+1zvZsB70p/fXKww4nWwOOvR5EpHDetYo13x0E4IkLPWKhon1UlQXZ9mzHHK3aYDAYDAbDubJ27Vr27Zu7D6aNKDPMCp4bTeq4uHz1bnqf6SzmmNXuM1le2eK1u1i4bucZ5Y/ldmw5/UbFYyeyEi8O+V/W7pNJ1Sqo9HApu0y/NjvQ4jGer/xqrV2yh7wbIZUgmZPUj1hYgSDTXLkezqjCzdbeF1Wn8uNQqNMZZKDFXd1w5VOqUtUxmZW4niCdrTw3lAoZKlYUn+yprYSVgqJlVMwpe41zbXIfDXkdpr33Yo8Ln7VJZiVBQiILIdHFTSwZlCwptp2OrSoaYWYwGAyG2SZU1pzc5ivDw8M1t6GhIfbv388f//Efc+GFF87Zukz7omHWKVWQYnlRtmqfaJuJRJwdCDw3mtAEZDJOPddJ+/qdp90uPSqJ5SWDJ7eUP66wRyde36kLBK6vWwzL+2dqP+PIJGv3jYQim4hoHqi8kaWGRdldURVnzXL1AndAP28Vq4qlNsZI6oy0qCgCuxf6ZbHnejBcF9I4pI/f1xBw6Zp9HOsZLxSqxUS1C+RrvXURoD8hWDQCaU8xvACajoOIIoSvCBMWmbhP84jF1lTlWt1T2AiWNG2MBoPBYDC8wmlsbBxn9KGUYtmyZXzve9+bo1UZUWaYBZav3k33/s6yyPLcqGZe7MihTSy/WFfLxiIjXbmCidsap6L3mU5aL64VY7kdW0hcVdu6eOSQPq5N5Re06bKHGXiitkq2dskeDhzfWGM2UrLGryYbj1i+ejf9xcrTRBWoQjHbzLYh2yRI90QoURGhfcsgsPVcW+Bq4VQ9t3ayNWDRKf3r6/qCTDKk2dP3T7QH5e2eHCPIqs09AC5p38vTpzYQ88WUs2avBR7rK16rpCDrKpb02ry41KfjBUEUlyhHMLwA1j3vkuys/RkyYsxgMBgMhvnBAw88UHNfSklbWxtr1qzBtudOGhlRZjjvHDm0CXdMp2wsr+3l7UCMmxWrnhErzZmV8M7Qur33mU6QulpWVyW6JsslK8QjYvnatQ48sYWhxrBm+8BWNRWmhesq4q+3a8M4IbZu8V6OHNpUFnSxvCSXjIoVsPGzZzLSVcGx82SRhKHGkIaMxHNV2d0RtFBzgqpjKEEk1DghVs3+rg04aBdLK3rtGn08MNoBcWjIw9WPOuXrLiOb3CJJ4oTPqdfbBLbiZGsA3Ru4aOH4+TyDwWAwGGabSFmIWW4njOZx++I111wz10uYECPKDLNGqW3RDiZ+PlsUaWOZyJb+bBhbISuxfPXucrWsGjcPvasksXzlsVK1rEQkoa8loKVqv3WL99aIsnWL93Lg+Eb8pNLh0TZArRD16iRhICCnzysiwWh9ZZt4Vjs02kFlfqxEaV6sFEwdCYVU+jpOJciqCYvHs15lxbIHRnX1q7rVcCp8C5662ON1h1ziGWh/CU6tioikg+eGeI4i5gtjjGIwGAwGwzzlRz/60bS3fec733keV1LLvDD6OHz4MB/60IdYtWoViUSCCy64gNtvvx3P82q2O3LkCO94xztIpVK0trbyiU98Ytw2Tz/9NNdccw2JRIIlS5bwp3/6p6gxOUO/+MUvuOKKK4jH46xevZqvfe1r49Z09913s379emKxGOvXr+cHP/jBzL/wVxETVbgWr93F4rW7pj0bBlpAlW6no/XinbRevJP29TsnnCkb2w5Zcob03dqfh76WgIbByidCa5fsIZK6ulQKYT54tNa1EXSlaqzb4Wi89jrk4wq3KPrEBH/ni0jb54MOha5moF5X70oCrPrYl7Tv5ZL201dyqtdXyk8b2/I4X9kx3IFzBokJq3osIgENWUFiSCFCfd0XPZwjNlKc4WuIGE5GpkpmMBgMhlcMoZJzYPQxLyTEhNx00028613v4qabbqq5jX3sXe9616yua15c0f379xNFEX//93/Ps88+y5e+9CW+9rWv8bnPfa68TRiG3HjjjYyOjrJjxw6+973vcffdd/OHf/iH5W2Gh4e57rrrWLx4Mfv27eMrX/kKd955J1/84hfL27z00ku87W1v4+qrr+bxxx/nc5/7HJ/4xCe4++67y9vs2rWL3/iN3+DWW2/lySef5NZbb+WWW25hzx4zV3I6Sm1/hbiie//4GbLAVuNaFkucjfX9dJlM5NUNVip3JSfIg0c3lsXYZExkPV+i1PLY0F8Mh25UFJK12+TSinxRZOXjinzV89l4VGOrP/a8062OVRPz9esM58U7wvQoFPsAplMlK22zaMAiE1e8vDYkSAhyTZKj18RRUld66wpwKiW4N2+cKg0Gg8FgmI/cd999XHbZZfz0pz9lcHCQoaEhfvrTn3L55Zfzs5/9jCiKiKKIMDw/WbiTMS/aF7dt28a2bdvK91evXs3zzz/PV7/6Ve68805AX+DnnnuOo0ePsnjxYgD++q//mttuu4077riD+vp6vvOd75DP57nrrruIxWJcfPHFHDhwgC9+8Yt86lOfQgjB1772NZYvX86Xv/xlAF7/+tfzyCOPcOedd3LzzTcD8OUvf5nrrruOz372swB89rOf5Re/+AVf/vKX+cd//MdZvDLzg+q8LtcTeO70W79KJh/ToTQn1vtMJ7YnaLx84nZFqAi8g0c31tjq5+PRhKHVEwkgOxRlcTYda/6LFu7l8OHKXNlIY0R6WOLFa69H6cOndEbq8OIivW0Bri+Ie5K8G1GXrSzqbIRYydhiYcYmk4poyFicagrO6livVK6qP/1rKTygPxzovTSkPyFozULBURxa7VOXlbScsjhwkc8FBx36GmBbfO9pRVnp+W1xU1EzGAwGw/klUhYiMjNl0+WTn/wkX/va17jqqqvKj91www0kk0k+8pGP8Ktf/WpO1jUvRNlEDA0N0dzcXL6/a9cuLr744rIgA32BC4UCjz76KFu3bmXXrl1cc801xGKxmm0++9nPcvjwYVatWsWuXbu4/vrra851ww038I1vfAPf93Ech127dvEHf/AH47YpCbmJKBQKFAqF8v3h4WEAfN/H9/2zugazTWmdZ7reMCz23YUCGUEYKpTSc1PVx1q07KFx55oOR45cW/zKxfd9gsiFMcceu+3y5dvLa3vphTexdOV2Fi17iGOHryUIJb7v099gE0loOe7ixUHmFC8/fw0rVu/g0PG3IELBiiXbJ11vGLrlx1e178D3fcLQZdSBRFYS2oogkiR6YaRJAfo6ZV0XO18Jy1a+ImcJhGeRs3SFLAoVYXGd65oePuPvyTO9b8ZSMXxLMZAQyNBmwYp/Y8Ekr2U+Inx33GuZ6Gc4UPq69zkSAuhx4fIXHIYbQuy85NjCEFlweXmpYH3jTnzf51pr6mt+rfXwuPO8Fjjb9wjD9DHX+Pxiru/5Z75d4/myTsP0efHFF2loaBj3eENDA4cPH579BRURauxA1TzgxRdf5PLLL+ev//qv+fCHPwzARz7yEQ4fPsx9991Xs20sFuOuu+7i3//7f8/111/PypUr+frXv15+vquriyVLlrBz5042b97M2rVrue2222paI3fu3MmWLVvo6upi0aJFuK7LXXfdxfve977yNt/97nf54Ac/WCO8qvn85z/Pn/zJn4x7/Lvf/S7JZHKCPQwGg8FgMBgMc0k2m+V973sfQ0ND1NfXz/VyahgeHqahoYHVL30Dq252/5YMR7IcWvWhV+R1OR1vetObcByH//2//zeLFi0CoLu7m1tvvRXP8/jFL34xJ+ua00rZZEKlmn379nHllVeW73d1dbFt2zZ+/dd/vSzISowNggMdBlf9+ERhcWMfP9ttJjp/ic9+9rN86lOfKt8fHh5m2bJlXH/99fPmh9n3fe6//36uu+46HMc5o327Dr2VSCocT1eIZAQL1/z8rNdy7LCueC14SeJsvZ8jR65l+fLtHDlyLalR3dbX8vr7J9y3tC3AoeNv0dv22lgBdC8OaBiqlORDW5EekpxaGNA4aNN80X0c6N4KwNqFD4w/+DQ4dPwt2KHAcxR1Ixa+qzPLrFyMR1/+j1y+8v/Dkh6hrcOmkzn9ejxXG4usXvJvZ3XesTzT+2bcQJBztaPgugVn93peqTyUfTNXJx+seWyqn+GDJ/TPQjIn6WoJGHVh4xMuR1b5Z/29fq1xLu8RhulhrvH5xVzf8898u8alzqZXMpGywFjiT5tvfvObvOtd72LFihUsX74c0GaBa9eu5Yc//OGcrWtORdnv/d7v8d73vnfKbVauXFn+uquri61bt7J58+aaahfAwoULxxltDAwM4Ps+CxYsKG/T3d1ds82pU6cATruNbdu0tLRMuU3pGBMRi8Vq2iZLOI4zL96UqjmbNVuWh5CKpRdp+/llZ+C4OBGrLvwlRw5twhESHrwG68IIx3G44IJfTmstjuPQvb+TVLFF0KsPqBuUpIIQ6YRlMw4sRdOmXTQB6ttv5Hj6TVhJPfh5tt83y/KwEFiWwrYsIitCCkGY0M8L2yNZ8MkkImIoLEuL/QsuOPdYgBL7uzYgHYWlBOkQ4oGcdz+Hp+MtDZPPFE70M/z65Q9pMxcL8okAIWDvlR5SwUCuc1rzaQbNfHxfm2+Ya3x+Mdf3/DNfrvF8WKPhzFizZg1PPfUU999/P/v370cpxfr163nrW986ZYHlfDOnoqy1tZXW1tZpbXv8+HG2bt3KFVdcwbe+9S2krHVe2Lx5M3fccQcnTpwolyLvu+8+YrEYV1xxRXmbz33uc3ieh+u65W0WL15cFn+bN2/mX//1X2uOfd9993HllVeWfzE3b97M/fffXzNXdt9999HZOd5N0KCZiZyxqUhmJb3PdJJNRqe1y5fR+EDrSEJoQ1OvVc4Ha1+/k2MHN9cETS/ZmUe8//Fx4dBnSrV7YyQhkoqw6IkvI2rMP87E7GQ6PNnTgS1FOW8r5ovz6mw5X9gz2EG8QZumnCqaoFzeso8HRjvwLdg1pB/b3GDEmcFgMBheOURKVlzCZvOc8xghBNdff/04H4m5ZF5c0a6uLt785jezbNky7rzzTnp6euju7q6pVl1//fWsX7+eW2+9lccff5zt27fz6U9/mt/+7d8utwe+733vIxaLcdttt/HMM8/wgx/8gD//8z8vOy8CfPSjH+Xll1/mU5/6FL/61a/45je/yTe+8Q0+/elPl8/1+7//+9x333184QtfYP/+/XzhC1/g5z//OZ/85Cdn9brMZ0r28ufC8tW7OblKcfzCiGyyktE1Nn+sxJFDm8aFRE8UVh3YasJcs2qmsrw/HSWnxrVL9tDXWEnSdr3atSxds+u8iaXAUuUA5FBWnBhf67QN2OwZ7KDKMJStqX1sTe0zYsxgMBgMhnnM2972NoaGhsr377jjDgYHB8v3+/r6WL9+/RysTDMvRNl9993HwYMH+bd/+zeWLl3KokWLyrcSlmVxzz33EI/H2bJlC7fccgs33XRT2TIftKvK/fffz7Fjx7jyyiv52Mc+xqc+9amaWa9Vq1bxk5/8hAcffJDLLruMP/uzP+Nv/uZvynb4AJ2dnXzve9/jW9/6Fm94wxu46667+D//5/+wceP4AGHDzFMSV2MFlogEdcNWpfVwzPYlSpW0hetqhddwY8hovRq3f0m4ifc/jnj/4zPyGgJLlattYwOl29bdT09zwLPd5zcLSypRtr8v5ZS9ltnYuI9DCwP84rvi5S3jRZgRZgaDwWAwzE9+9rOf1RjyfeELX6C/v798PwgCnn/++blYGjBPLPFvu+02brvtttNut3z5cn784x9Puc0ll1zCL3859dzRNddcw2OPPTblNu95z3t4z3vec9o1GSZmJtsZZTS+4lUSYZEc/8lDtUCzA52jlh8jjI4d3HzeWy7HsnDNz+HAT877eS5t28fTpzYgI/S/5/2M84er6vexY7iDS550KNBJbOvUFVODwWAwGOYapSzULBtvzPb5ZoKxhvOvNAN68/eYYVY5dnAzMhLn1L5YPTMWydpfqEiOF2gTBT/H85JTz3USnOZjiaVrdp0XcVZqf7xo4V4uWrh3XJviRQvPX+jws91akJWqYxct3EvBUTzZ89pqYdwx3MGuoQ62Z2tf91X1+4wYMxgMBoPBMKsYUWaYNc5GiI1tUZyIRS9KWo7XCrHJzD5auy2aeq1yMDOA4wlcT+IVZ6wWr9VCbGTvljNe75lwurm08yXMqo8rI8piLKx6N3i1C7RdI28GIBQQC7RAG4sRZgaDwWCYD0SRNSe3+YYQYpy74ly6LY5lXrQvGl59TGSwcSaURNeRQ5s4uUrRdrT2eMcObq75yKHllH7zKCTB9vRjga3GmWuMnTN7tXLRwr08271BVxZDAagaUQZamJVmzl5tbK57kD1VNvcTiTKDwWAwGAyvHpRS3HbbbeWIqnw+z0c/+lFSqRRAzbzZXGBEmWHWWLpm11lXy6orX9mdW7BzCvfaioCSgQ56dvMVkVUSYiLSdvclA4/AhVheUqiaI5MRuBOYXYzs3ULdhsnzrs6Eg0e1EUy8IGd9Xq2aA8c34voCxxH4qLI9f7IgXtVCbCzVuWMmg8xgMBgM8xWlJGqWLepn+3wzwQc+8IGa+7/1W781bpv3v//9s7WccRhRZpgT4llBducWQhtGGqPTZnHpWTSoG5SMtEa0VlXGIqk4cYEintdvELG8pHn3MJnL6sc5KVZjBwLbEwTu+R/0PHx4ExQr/Zli+PRcUBJknqNwfYFvqfJsmVSCmK+3u7RtH0/2dLymRJrBYDAYDIZXL9/61rfmeglTYkSZYVZZumYXXQc2TzvjsFQh06YcFfHUu0zRur0TVlW2bToOXh04XuWxSEIQh1i2kqsYz4D0FSNtle0cT+DmrZqq3ExUyEq29/E5Ht98+pReR+QqXL/SB16XlUQS8m5EJBRSifIcn50UNSHXBoPBYDAYDIbzw/yrPRrmLd37O+ne31m+78X1fFciO/GP4dh8sUjCaL2q2X7Jc4olzykWvSixMpUg5nBFmtDWrYolYgMh6R6F9CtCw4vrrwvx8y8+9OzW3FK9hnheMpSOaqqJri8mdKs0GAwGg8HwyiSK5JzczgeHDx/mQx/6EKtWrSKRSHDBBRdw++2343lezXZHjhzhHe94B6lUitbWVj7xiU+M22a+Yf78MswJuWSEFZx+u2qqTTlcTzC4CE6urf0RTh7Ikksr1EMnyo/VnQhxh0KUXdlWBtB4vFaIDTaHk7o2ni1jHRbXLNtzWtfF88El7ZVzBpaifkRXy5qGLYbSWpXVZ8YHb1/ato/H+owJhsFgMBgMhvPP/v37iaKIv//7v+fZZ5/lS1/6El/72tf43Oc+V94mDENuvPFGRkdH2bFjB9/73ve4++67+cM//MM5XPm5Y9oXDbPGwnU7ayplJSIJXQc2E9iqRhQtX717nCV+Q68gsiGSgly6IqpkIWR0iYPtOYB+vP5lH7/RJoxLrLxWGyJSyDHOj3U9cGLVFMNn58hciLCJcAJte5/MSTKpkGROi9Sm4YoYcz1ZE6T9ZE8HSHisr4PLW8xsmcFgMBgMrzS00cdsh0efn7rOtm3b2LZtW/n+6tWref755/nqV7/KnXfeCcB9993Hc889x9GjR1m8eDEAf/3Xf81tt93GHXfcQX19/XlZ2/nGVMoMs07J1GOkMaJvYTSlGUeJwFYkMqKmHbG039hqWbpfILYsJIpXHq+ukpXItEmaX649+eHDp89Fm488272BUIIVwXA6LLco2oFARrWh24GlyBaFmR0KrAgjyAwGg8FgMIxjeHi45nY+bOWHhoZobm4u39+1axcXX3xxWZAB3HDDDRQKBR599NEZP/9sYUSZYVaZLAcslpckJ5gtW756N73PdCKjSnVLFtseRVRb8UoMREhfYecqQsseDVFW7Xb2yxnsY9nyffeFEeqGX1khiPu7NpRNQs6VZ7srxynNlDUPWHhF10kZibKJSiR1a6MdCpqK18S4LxoMBoPBYJiIZcuW0dDQUL79t//232b0+C+++CJf+cpX+OhHP1p+rLu7mwULFtRs19TUhOu6dHd3z+j5ZxMjygxzioxgND29atlIo96okKw81v6SvoWJWlEVpCxkvnJQ/wcvkf/uC1gn8+XHGn6VI4xLaNQhgitX7mblypmdKTtXZkqYVRNKXRlLZyTxrBZprifwXEVg61tp5uyiha+M1kuDwWAwGAyToOTc3ICjR48yNDRUvn32s5+dcImf//znEUJMeXvkkUdq9unq6mLbtm38+q//Oh/+8IdrnhNivHmaUmrCx+cLZqbMMCcsXqut8avJJiOOHdw8YbCyHeg5shLJUwGxhEXoCiyvMltW/TVA9u5DpN+6DLYsIvPzowCES5IoWyJ2nYTFcQBa3jAzAdEzxbrFe2dMkF20cC/Pdm8o55HFfEFPc0Bbv/71D2xFNhGRHpXYgcRzI/oawxpzEIPBYDAYDIax1NfXT2uG6/d+7/d473vfO+U2K1euLH/d1dXF1q1b2bx5M1//+tdrtlu4cCF79uypeWxgYADf98dV0OYTRpQZ5pxIKnLJ6RltuKMKZQmUU1vklYEiSMhy66Kzs4dgqEByTUN5m/QNyyHjYx0dJVhVB0DfEsXirbWfzLxSmGmDkIJTCYp2im2MvW0B6VGraP4RUT9ikY1HOIHONjPCzGAwGAyGVzYqkqhZzrM50/O1trbS2to6rW2PHz/O1q1bueKKK/jWt76FlLXn2rx5M3fccQcnTpxg0aJFgDb/iMViXHHFFWe0rlcSpn3RMGe4nijeKj+GkRyfF9Z68U5iWUF9ryByKtUyKxciIgjdqnmzbIh1Mo94XWP5MdU1CrkAqiptoy2CwXcvKJtbvJopBUeDFmYAkVBkkxF2KMikwvJ172sMkEqUtzEYDAaDwWCYLbq6unjzm9/MsmXLuPPOO+np6aG7u7tmVuz6669n/fr13HrrrTz++ONs376dT3/60/z2b//2vHVeBFMpM8wyvc9oS/z6k5BMCLL1+g//wFYTGn2M7t6C74JTVUgTYbEqVrWdNeAhsxZei0NsxAfAeX0z/q/6AR+nSc+NFdbqCpnj6WDpREZw6rlO2tdPbEDyaiGSFbfKkjDLuxHxoiAuZZXJCHxLFStpRpQZDAaDwfCKJ7L0bbbPeR647777OHjwIAcPHmTp0qU1zyml/y6xLIt77rmHj33sY2zZsoVEIsH73ve+smX+fMWIMsOsEPx0k24bfFMd9pjQ6NSwwE5WBFn+l1vKX0sJFG3w/Tg4eYgcgSgKDKdbG3eoZOVHOeoaRS5Ooeqc8mPeBWkiR2AVVHn/RKY26+zVTsm0o9qNEXSgdamaVhJva5fsGbe/wWAwGAwGw/nktttu47bbbjvtdsuXL+fHP/7x+V/QLGJEmeG8E/1gA8KpbRMcXgD1JxVJBGHxpzA1qHPI8mmIZyrbOh66WuZVHot1F8CvnUMThRC3D7zONmKHteV9eONSpF8RXiKieF8QFsXeq71KNnYurGT88UoJtTYYDAaDwWB4rWNmygyzRrgsxYJfjhCM+SjAyWtBVi2eSoiokksGunXRGQnHGX2IbICKVUrpYVuMKGkR6/HLj0lfESQq4rCvPSQff+1UyqoZa3VfEm4xX+CEYlw1zWAwGAwGwyuUObTEN8wc5ooaZgXhK0Q4xq6+SbcRRlUizfbACnS1rJpUnyI2FJXbFgFwxv/46mqZX3MuOaZdcrRFkGl+bYqxqbikfW+5bbHkzmgwGAwGg8FgOP+Y9kXDeUe+ay/RDyqVl9SwGBcWLSI9KyZ9BVVuim6fD5EiSld+VMO4FmMSEKUWRksgsgFYlX0jW0DSwsoERI16/6FWLcZKc22RVJNmo71WMfNkBoPBYDDMI15FRh+vZUylzDBrDC63GdxQXyPICknGVcsAEkPFSlZUqWgpKZCBmrBaVt3OKAY9hK+wcmH5McvT+WYAjieIJBO6PRoMBoPBYDAYDLONqZQZzjvHDm6GSyzieQVRMQOr6PJXbd4ButUweSpAObIy/yUFMhPUVMtEqHRlrAoVtxD5EBJVs2WuwE85BK6eXXM8ge8qHE+gpGL56t3n50UbDAaDwWAwGAzTxIgyw3mle38nNoLAVohIV6i8OLj52u3snK6AiSCi0GzjjOoZNK/Nxe2pVW7SixCFSIswPwIpEPkQFa+IMb/YrhjGKvb5fhxSg+DHBV5ch1IbDAaDwWAwzGvUHLQvKtO+ONOY/i3DrJFLRuMek4FuX6w28XFGFX5K1Bh0REkLa8hHSaFNPKRAxaRuW6xqcQybXfy2GPZopXVRSW0gUmKkUa/j2MHNM/fiDAaDwWAwGAyGs8SIMsOM0r2/s+b+wnW6GmUHtW5+lqcFmVXQFbGSMFO2RAQV8RZ7cRThR8h85THlSJQjENUW+pbQQs2W+liOxBkMsAqVbXJpRe/iiKjqp77rgBFmBoPBYDAY5jGR0HMhs3ozLs0zjRFlhhlnrDCrxgogMay/VrLiujg27sIdibCPZSGsiLGwzsYe8FByzBuB1IIsTNvIQlg8tiBKVkrrJddF1xPE84LQViSyskagmcqZwWAwGAwGg2EuMKLMMKOUKmPVwmzhup1EUtHUK8vGHlZBIQPwUwI7V6lm2S+NYA35WC9nCBcn9IO5EFEIa6plsqcwzuhDRIooZpWFGUCuQZBp1MePZMV5sdoBsuvAZg4f3gQYYWYwGAwGg2F+ISJrTm6GmcWIMsN5Z3T3lpqKVD6tDTiqWwvdZ4dw+jzCZSkY9iBe9KCxZE21DMDKBKhGF7xIG3wUre6tIb+8TZAQBAktAq1AkI/rYxTi1Rb7ivRwZWGBrZ8zwsxgMBgMBoPBMJsY90XDjFOqllXT1CsZao5o6Jc1Nvix/gCe7CP0IiyAujr9hCuxTuYJFyewjo4C2uxDSRsrE1RCo0Hb4BdzyoKEIGiwsYpFNN+FeBbAYqQ+JJ6XJDKC0XpFQ6+gkIREVgIRnls1o2YwGAwGg8FgMMwSplJmOO+kNj0MQEN/VcBzqFASvEYbLm1BNrgAWCNBpVpWJFqYKGeUlWbPlCMhZYOnxVlYZ+O1udg5hZPXs2oiglhWCzOA9i6LWF4LsnhWV9di2eJcW/G4ga1YumbXebsWBoPBYDAYDDOJUNac3AwzixFlhnOme38nfU9tmda2JYEEWmA5I0VjjlyA8kI4lSs/Hy6IIzMBwlfFW4QMFEF9bYE3anCIXImVjxBRrZtj+Vi2IluviGUhlhd4cUUhWXne9QTJrN6hNF9mMBgMBoPBYDDMBkaUGWYEf5qtf4Gr8F0YadP3I1fqmbBLW8rbyGwIjTGIFGG9A5EqW+BXty36LS6FC1JEMQsRoY1AIoXlVdZSSEJo67my0v1YVht+VK9JjolQM8LMYDAYDAbDvGDW7fAlNWYBhhnBXFHDjDFRtax7fyfd+zvx4vp+LCtwPEhkBCNttdUsVtRBvatbG4szYqIozEShVjX5jbpaJn1VPkaYtssOjaONWoA5njb0UFIhIm2FX03JKl9EgsBW5WqZwWAwGAwGg8EwW5i/QA3nTMnYY2y1rDqYuRBX5JPain7shyteg0UUswjrHVTKJqyzIVLlyleJMG0TJiykF6EsQbapUu2qFne5JklqUFfIQAtBvY0qb2t74MUrFTIlFbF85SArV+4+q2thMBgMBoPBYDCcKUaUGWYN39XCrETjcT37VcorKwkrq6dQE/zs1QlyS1w9LxYBUiB9RTzDOGEWVhmCuHnKQrCEXWxblFGlhTGSlcezyTF9jGM4eHTj2b58g8FgMBgMhhnH5JS9OjCizDAjLFy3c0Ir/EhOPGvmu1BokMhAIf1SCyEEjbpaVt6uzsIqGjGGbqniJZBB5biRU3pc3w9cfbOrrPdTg4LUoCCWBXdE7+vmK8IsUx+hpK6cuZ6YcKasJMiMMDMYDAaDwWAwzCRGlBnOG4vXamv5arFWyg8DymILwM4p/FSl6uXXWTUui3ZOESQEUZXxopKQ6lNYBUUYqwizdI8icGvPF7hF0efqLDN3RJWdIEuVtHwxWDqw1YTCbM2yPeWvjTAzGAwGg8HwSkCE1pzcDDOLEWWGWWHBL0doOqG/TvSFhDbk0xAkZE3VK9ukWxWlr0WYklpoKUtg5yrb+SmJVdDbQDFrzBG1xiFAPKOrcoELfhycPGXBFhRn4DxXEc8LIqmQUUUYTjRXVi3MDAaDwWAwGAyGmcCIMsN5JZaX9D7TyeCGeuzRECUhs8Ci4XhYNuIAGGkThLZuKZSBFliibMJR2S5yBKMtWjiVBFmQEFiFimALEqLcuhi6+pilKlmJfIMglq24MXqudl4sVc1KVb6JaBqwaRqwOfVc51leFYPBYDAYDIaZQUZyTm6GmcVcUcN54dRznQw8sYV0nyI1KGh8NofsyuLmxzgl1kOmTYshL66fKyRrBRToqlrkCPJpvY2IGBcQXWpNjGw9T2bnFDKomH6UKAm2XFoRywrcqsyyWF7iepP/Wgw8saUs3AJbGWFmMBgMBoPBYDhnjCgznDciqdsRs/XQd2kcUg7x3mDcNqoqgzCSOlusJJxK+WaOp8Wa7emWxFw95UoaaPdGJ191HLtYMatqeRSRbmEEPUeWyAhy6VojEiVVTbB0iWMHN3Ps4Oaax2J5SWBPLzTbYDAYDAaDwWCYDCPKDOeNUmugjLT7YfXjQ0v0gKgVaKFVMuQoibAS8Yx+TBaft4LaKpqIdIC0DHQ1DcbnoFlepaJWmimTQcXgwyvOlpWMPkJb1QRhHz68aZz4klFlf1MtMxgMBoPBMFeISM6BJb6REDONuaKG80L7eu24WP07e/KKOCOLbQJbCx/fVYS2Dnm2agtoBG6xTTFU5ZbHWLYi2mJZLcIKSW0CYhX0dtVzatl6XUGTvsLyKvs4+dpzlcw97ECQLwZKF+IRRw5t4sihigNjYCtG05XynJuHhn79Aqu3MxgMBoPBYDAYzgQjygznnabLHmaoVYudfFIVXQ51RpjvVipQoa2FVcmqvpDUc2TVJh4A7qgqz4nFssXQ6JjAGa1sVwqNzhVn0KSvg6dj2dq1WUEpTFq7L9rF+64nyrNlckyedNNlD5MYrghOGUE8L40wMxgMBoPBMOsIJYvVslm8jbW7Npwz5ooazhvt63fS8oaHy/dLIiaZkXiuKrc3gq6AlWa8lNRCJ5KVlkTQ1TM3D15K4LtgFdQ4C3yozKOJSAu9TEutVX5kV1oYgXEzZLYnCGywq6p3JWHWfEqS27GFXL2uykVSr3uscDMYDAaDwWAwGKaLEWWGWSefrK18ZYstgYGrBY7taZFWckz0UqJs8lFqd0wMKXINlSqaH9c29yVDECugaLFfsb3vXRyNE3nJ4dq1OZ625o9ntTBLZitujA2DFtl6VW6lVLLSLplJR+Nm2QwGg8FgMBgMhulg/ow0zAoL1+2sua/bBbUIkpGgENeiZqwVfixbMQMpVbusAHINleqWkpXqWMm9sbRdiZE23ZI4mo7Koq12PXpmrBDXArEkzAA8Vz9WiCtEJMjWq/LaAIaaTZnMYDAYDAbD3CAja05uhpnFiDLDrLJw3c7yTBlUOzSKsiCCSqtjplE/H7iME1OJoZJbYsUuv3pfvZ8qz40BJLKyLMxAm4GUzpvMyhphBtqZsXq2zHe1MCtVyEprKM2iHT5s5soMBoPBYDAYDGeGffpNDIZz59RznUjQVvNVtveBrc01SkIqtLUjY2ADCNy8FjuxLGUhBVpslXLI3FGFsnSwdCxbcW6EokCTisBWuJ6omWMruT7G8pLQVkRSC7OSRX5oV55zPUk+HhHP6wNbgQ6nVlILstLrMLllBoPBYDAYZpOS+cZsn9Mws5grajjvVOd4WYGuigW2KmZ9VapYkaxkhZXMN9x8bXZZIQmFpCKRETqjrFg5E2Gt2Cq5OjqewHO1YCqJLTsQNdb2el2VdVRX7QrxCCvQRh6lalhqUAuyICGQATScrDy3cuXus75OBoPBYDAYDIbXJqZSZpg1IglevNKuWKJ9/U5OPdeJWxRQ2vlQtwnm0pWWxZJdfklAZesVSbQVflSseo026nZFN19xXExlZFmkaTEotEiLK9y8wAq0+YiMKqLQDnRVLZaXFOIRdiBoOiWRvkJZ2tnRzin8lMAdCgFJJE2VzGAwGAwGw+wiQgsZzu6Ml5rl870WMJUyw3mnFCRdsrkvGWi0r985oZV8YKti+6LGCirVMqfK7j6RqQi7kTbdthjL6lbI0NbblCidu1Rt99yoRiRqw5HaNejj6OcbTurHI0efM4yJ8vGHllhloWiyygwGg8FgMBgMZ4oRZYZZoSTMquner9sa+57aUn7eHZMZVpoxg0qotJuvzJeFNgwvEIhi5W2oOSpb6ZcoxBW2J4jnBYmimYfryXGCUES15y6v/SXINgmkrwVadeZZtl6VbfVLgs8IM4PBYDAYDAbDmWBEmWHWaF+/k1heOxeWKlOBrUOk+57aUt4ulZHE8gIldSuiFVRaGP0qy3xZ1daoc8kUqYwsW9SXZstkpCtikQQlFYmsLO4nijlmleOXngOIZMW5MTmgysKsJMrCmCA5LBht1MKsbtgqz5YZDAaDwWAwzAYyknNyM8ws5ooaZoXu/Z2ceq4T29OthFagK0uxvCw7FpaqZYViS2GpcpVL185qiUiLpFI+WUlU2WOqbFqs1T4WlV0ZFUFxzqwUNF1tt18SV4V4hJ+SWJ4iOVCchwsgdCGf1vuVhFloKxav3cXy1cbsw2AwGAwGg8EwfYwoM8wapXBoEVXCmUszWy1veJju/Z1EUou2XDIqtxdWC6vSTFn1TFcsS7nFsRDXlbHQVuU5tLHCzHd11cxza4UZ6POWDDtKAdcD7VqYgZ4py6fB8rQtf2hXzu25imMHN8/U5TIYDAaDwWA4LSVL/Nm+GWYWc0UNs4rv6gpXdVXK9UR5vqyEjAS5ZGXoywq0+AI901W6VRO4FZt9z1Vlx8US2tmx4q44VpiV/tVirLJdac7N8hTOaEQsq6tk6X5RFomeWwnENsLMYDAYDAaDwXAmGFFmmBUWrtOtidUfrJQqTGMNNkrVshIlIw0lax0VS6KsZPoRy1YcFMcGOcsI4nktxKqFWYmSC2O8GFatnRqLzosnKucNXVEWZqGrZ9y8eMWgpHT+w4eN2YfBYDAYDAaDYXqYnDLDrLFw3c5yRcwrthlagTb0sANqbPBBm27YxUqUDHRAdKltsSTISlW30Nah0p6rcD1RPlYhHpVFXrWzY2DrQGkt3sAOtMV+Lq2I50U5r6zpBAQJgZ1TKCmwPEXoVh3HVcVZNv2Y52qzkabLHp75C2gwGAwGg8EwBhnKOcgpM3WdmcZcUcOsU5ojKwmnidqSZaRNPAK3ql3RElgFva87orCKgq0kymxP1AgvOxDISJQzyjxXlSthoEViSbBFUhuKVGef2YHAS2nHxSChH1eyWBHzFb6rhVxJIJaMRowgMxgMBoPBYDCcCUaUGWaNUpUssCnOfmmBVm3EYQcQKwqnQlIRy+r2wOr5sfgJjzCmBVpJpCUylXbI1ot3jmldrAizEkvX7Cp/XXFk1P9mi2YfMoLRelUWZvmGohtkg0BZgsSQFmbVuWiBreg6YGbKDAaDwWD4/9u79+Coyjz/45/T6XQnAZJBMhACIuBlYjY6MGTEBJ0sMwI6jFvWeEMdatlyKVEZUHTdxZkt0ZWLK1KU7ozsuAy6aomlGXdnFNfA7E8cTUAEwTCIrMMdjIgiAXLpy3l+f5z0SXcSLkJ3Hzp5v6q6NOc86XP6qYTiw/c53wfpQUv87oEZhWfig1LuUUvZIWcT6Pig1pRv3NDjPxZV9tcRyWcp8EVItt9Z1hgLZpJTDYvpGMwkJ7DFB7KOz7odPsd2x8aWNR7Ld5ZN+kNSuJdzLpwjN5jZPqmpt62j+bZ7LYIZAAAAThWhDGkTC0BS4vNjxucEm5ym2LJFq1MFLfuYkXyW7ByfZLe1sW+xZce9T6zb4v5tFW7wig9m8WGsKyG3+2Lsa9u9z6Z8oyPnGHePtKjfCWbNBZaOfMt2q3FO50fn693bafYBAACAk6PRB9IqvtmH7ZOyQ5ayIs5SRX/I6Y7okxPMjM/pfBjJjS1ftGTZTjiTbeRriiqa41M0aKm5t/P+sXb2+7dVuP/kEB8GuxLrshgvvntj7B4jAdMWAi3lHTJq7WOpqbed8B5OoHPCJJtIAwCAVPPZPvnS3HjDsHwx6ZhRpF1RSa2CLZYCLVbbJs/tVbH4/ctyjjqbRPub40JTrFrWxs52ni3LPeosNZTalyoOvqDupNWxeB2fO8tp8clnOxW4WCOR5t7Grc71uez4DT1OFgQBAACAGEIZ0u7Alkp3E+lejZayIpb7dUzuYaeJh/FJtt8JZ04XxvYljSboU1arkZ1tyReR8hotN5h9E8UXtQe32NLFQFvVTnIaj8SCWcxXg7reJLr4orouK28AAACpYNk+T15ILmYUngrlOM+SxWSHpNy2zaLt7LY9ybKc7ocxVtT5f6vVVlZz1A1vvrZAVlRSmxC0TkXH8bavvfIWDhi3I2RTnq0v+0clOUsc4/9Min+Pjs+T8XwZAAAAjodQhrTrX+os7QsHEitK/pAThqKBtkAWTTyf1RyVrzWqaG6WTND50Y0Fs5jCstNfNlh8UZ0CIct9nsxqa94R0+/S9uWKoYBzwt+27DI+kMWeJSOYAQCAVPNFLU9eSC5CGTwRC2YxvRrbNmW2nYqX8TnBLMZ/LCqT1fbcWXNUkV7twUxyljge+9bp30/D1ko1bK1UKODsT+aPWGrNsWXZiRtCxzfviAWzE1Xldu68POH7CGYAAADoiFAGzwRanOWJVls1KtZow/a3H5OcfchMllM5s9qWMfqPOcFMko4U+91lkF9+NOaM7slpaW/c9vZS5wAZH8yO19BjyPA17riugllXz6MBAACgZyKUwXOhnMRgFpN9zFbgy7Akyfh9MlmWor39bjCTpNC3A8o97OwfdibBLD5cxcJYUUltwpLFePGhq6P92yrcitjQoYnBLBDyKRDyyfYZghkAADhjPtvnyQvJxYzirBAfzCQnkEUDluy8LGUddTpuRHN8siLOIJPlVNn8zbZMlqVAi9xgdrrig9npPpv25Udj3OfSOgazhq2V7t5nBDMAAADEEMrgmW99r3MVKnDEKHDECS5ZIaNooO05sqMRt7tiJN8vX4stX8iW7bfkb7bli0iBFuf88apbp6KopPa09xg7uLlSx3pHZdlWp2CW1+RTxG8SNqUOhHzfaB81AACAjny25ckLyUUog6fig1lrnrMfmdS+H5llS+FvtW8QZvw+WXbXwUxqb8iRbge2VMr2OeErPphJzjNkts/Z+yw+mLHBNAAAACRCGc4CxicFm5z9yZrzE4OZL+JUlaK9/e5YSQnBLCav0ptAtn9b+xLE+GAmOV0c/RFLoYCdEMyokAEAACDGf/IhQOoceX+M7ByppbeUc9QJZtGAJFnKam3bJNp2wlh8p8bYcUkK/Mj7ilOsAibJ3VDasi35I+3nQgFbPrt9WePxGoUAAACcKivqky+a3jqLnebr9QTMKDzx5Udj9OVHY9Tc2yjQ4gSZlt7OuaxQ+7hIrk/hXrHKmWTZiRtKHx6Wna5bPq7YPmWxZ8WyQ5ZyWpxfray2SpnkVM1yWizZPqNAyMeeZQAAAJCUgaGstbVVI0aMkGVZ2rhxY8K53bt369prr1WvXr1UWFioGTNmKBQKJYypr69XVVWVcnNzNWjQID3yyCMyJvEv+qtXr9aoUaOUk5Oj4cOHa8mSJZ3uo7q6WqWlpQoGgyotLdVrr72W9M/aXR3YUqloW4DJilhq7m3cPcqa850x0YAU6tPW5CMkN5jZ/vYHS49+21I4YHRo45ntTZYMsWDms6Wo3yg7ZCV8Rn/Eku2TQgGjQIhgBgAAksOKWp68kFwZF8oeeOABFRcXdzoejUY1ceJEHTt2TO+++66WL1+u6upq3Xfffe6YxsZGjRs3TsXFxVq3bp2eeuopLVy4UIsWLXLH7NixQz/+8Y915ZVX6sMPP9SDDz6oGTNmqLq62h1TV1enm2++WZMnT9amTZs0efJk3XTTTVq7dm1qP3w3cHBzpbLaKkfxoSUcaA/GzfntSxOdpYyJwexYP8sNbNmhsyeYxTaeljoHs9gSxo7BjCWMAAAAyKhnyt58803V1NSourpab775ZsK5mpoabdmyRXv27HFD2xNPPKEpU6Zo7ty5ys/P14svvqiWlhY9++yzCgaDKisr07Zt27Ro0SLNmjVLlmVpyZIlGjJkiBYvXixJuvjii/XBBx9o4cKFuv766yVJixcv1rhx4zR79mxJ0uzZs7V69WotXrxYL730UvomJIMceX+MIgFJfsn4jLIiTmAxPiOrra1qVlvLe+NzOjEGm5z/jwbalzQ29bUUyjGSnL3JQjntwcxLu7dfLgWcNvex0BULZJLcjoux/4Y8vl8AANA9+Ez6W9T7DJWyZMuYUPb5559r6tSp+q//+i/l5eV1Ol9XV6eysrKEKtqECRPU2tqq9evXa+zYsaqrq1NVVZWCwWDCmNmzZ2vnzp0aNmyY6urqNH78+IT3njBhgpYuXapwOKzs7GzV1dXp3nvv7TQmFuS60traqtbWVvfrxsZGSVI4HFY4HP5Gc+GV2H2ezv1G7IDUIplAe4XMClkKZRll2ZbCxsj2S/6QJbU19gjlSblHpahfyjbS132MssOWspqkpqBRwLaU3eQEs0jUeDqPA8/9k/bu/JGas6TskE/NWc695jZaauxrK9Dqk6JGYb+R1WqpNWDLH7G05+MqFV2wStKZzS9ODXOcWsxv6jHHqcX8pl6mzXGm3CcyX0aEMmOMpkyZomnTpqm8vFw7d+7sNKahoUEDBgxIONa3b18FAgE1NDS4Y4YOHZowJvY9DQ0NGjZsWJfvM2DAAEUiER08eFADBw487pjYdboyf/58Pfzww52O19TUdBkyz2YrV648je+658wv/PVJzm9fcebXOCP3dX34i5N827bE+z69+cU3wRynFvObesxxajG/qZcpc9zU1OT1LaCH8DSUzZkzp8ugEm/dunWqra1VY2Oju1zweCyrcynVGJNwvOOYWJOPZIzp6voxs2fP1qxZs9yvGxsbde6552r8+PHKz88/7vedTcLhsFauXKlx48YpO/ubdz08ut6pQEb9UiRg5A+1L0HMOSY195Fag0b+qFMxMz4pnO3Mva9ttV8ky/lvdthSNMso0Gqp4Ls1Sfl8ybJ354+UdyzLbV4iSTlNUmNfW7nHfIoEjGKrDFpznIpZ0QWrznh+cXLMcWoxv6nHHKcW85t6mTbHsZVNZzMvGm/Q6CP5PA1l06dP16RJk044ZujQoXr00Ue1Zs2ahGWHklReXq7bbrtNzz33nIqKijo12jh06JDC4bBb1SoqKupUzTpw4IAknXSM3+9Xv379TjimY/UsXjAY7HT/kpSdnZ0RfyjFO9177nv5/9OR98fI8kn+iGT8kp0n5bVIoT5StiR/2Fne6PdZaskzKi6p1YEtlZKczoZ+I0X8kj9qacAl3mwWfSINWyuVKynLH3H2KWsLZpHeUlaWLSvgU07ECaW2z/m8Eb/RFzt+oG8Pe0dSZv5MZBrmOLWY39RjjlOL+U29TJnjTLhHdA+edl8sLCxUSUnJCV85OTl68skntWnTJm3cuFEbN27UihXOcq+XX35Zc+fOlSRVVFRo8+bN+uyzz9z3r6mpUTAY1KhRo9wx77zzTkKb/JqaGhUXF7vLGisqKjqV1GtqalReXu7+Yh5vTGVlZXInqBtq7m0UyjHKirRvCt2aJwVanPNRv1HEL7XkOaWxhq2V6l/qbA5tx/20et3Yoyt7P62Q7XPa+0faGprYPidM+mwpt8mn1hxb0bZn53xtHSZtn/Nq+PSqU74OAACA5HR/9uKF5MqIlvhDhgxRWVmZ+7roooskSeeff74GDx4sSRo/frxKS0s1efJkffjhh/rjH/+o+++/X1OnTnWXB956660KBoOaMmWKNm/erNdee03z5s1zOy9K0rRp07Rr1y7NmjVLH3/8sX77299q6dKluv/++937mTlzpmpqavTYY49p69ateuyxx7Rq1Srdc8896Z2YDPPlR2OUHXLmubm3cbstSk4wk6TCstpO3xcfzCSpqKTWPX622PtphXKbfE5VzJ8YzI71tnWst5PA4oOZ1L7htJQYOk/22QhmAAAA3UdGhLJTkZWVpTfeeEM5OTkaM2aMbrrpJl133XVauHChO6agoEArV67U3r17VV5errvuukuzZs1KeNZr2LBhWrFihd5++22NGDFC//Iv/6Inn3zSbYcvSZWVlVq+fLmWLVumSy+9VM8++6xefvlljR49Oq2fORPZPrnBLJQj+UPtVbJYdSwWuuLFglkstJ2Nwaw5z+4ymPnb9mWLD2aSEsbF27/dqZgd77MNvsDZqJpgBgAA0D1kRPfFjoYOHeo234g3ZMgQvf766yf83ksuuUTvvPPOCcdUVVVpw4YNJxxzww036IYbbjj5zcLV79L39OVHY9xgFg4YRf2W+nzvPfWSE0IatlaqqKRWRSW1bijpKqTFjsd/j5cGX1CnvZ9WuMGsOc9WKGCU02K5wSzid6pmvY763G0Bclp8amlr9hFte6+siKVI0NnTLPbZdm+/XJLczaZj1wMAAD2bFXVe6b4mkqvbVMqQWWLBzNkIumunErRiAe5sEKtgNec5IcsfsdSSY+RvW6YZq5i15iRuHp3T4lPEbxRsdc5H4zaZlqT925zw5bMtN5zFXw8AAACZjVCGtOp3aXvHxHDAWboX667Y1ZLEsyVwnarBF9Rp8AV17n3HB7Oiktq2NvlO6IoPZv6I5bb/l5xljf6IpZym9gdqnSYiTjDbufPyTtcGAAA9D40+ugdCGdKu36XvybR1KYx1J+wYzLqD+GDWUXwwC3XoJBmrmPlsp3V+TpNTdYsFs9g5ghkAAED3QCiDp3pKMIu0Pb1ZfFH7kkPbZxQIWQqErMR2/9mxJiFOS/2OwSz2r1MEMwAAEHumLN0vJBehDJ6Ib33fsftgd7L30wr32bDYssz4YBY71zGYxZ+PBTOf7YyTlBDMAAAAkNkIZfBMfDArLKtN2Iusu+kYzGIVsvhzsa0COoaziN/Isi1lRaxOwcxnW3RhBAAAyHCEMniqsKy2yw2ju4v4Domx8LV7++VqynNKXPHBLNz2bFlWpHPVLBwwMj4nnMUHs9gzZgQzAAB6Jsv25oXkIpQBKRYfzGyfcfcaiw9m8UsaJac5iO1zljrmHfUpp8nZ7yw+mPVu9LnvKRHMAAAAMhWhDEii2GbWHcVa5UvOvmMdg9mBLZXu82GxjaX9EWdp4tF850R8MMuKWDqab7vPltk+w75lAAD0QJZtZEXT/LKPv88sTg+hDN2WebrMs2t3DGYNWyu199MKtyIWH8ws22mNnxXXOj/iN+5yR0kJwawlx1nqGP9sWey9AAAAkHkIZejW0h3M4tv5dwxmscpXfDALhHzKiki5TT73mTKf3f6KdzTfbquOtR+LBTMAAABkLkIZui3rzs2SvA1m+7dVaP+2Cve5r/hgFtufrSXPKCsi5TQ7v45FF6xyg1tXLe9tnxKqaCxbBACg56LRR/dAKEO35mUwKyqpTdjsOT6YxYTa9h+LBbN48cEs/pk0572cYNadtxEAAADoKQhl6PasOze74SzdYlWz+GAWOxYLWbFgdqQg2un7YxW1WGfF+GDWsWMjAADoedLe5KPtheQilAEpFh/MAiFLBze3P2sWC1nxFa+9O3+U8P2xMfHBjCWLAAAA3QehDEgDZymj3E2huwpmg4f+0T22e/vlCd/fMZgBAABIkmzjzQtJRSgD0iRWDesqmJ2Kk1XIYk1FAAAAkFkIZUAaxQezwrKum3QMHvrH09p3LL7VPuEMAAAgc/i9vgGgp0llx8Tii+oIZAAA9CBeNN6g0UfyEcqADNBV90VJbgCL78RIV0YAAIDMwvJFIAN01ehj9/bL3U2k46tjB7ZU6sCWb/a8GgAAyFA0+ugWCGVAhjheB8augpmkhGC299MKOjcCAACcpQhlQAaJ78A4ZPgatyFIxG9UfFGdDmypdLs7Sp3DGMEMAABkgtbWVo0YMUKWZWnjxo0J53bv3q1rr71WvXr1UmFhoWbMmKFQKOTNjSYJz5QBGabj82WxYPb1hjEKyFIkYBTxS7bPKBCy3EpaLKzt/bSCzacBAOguorbzSvc1U+yBBx5QcXGxNm3alHjpaFQTJ07Ut7/9bb377rv68ssv9bd/+7cyxuipp55K+X2lCpUyIMP4bOcVX/X68qMxivqlljwjf8iSPyL5bEtZEUvBFp/7fZIT5vZ+Stt8AABwdnrzzTdVU1OjhQsXdjpXU1OjLVu26IUXXtDIkSN11VVX6YknntAzzzyjxsZGD+42OQhlQIaJdVeMBbO9n1aoOc9Wc56t7JClljynUpYdsiRJrTl2QjCLD3MEMwAAMpxte/OS1NjYmPBqbW0944/z+eefa+rUqXr++eeVl5fX6XxdXZ3KyspUXFzsHpswYYJaW1u1fv36M76+VwhlQAaKD2b+iKVAWwBrzrPd5YqxilqwxafWHFs+21LxRe3PpNk+50UwAwAAp+Pcc89VQUGB+5o/f/4ZvZ8xRlOmTNG0adNUXl7e5ZiGhgYNGDAg4Vjfvn0VCATU0NBwRtf3Es+UARmq+CJnGaLtc0JYLJiFAkY5TZaaetvKbfLJZzvnCsvaN62OLWGMvQ8AAMhQtgfPlLVVyvbs2aP8/Hz3cDAY7HL4nDlz9PDDD5/wLdetW6fa2lo1NjZq9uzZJxxrWVanY8aYLo9nCkIZkMHiw1Uo4DT26HXUJ+OT8o761NTb1rcO+tSa1/kPKZp9AACAM5Gfn58Qyo5n+vTpmjRp0gnHDB06VI8++qjWrFnTKdyVl5frtttu03PPPaeioiKtXbs24fyhQ4cUDoc7VdAyCaEMyHDxwSwrYsn2SVG/UXbIUt5Rn74utKmGAQAAzxQWFqqwsPCk45588kk9+uij7tf79+/XhAkT9PLLL2v06NGSpIqKCs2dO1efffaZBg4cKMlp/hEMBjVq1KjUfIA0IJQB3cDgC+q0f1uF++xYdshSONDeCn/vpxXqddSnviPe8/hOAQBAMlm2LctO7/LFVF1vyJAhCV/37t1bknT++edr8ODBkqTx48ertLRUkydP1uOPP66vvvpK999/v6ZOnXpKVbuzFaEMPU7D1kpJkj+ihOesugvbZxQOOP8fe55Mko71tqWNYySJcAYAADJSVlaW3njjDd11110aM2aMcnNzdeutt3bZPj+TEMrQ48T264r4pYObK7tFMNv7aYXbS9VnO8HMZ7dvHB3r0Hist61eR2m6CgBAt9FNN4+WnOfMjDGdjg8ZMkSvv/56Wu4hXfjbGXqc/qVOCPPZ7cEs08U37bB98S3zLfkj7eEsELKokgEAAJxlCGXoMb78aIz7//HBrLs4XjdF2yc3mMU+NwAAAM4ehDL0KF0Fs8KyWjVsrXSfNctkgy9o3xy6qKRWRSXOZ4yvngEAgG7Etr15IakIZegx+l3qLNvrKpjFdIdg1lF8OAMAAMDZh1CGHqWrYCYpIbR0x2AGAAC6qagtRaNpflEpSza6L6LHiQWzjopKaglkAAAASDtCGRCHZX4AACCjePGMF8+UJR3LFwEAAADAQ4QyAAAAAPAQyxcBAACATBVrvpHuayKpqJQBAAAAgIeolAEAAAAZythRmTRXroxNpSzZqJQBAAAAgIcIZQAAAADgIZYvAgAAAJnKjjqvdF8TSUWlDAAAAAA8RKUMAAAAyFS0xO8WqJQBAAAAgIcIZQAAAADgIZYvAgAAAJnKtj1o9GGn93o9AJUyAAAAAPAQlTIAAAAgU0Ujzivd10RSUSkDAAAAAA9RKQMAAAAylIlGZdLcoj7d1+sJqJQBAAAAgIcIZQAAAADgIZYvAgAAAJnKjjivdF8TSUUoA7qhg5sr3f8vLKv18E4AAABwMixfBLqh+CAWH9AAAEA3Y0fa2+Kn60WlLOkIZUA3VVhW64YzghkAAMDZi+WLQDfH8kUAAICzG6EMAAAAyFAmGpXxpXc5IfuUJR/LFwEAAADAQ1TKAAAAgExFS/xugUoZAAAAAHiIShkAAACQqaIRKc3PlClKpSzZqJQBAAAAgIcIZQAAAADgIZYvAgAAABnKRMMyvnDar4nkolIGAAAAAB6iUgYAAABkKBONeFApo9FHslEpAwAAAAAPEcoAAAAAwEMsXwQAAAAylR1xXum+JpKKShkAAAAAeCijQtkbb7yh0aNHKzc3V4WFhfrpT3+acH737t269tpr1atXLxUWFmrGjBkKhUIJY+rr61VVVaXc3FwNGjRIjzzyiIwxCWNWr16tUaNGKScnR8OHD9eSJUs63Ut1dbVKS0sVDAZVWlqq1157LfkfGAAAADgBY4edtvjpfNm0xE+2jAll1dXVmjx5sv7u7/5OmzZt0nvvvadbb73VPR+NRjVx4kQdO3ZM7777rpYvX67q6mrdd9997pjGxkaNGzdOxcXFWrdunZ566iktXLhQixYtcsfs2LFDP/7xj3XllVfqww8/1IMPPqgZM2aourraHVNXV6ebb75ZkydP1qZNmzR58mTddNNNWrt2bXomAwAAAEC3kRHPlEUiEc2cOVOPP/64br/9dvf4d77zHff/a2pqtGXLFu3Zs0fFxcWSpCeeeEJTpkzR3LlzlZ+frxdffFEtLS169tlnFQwGVVZWpm3btmnRokWaNWuWLMvSkiVLNGTIEC1evFiSdPHFF+uDDz7QwoULdf3110uSFi9erHHjxmn27NmSpNmzZ2v16tVavHixXnrppS4/Q2trq1pbW92vGxsbJUnhcFjhcGb8a0PsPjPlfjMN85t6zHFqMb+pxxynFvObepk2xxlxn9GwZKX5Ptk8OukyIpRt2LBB+/btk8/n08iRI9XQ0KARI0Zo4cKF+qu/+itJTvWqrKzMDWSSNGHCBLW2tmr9+vUaO3as6urqVFVVpWAwmDBm9uzZ2rlzp4YNG6a6ujqNHz8+4foTJkzQ0qVLFQ6HlZ2drbq6Ot17772dxsSCXFfmz5+vhx9+uNPxmpoa5eXlnc60eGblypVe30K3xvymHnOcWsxv6jHHqcX8pl6mzHFTU5PXt4AeIiNC2fbt2yVJc+bM0aJFizR06FA98cQTqqqq0rZt23TOOeeooaFBAwYMSPi+vn37KhAIqKGhQZLU0NCgoUOHJoyJfU9DQ4OGDRvW5fsMGDBAkUhEBw8e1MCBA487JnadrsyePVuzZs1yv25sbNS5556r8ePHKz8//5tNiEfC4bBWrlypcePGKTs72+vb6XaY39RjjlOL+U095ji1mN/Uy7Q5jq1sAlLN01A2Z86cLqtH8datWyfbtiVJv/jFL9wlhMuWLdPgwYP1yiuv6I477pAkWZbV6fuNMQnHO46JNflIxpiurh8TDAYTKnQx2dnZGfGHUrxMvOdMwvymHnOcWsxv6jHHqcX8pl6mzHEm3KOJRmTSvHzRRGmJn2yehrLp06dr0qRJJxwzdOhQHTlyRJJUWlrqHg8Ggxo+fLh2794tSSoqKurUaOPQoUMKh8NuVauoqKhTNevAgQOSdNIxfr9f/fr1O+GYjtUzAAAAADgZT0NZYWGhCgsLTzpu1KhRCgaD+uSTT3TFFVdIcsrfO3fu1HnnnSdJqqio0Ny5c/XZZ59p4MCBkpzntYLBoEaNGuWOefDBBxUKhRQIBNwxxcXF7rLGiooK/eEPf0i4fk1NjcrLy91/LamoqNDKlSsTniurqalRZWXlGcwGAAAA8M0YOyRjZ6X9mkiujGiJn5+fr2nTpumhhx5STU2NPvnkE915552SpBtvvFGSNH78eJWWlmry5Mn68MMP9cc//lH333+/pk6d6j6zdeuttyoYDGrKlCnavHmzXnvtNc2bN8/tvChJ06ZN065duzRr1ix9/PHH+u1vf6ulS5fq/vvvd+9n5syZqqmp0WOPPaatW7fqscce06pVq3TPPfekd2IAAAAAZLyMaPQhSY8//rj8fr8mT56s5uZmjR49Wv/7v/+rvn37SpKysrL0xhtv6K677tKYMWOUm5urW2+9VQsXLnTfo6CgQCtXrtTdd9+t8vJy9e3bV7NmzUpowDFs2DCtWLFC9957r371q1+puLhYTz75pPssmyRVVlZq+fLl+uUvf6l//ud/1vnnn6+XX35Zo0ePTt+EAAAAAOgWMiaUZWdna+HChQkhq6MhQ4bo9ddfP+H7XHLJJXrnnXdOOKaqqkobNmw44ZgbbrhBN9xwwwnHAAAAACkVDUtWmv9Kzz5lSZcRyxcBAAAAoLvKmEoZAAAAgEQmGpax0tzog0pZ0lEpAwAAAAAPUSkDAAAAMpSxQzLR9NZZaImffFTKAAAAAMBDhDIAAAAA8BDLFwEAAIAMZaJhGdHoI9NRKQMAAAAAD1EpAwAAADKUiYZk0lxnMVEafSQblTIAAAAA8BChDAAAAAA8xPJFAAAAIEMZOyRjWWm/JpKLShkAAAAAeIhKGQAAAJChnEYfaa6U0egj6aiUAQAAAICHqJQBAAAAGcrZPDrdlTI2j042KmUAAAAA4CFCGQAAAAB4iOWLAAAAQIYydquMTJqvSaOPZKNSBgAAAAAeolIGAAAAZKpoq4xJb6VMVMqSjkoZAAAAAHiIUAYAAAAAHmL5IgAAAJChTDSU9uWLxmafsmSjUgYAAAAAHqJSBgAAAGQoE22VMXZ6r0mlLOmolAEAAACAh6iUAQAAABmKSln3QKUMAAAAADxEKAMAAAAAD7F8EQAAAMhQTkv8dC9fjKT1ej0BlTIAAAAA8BCVMgAAACBD2XaLLJPev9LbhkpZslEpAwAAAAAPUSkDAAAAMlTURHvENbs7QhkAAACQYQKBgIqKirSl4QNPrl9UVKRAIODJtbsjQplHjDGSpMbGRo/v5NSFw2E1NTWpsbFR2dnZXt9Ot8P8ph5znFrMb+oxx6nF/KZeps1x7O9psb+3nU1ycnK0Y8cOhUIhT64fCASUk5PjybW7I0KZR44cOSJJOvfccz2+EwAAAJzIkSNHVFBQ4PVtdJKTk0Mw6iYsczZG/x7Atm3t379fffr0kWVZXt/OKWlsbNS5556rPXv2KD8/3+vb6XaY39RjjlOL+U095ji1mN/Uy7Q5NsboyJEjKi4uls9HfzykDpUyj/h8Pg0ePNjr2zgt+fn5GfEHaaZiflOPOU4t5jf1mOPUYn5TL5Pm+GyskKH7IfIDAAAAgIcIZQAAAADgIUIZTlkwGNRDDz2kYDDo9a10S8xv6jHHqcX8ph5znFrMb+oxx0DXaPQBAAAAAB6iUgYAAAAAHiKUAQAAAICHCGUAAAAA4CFCGQAAAAB4iFDWA73xxhsaPXq0cnNzVVhYqJ/+9KcJ53fv3q1rr71WvXr1UmFhoWbMmKFQKJQwpr6+XlVVVcrNzdWgQYP0yCOPqGPPmNWrV2vUqFHKycnR8OHDtWTJkk73Ul1drdLSUgWDQZWWluq1115L/gf2SGtrq0aMGCHLsrRx48aEc8zx6dm5c6duv/12DRs2TLm5uTr//PP10EMPdZo75tcbv/71rzVs2DDl5ORo1KhR+tOf/uT1LXlu/vz5+v73v68+ffqof//+uu666/TJJ58kjDHGaM6cOSouLlZubq7++q//Wn/+858TxrS2turnP/+5CgsL1atXL/3N3/yN9u7dmzDm0KFDmjx5sgoKClRQUKDJkyfr66+/ThhzKr8bmWz+/PmyLEv33HOPe4z5PXP79u3Tz372M/Xr1095eXkaMWKE1q9f755njoEkMOhRXn31VdO3b1/z9NNPm08++cRs3brVvPLKK+75SCRiysrKzNixY82GDRvMypUrTXFxsZk+fbo75vDhw2bAgAFm0qRJpr6+3lRXV5s+ffqYhQsXumO2b99u8vLyzMyZM82WLVvMM888Y7Kzs82rr77qjqmtrTVZWVlm3rx55uOPPzbz5s0zfr/frFmzJj2TkWIzZsww11xzjZFkPvzwQ/c4c3z63nzzTTNlyhTz1ltvmb/85S/mv//7v03//v3Nfffd545hfr2xfPlyk52dbZ555hmzZcsWM3PmTNOrVy+za9cur2/NUxMmTDDLli0zmzdvNhs3bjQTJ040Q4YMMUePHnXHLFiwwPTp08dUV1eb+vp6c/PNN5uBAweaxsZGd8y0adPMoEGDzMqVK82GDRvM2LFjzXe/+10TiUTcMVdffbUpKysztbW1pra21pSVlZmf/OQn7vlT+d3IZO+//74ZOnSoufTSS83MmTPd48zvmfnqq6/MeeedZ6ZMmWLWrl1rduzYYVatWmU+/fRTdwxzDJw5QlkPEg6HzaBBg8x//Md/HHfMihUrjM/nM/v27XOPvfTSSyYYDJrDhw8bY4z59a9/bQoKCkxLS4s7Zv78+aa4uNjYtm2MMeaBBx4wJSUlCe99xx13mMsvv9z9+qabbjJXX311wpgJEyaYSZMmnf6HPEusWLHClJSUmD//+c+dQhlznFz/+q//aoYNG+Z+zfx647LLLjPTpk1LOFZSUmL+6Z/+yaM7OjsdOHDASDKrV682xhhj27YpKioyCxYscMe0tLSYgoICs2TJEmOMMV9//bXJzs42y5cvd8fs27fP+Hw+8z//8z/GGGO2bNliJCX8g0BdXZ2RZLZu3WqMObXfjUx15MgRc+GFF5qVK1eaqqoqN5Qxv2fuH//xH80VV1xx3PPMMZAcLF/sQTZs2KB9+/bJ5/Np5MiRGjhwoK655pqEJQZ1dXUqKytTcXGxe2zChAlqbW11lyrU1dWpqqoqYePHCRMmaP/+/dq5c6c7Zvz48QnXnzBhgj744AOFw+ETjqmtrU3q5063zz//XFOnTtXzzz+vvLy8TueZ4+Q6fPiwzjnnHPdr5jf9QqGQ1q9f32kuxo8f3+Pm4mQOHz4sSe7P7I4dO9TQ0JAwd8FgUFVVVe7crV+/XuFwOGFMcXGxysrK3DF1dXUqKCjQ6NGj3TGXX365CgoKEsac7HcjU919992aOHGirrrqqoTjzO+Z+/3vf6/y8nLdeOON6t+/v0aOHKlnnnnGPc8cA8lBKOtBtm/fLkmaM2eOfvnLX+r1119X3759VVVVpa+++kqS1NDQoAEDBiR8X9++fRUIBNTQ0HDcMbGvTzYmEono4MGDJxwTe49MZIzRlClTNG3aNJWXl3c5hjlOnr/85S966qmnNG3aNPcY85t+Bw8eVDQaZS5OwhijWbNm6YorrlBZWZmk9p+3E81dQ0ODAoGA+vbte8Ix/fv373TN/v37n/BnuuPvRiZavny5NmzYoPnz53c6x/yeue3bt+vpp5/WhRdeqLfeekvTpk3TjBkz9J//+Z+SmGMgWQhl3cCcOXNkWdYJXx988IFs25Yk/eIXv9D111+vUaNGadmyZbIsS6+88or7fpZldbqGMSbheMcxpq1BQjLGdHV9r53qHD/11FNqbGzU7NmzT/h+zHGiU53fePv379fVV1+tG2+8UX//93+fcI759QZzcWLTp0/XRx99pJdeeqnTudOZu5P9TJ/umEyyZ88ezZw5Uy+88IJycnKOO475PX22bet73/ue5s2bp5EjR+qOO+7Q1KlT9fTTTyeMY46BM+P3+gZw5qZPn65JkyadcMzQoUN15MgRSVJpaal7PBgMavjw4dq9e7ckqaioSGvXrk343kOHDikcDrv/OlVUVNTpX6QOHDggSScd4/f71a9fvxOO6fivYGeDU53jRx99VGvWrElYFidJ5eXluu222/Tcc88xx1041fmN2b9/v8aOHauKigr95je/SRjH/KZfYWGhsrKymIsT+PnPf67f//73eueddzR48GD3eFFRkSSnAjBw4ED3ePzcFRUVKRQK6dChQwmVhgMHDqiystId8/nnn3e67hdffJHwPif73cg069ev14EDBzRq1Cj3WDQa1TvvvKN/+7d/cztdMr+nb+DAgQl/b5Ckiy++WNXV1ZL4GQaSJk3PruEscPjwYRMMBhMafYRCIdO/f3/z7//+78aY9odo9+/f745Zvnx5pyYJ3/rWt0xra6s7ZsGCBZ2aJFx88cUJ1582bVqnJgnXXHNNwpirr746o5sk7Nq1y9TX17uvt956y0gyr776qtmzZ48xhjk+U3v37jUXXnihmTRpUkLXrhjm1xuXXXaZufPOOxOOXXzxxT2+0Ydt2+buu+82xcXFZtu2bV2eLyoqMo899ph7rLW1tcsmCS+//LI7Zv/+/V02SVi7dq07Zs2aNV02STjR70amaWxsTPgzt76+3pSXl5uf/exnpr6+nvlNgltuuaVTo4977rnHVFRUGGP4GQaShVDWw8ycOdMMGjTIvPXWW2br1q3m9ttvN/379zdfffWVMaa93eyPfvQjs2HDBrNq1SozePDghHazX3/9tRkwYIC55ZZbTH19vfnd735n8vPzu2wnfu+995otW7aYpUuXdmon/t5775msrCyzYMEC8/HHH5sFCxZ0u3biO3bsOG5LfOb4m9u3b5+54IILzA9/+EOzd+9e89lnn7mvGObXG7GW+EuXLjVbtmwx99xzj+nVq5fZuXOn17fmqTvvvNMUFBSYt99+O+HntampyR2zYMECU1BQYH73u9+Z+vp6c8stt3TZTnzw4MFm1apVZsOGDeaHP/xhl+3EL730UlNXV2fq6urMJZdc0mU78RP9bnQH8d0XjWF+z9T7779v/H6/mTt3rvm///s/8+KLL5q8vDzzwgsvuGOYY+DMEcp6mFAoZO677z7Tv39/06dPH3PVVVeZzZs3J4zZtWuXmThxosnNzTXnnHOOmT59ekLrcGOM+eijj8yVV15pgsGgKSoqMnPmzHErDDFvv/22GTlypAkEAmbo0KHm6aef7nQ/r7zyivnOd75jsrOzTUlJiamurk7+h/ZQV6HMGOb4dC1btsxI6vIVj/n1xq9+9Stz3nnnmUAgYL73ve+5bd97suP9vC5btswdY9u2eeihh0xRUZEJBoPmBz/4gamvr094n+bmZjN9+nRzzjnnmNzcXPOTn/zE7N69O2HMl19+aW677TbTp08f06dPH3PbbbeZQ4cOJYw5ld+NTNcxlDG/Z+4Pf/iDKSsrM8Fg0JSUlJjf/OY3CeeZY+DMWca0PbkOAAAAAEg7ui8CAAAAgIcIZQAAAADgIUIZAAAAAHiIUAYAAAAAHiKUAQAAAICHCGUAAAAA4CFCGQAAAAB4iFAGAAAAAB4ilAEAAACAhwhlAAAAAOAhQhkAAAAAeIhQBgA4I1988YWKioo0b94899jatWsVCARUU1Pj4Z0BAJAZLGOM8fomAACZbcWKFbruuutUW1urkpISjRw5UhMnTtTixYu9vjUAAM56hDIAQFLcfffdWrVqlb7//e9r06ZNWrdunXJycry+LQAAznqEMgBAUjQ3N6usrEx79uzRBx98oEsvvdTrWwIAICPwTBkAICm2b9+u/fv3y7Zt7dq1y+vbAQAgY1ApAwCcsVAopMsuu0wjRoxQSUmJFi1apPr6eg0YMMDrWwMA4KxHKAMAnLF/+Id/0KuvvqpNmzapd+/eGjt2rPr06aPXX3/d61sDAOCsx/JFAMAZefvtt7V48WI9//zzys/Pl8/n0/PPP693331XTz/9tNe3BwDAWY9KGQAAAAB4iEoZAAAAAHiIUAYAAAAAHiKUAQAAAICHCGUAAAAA4CFCGQAAAAB4iFAGAAAAAB4ilAEAAACAhwhlAAAAAOAhQhkAAAAAeIhQBgAAAAAeIpQBAAAAgIf+P94ZpO4+/N0QAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 10))\n",
    "ax1 = fig.add_subplot(111)\n",
    "swp.DBZH.pipe(wrl.georef.georeference_dataset).plot(\n",
    "    x=\"x\", y=\"y\", ax=ax1, cmap=\"turbo\", cbar_kwargs=dict(shrink=0.8)\n",
    ")\n",
    "ax1.plot(0, 0, \"rx\", markersize=12)\n",
    "ax1.set_title(f\"{swp.time.values.astype('M8[s]')}\")\n",
    "ax1.grid()\n",
    "ax1.set_aspect(\"equal\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Basic MapMaking with cartopy\n",
    "\n",
    "The data will be georeferenced as `Azimuthal Equidistant Projection` centered at the radar. For the map projection we will use `Mercator`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "map_trans = ccrs.AzimuthalEquidistant(\n",
    "    central_latitude=swp.latitude.values, central_longitude=swp.longitude.values\n",
    ")\n",
    "map_proj = ccrs.Mercator(central_longitude=swp.longitude.values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_borders(ax):\n",
    "    borders = cfeature.NaturalEarthFeature(\n",
    "        category=\"cultural\", name=\"admin_0_countries\", scale=\"10m\", facecolor=\"none\"\n",
    "    )\n",
    "    ax.add_feature(borders, edgecolor=\"black\", lw=2, zorder=4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 8))\n",
    "ax = fig.add_subplot(111, projection=map_proj)\n",
    "cbar_kwargs = dict(shrink=0.7, pad=0.075)\n",
    "pm = swp.DBZH.pipe(wrl.georef.georeference_dataset).plot(\n",
    "    ax=ax, x=\"x\", y=\"y\", cbar_kwargs=cbar_kwargs, cmap=\"turbo\", transform=map_trans\n",
    ")\n",
    "plot_borders(ax)\n",
    "ax.gridlines(draw_labels=True)\n",
    "ax.plot(\n",
    "    swp.longitude.values, swp.latitude.values, transform=map_trans, marker=\"*\", c=\"r\"\n",
    ")\n",
    "ax.set_title(f\"{swp.time.values.astype('M8[s]')}\")\n",
    "ax.set_xlim(-15e4, 45e4)\n",
    "ax.set_ylim(565e4, 610e4)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plot on curvelinear grid\n",
    "\n",
    "For Xarray DataArrays wradlib uses a so-called accessor (`wradlib`). To plot on curvelinear grids projection has to be set to `cg`, which uses the matplotlib AXISARTIS namespace."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(14, 8))\n",
    "\n",
    "pm = swp.DBZH.pipe(wrl.georef.georeference_dataset).wradlib.plot(\n",
    "    proj=\"cg\", fig=fig, cmap=\"turbo\"\n",
    ")\n",
    "\n",
    "ax = plt.gca()\n",
    "\n",
    "# apply eye-candy\n",
    "caax = ax.parasites[0]\n",
    "paax = ax.parasites[1]\n",
    "ax.parasites[1].set_aspect(\"equal\")\n",
    "t = plt.title(f\"{vol[0].time.values.astype('M8[s]')}\", y=1.05)\n",
    "cbar = plt.colorbar(pm, pad=0.075, ax=paax)\n",
    "caax.set_xlabel(\"x_range [m]\")\n",
    "caax.set_ylabel(\"y_range [m]\")\n",
    "plt.text(1.0, 1.05, \"azimuth\", transform=caax.transAxes, va=\"bottom\", ha=\"right\")\n",
    "cbar.set_label(\"reflectivity [dBZ]\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Making a vertical cut of the volume (fake RHI)\n",
    "#### New function cross_section_ppi since Wradlib 1.18. Similar to Py-ART's cross_section_ppi"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The volume elements need to have time dimension even if it is a single timestep (because how utility functions in wradlib work), then we add time dimension first:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "# we create an empty volume\n",
    "vol2 = wrl.io.xarray.RadarVolume()\n",
    "\n",
    "# we take each element in vol, add time dimension and append it to vol2\n",
    "for vv in vol:\n",
    "    vol2.append(vv.expand_dims(\"time\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We apply the function to extract a cross section of the volume at a certain azimuth:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract a single azimuth\n",
    "azimuth = 260.5\n",
    "rec_rhi = wrl.util.cross_section_ppi(vol2, azimuth)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot the result:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7efb8c984f10>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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eHh5o06aNSdcoG1hUZN26dRg/fjzeeOMNvfE5AODt7Q2O4+Dp6WkwKLZv377YuXMnLly4gA4dOuju68GDB3p/OADg4cOHRl9nU4wYMQK//PILTp06ZdIg/rIePHgAAJDL5Xr7BQKBwc/i7t27+PnnnyEUCo2eq3TQurF7BGB0H1Dy3vPy8jK41qNHjyASiSq81t27dwEAzzzzjNFyPF7JdzSO47B//3588MEHWLRoEaZPnw4fHx8MHz4c8+fP1/uDYQ5Tr9OrVy98+OGHKCgowL59+/D888/D19cXERER2LdvH8LCwnDt2jW92WZ3797FlStXKn397969C8ZYua93WFiY3mNj5UrfD6XvD1OV93lRdn/pz7X0cyQ7OxuMMQQGBhocXxq4ldblwYMHBu/Xp+tcytT3RnlEIpHJnyl8Pr/C57dv346hQ4filVdewYwZMyCXyyEQCPD555/j66+/Nih/584d9OnTB3Xr1sX27dvL/T0oq7zX2dh+W32GAyWf45V9hhPnUyMCsE2bNmHkyJFITEzU23///n3UqlVLb9/Zs2cxePBgdOvWTTfbztpKAzeFQqELmErrZysHDx5Ejx49TCp77do1g8H/xqxbtw6vv/46Ro0ahS+++MLgG6hEIkGjRo2QmZlpcCxjDMCTD/mWLVsCAP766y80b95cV06tVuPSpUsVtg5VpOx1qqr0wzIzMxN16tTRq1fZP75+fn5o1aoV5s+fb/RcpX8ofX19jQ7iN/Y6AcZb//z8/ODr62t0oDYAXSDj5+cHAPjxxx9Rv359o2VL1a9fH2vXrgUA/P333/j++++RkJAApVKJL774osJjq8KU6/Ts2RPvvfceDh06hP3792Pu3Lm6/cnJyQgNDdU9LuXn5weJRGL0D3bp86X/chyHw4cP6/0+liq7rzRQeVrpz8rYH1NrKP1SmZGRYfDcnTt3ADy5P19fX6PvpbL7qvLeMOb69eu6n0NlDhw4gO7du5f7/KZNmxAaGorvvvtO7/2uUCgMyubm5uKFF16AVqvF7t27IZPJqlz3qnr6M/xpNBOYVKRGBGAcxxl8aP7666+4ffs2GjZsqNuXnp6Ovn37IiwsDNu2bSv3m7KllQYzZ8+e1fu2+fPPPxuUtdY3odIuSFOY0gW5fv16vP766xgxYgS++uqrcpv/X3rpJSQlJeHIkSPo3Lmzbv/u3bvh4eGBFi1aAAA6duyIwMBArF+/Xq+r5Mcff0R+fn6VcoE9bePGjRAKhSZ1gRhT+kdj8+bNeuf4/vvvDWY29u/fH7t370aDBg3g7e1d7jm7deuG77//3iC1xtatW02uV//+/bF161ZoNBp07Nix3HLR0dEQCAS4evWqQTdmRRo3bow5c+Zg27ZtOH36tMnHVVV51+nQoQO8vLywYsUKZGZmonfv3gBKWsYWLlyI77//Hs2bN9d7r/bv3x+JiYnw9fWtMDAo7Za+fft2pbNzASAvLw+7du3S64bcsmULeDwennvuuercdpVJpVJ07NgR27dvx5IlSyCRSACUdPNv2rQJdevW1aUI6dGjB3bt2oW7d+/qWu80Gg2+++47vXNW971RqrQL0hRNmjSp8HmO4yASifQ+RzIzMw1mQSqVSrz44ou4fv06UlJSULdu3SrXuzqe/gx/OoXOrl27DMo+3StR+nMiNVONCMD69++P9evXo2nTpmjVqhVSU1OxePFig1/Ovn374tGjR1i1ahXOnz+v91yDBg1Qu3Ztq9TvhRdegI+PD8aOHYsPPvgAAoEA69evN0jZAJS0BG3duhXfffcdwsLC4ObmpmsdMoenpyfat29v9nmAkrEaY8eORZs2bTB+/HiD1py2bdvqPoTi4+OxefNmvPLKK/jwww9Rt25d/Pjjj9i1a5feHxI+n49FixYhNjYW48ePx3/+8x/8888/mDlzJnr37q03XurgwYPo2bMn3n//fbz//vsAgMWLF+PChQvo2bMn6tati6ysLKxduxbJyclISEjQfduvqmbNmmHEiBFYsWIFhEIhevXqhXPnzmHJkiUG3YIffPAB9u7di86dO2PKlClo0qQJiouLcf36dezevRtffPEF6tati1GjRmH58uUYMWIEPvroIzRs2BC//fYbfv/9dwCmtdYNGzYMmzdvxgsvvID//ve/6NChA4RCIW7duoUDBw5g0KBBePHFFxESEoIPPvgAs2fPxr///os+ffrA29sbd+/exYkTJyCVSjFv3jycPXsWkyZNwiuvvIJGjRpBJBLhjz/+wNmzZ/HOO++Y9Fp1794dBw8e1LU6GmPqdfh8Prp164aff/4ZoaGhaNCgAQCgS5cuEIvF2L9/P6ZMmaJ37ri4OGzbtg3PPfccpk6dilatWkGr1SI9PR3JycmYPn06OnbsiC5duuCNN97AmDFjcOrUKTz33HOQSqXIyMhASkoKWrZsibfeekt3Xl9fX7z11ltIT09H48aNsXv3bqxZswZvvfUW6tWrZ9JrYwlJSUno3bs3evTogfj4eIhEInz22Wc4d+4cvv32W13wMmfOHOzatQvPP/883n//fbi7u+PTTz81SMVh6nujPCKRyGKfKf3798f27dsxYcIEvPzyy7h58yY+/PBDBAYG4p9//tGVmzp1Kv744w8kJiYiPz8fx44d0z1Xu3Zt3fvE0uRyOXr16oWkpCR4e3ujfv362L9/P7Zv325QtvTzeuHChejbty/4fD5atWplcjcpYPwzDigZ+tCtWzfs379ft69nz544ePCgwRdC4gDsOgXARrKzs9nYsWOZv78/c3d3Z127dmWHDx9m3bp105tRiApm6ZTOYilvFqRUKjW4bnkzwerXr8/69eunt+/EiROsc+fOTCqVsjp16rC5c+eyr776ymDW4fXr11lUVBTz9PRkAFj9+vX16vXDDz/ondfYLBxrK52ZV95WdhZleno6GzZsGPP29mYikYi1atWq3PQQW7ZsYa1atWIikYjJ5XI2ZcoUvVlfjD15LZ6e5bRr1y7WtWtXVrt2bSYQCJinpyd79tln2bfffmvSPVWUhkKhULDp06czf39/5ubmxjp16sSOHj3K6tevrzcLkjHG7t27x6ZMmcJCQ0OZUChkPj4+LCIigs2ePZvl5+frvSZDhgxhHh4ezNPTk7300kts9+7dBjPuynvvMVYyE3fJkiWsdevWzM3NjXl4eLCmTZuy8ePHs3/++Uev7M6dO1mPHj2Yl5cXE4vFrH79+uzll19m+/btY4wxdvfuXTZ69GjWtGlTJpVKmYeHB2vVqhVbvny50RQnxt77ERERTC6Xl/8iV/E6H3/8MQPAxo0bp7e/d+/eDADbtWuXwfnz8/PZnDlzWJMmTZhIJGIymYy1bNmSTZ06VW9WIGOMff3116xjx45MKpUyiUTCGjRowEaOHKk3S7H0Pv/880/Wvn17JhaLWWBgIHv33XernLKlKp8XjDGjqS4OHz7Mnn/+eV2dO3XqxH7++WeDY//v//5Pl8pCLpezGTNmsC+//NLo72dl7w1bWbBgAQsJCWFisZg1a9aMrVmzxuD3snQmqbHt6d/Fsp8PpbMgy86QLT3/vXv39PYb+73LyMhgL7/8MvPx8WEymYyNGDGCnTp1yuDzV6FQsNdff53Vrl2bcRyn95ob+5kyxgw+S4x9xpUeX3aWfOlrQhwPx1gFX0cJIQBKEjzOmzcPKpUKHMdVOmjYGhITEzFnzhykp6fbrGulqrRaLbRaLXr27IkHDx7g3LlzAEq66Xx8fLBixQpMnDjRzrW0nO7du+P+/fu6+ySEEFPViC5IQixFKBRCKpWavAB4da1atQoA0LRpU6hUKvzxxx/45JNPMGLECIcNvgBgyJAhunE5peP3AODQoUOoU6eOSSldCCGkJqAWMEJMcOfOHd1sMj6fb/XFpr/++mssX74c169fh0KhQL169RATE4M5c+ZUaayIrV29ehXZ2dkASma5Ph2EuSJTWsA0Gk2F497s1aJKCLEvCsAIIcSKSicflKd+/foGawESQlyfXTPhHzp0CAMGDEBQUBA4jsPOnTvLLTt+/HhwHIcVK1bo7VcoFJg8eTL8/PwglUoxcOBA3Lp1S69MdnY2YmNjIZPJIJPJEBsbi0ePHumVSU9Px4ABAyCVSuHn54cpU6ZAqVRa6E4JITXV6tWrK8wCbyzdDCHE9dl1DFhBQQFat26NMWPGVJhnZufOnTh+/LjR/FNxcXH4+eefsXXrVvj6+mL69Ono378/UlNTdc36MTExuHXrli4p5RtvvIHY2FjdB59Go0G/fv1Qu3ZtpKSk4MGDBxg1ahQYY1i5cqUV7pwQUlNUluOKEFJD2W8Cpj4AbMeOHQb7b926xerUqcPOnTvH6tevz5YvX6577tGjR0woFLKtW7fq9t2+fZvxeDy2Z88exhhjFy5cYADYsWPHdGVKF9u9dOkSY4yx3bt3Mx6Pp7fY7bfffsvEYjHLycmx8J0SQgghpKZz6FmQWq0WsbGxmDFjhtHBvKmpqVCpVIiKitLtCwoKQnh4OI4cOYLo6GgcPXoUMplMLxt4p06dIJPJcOTIETRp0gRHjx5FeHi4XgtbdHQ0FAoFUlNTy12iR6FQ6C09odVq8fDhQ/j6+pq08CshhJCaiTGGvLw8BAUFVXspNFMUFxdbbDiNSCQyWPOYVJ9DB2ALFy6EQCAwyGhdKjMzEyKRyGBZl4CAAN26ZpmZmfD39zc41t/fX69M2QV1vb29IRKJyl1/DyjJPF1RJmhCCCGkIjdv3rRaapni4mKE1vdAZpbGIueTy+W4du0aBWEW4rABWGpqKj7++GOcPn26yq1JjDG9Y4wdX50yZc2aNQvTpk3TPc7JyUG9evVw8+ZNg2VoCCGEkFK5ubkIDg6Gp6en1a6hVCqRmaXBjdQQeHma18qWm6dF/YjrUCqVFIBZiMMGYIcPH0ZWVpbeWmoajQbTp0/HihUrcP36dcjlciiVSmRnZ+u1gmVlZekWdpbL5bh7967B+e/du6dr9ZLL5Th+/Lje89nZ2VCpVAYtY08Ti8UGi3wDgJeXFwVghBBCKmWL4Soenhw8PM27jhY0rMbS7JqGoiKxsbE4e/Ys0tLSdFtQUBBmzJihW5Q4IiICQqEQe/fu1R2XkZGBc+fO6QKwyMhI5OTk6C0Iffz4ceTk5OiVOXfuHDIyMnRlkpOTIRaLERERYYvbJYQQQqxCw7QW2Yhl2bUFLD8/H1euXNE9vnbtGtLS0uDj44N69erB19dXr7xQKIRcLtdN65bJZBg7diymT58OX19f+Pj4ID4+Hi1btkSvXr0AAM2aNUOfPn0wbtw4rF69GkBJGor+/fvrzhMVFYXmzZsjNjYWixcvxsOHDxEfH49x48ZRSxYhhBCnpgWDFublXDf3eGLIri1gp06dQtu2bXXLukybNg1t27bF+++/b/I5li9fjsGDB2Po0KHo0qUL3N3d8fPPP+st7bF582a0bNkSUVFRiIqKQqtWrbBx40bd83w+H7/++ivc3NzQpUsXDB06FIMHD8aSJUssd7OEEEIIIY/RUkQWlJubC5lMhpycHGo5I4QQUi5b/L0ovcady3UtMgg/qMkt+vtmQQ47BowQQggh5tMwZpGtKj7//HO0atVKNyktMjISv/32m+55xhgSEhIQFBQEiUSC7t274/z585a+dYdGARghhBBCLKpu3bpYsGABTp06hVOnTuH555/HoEGDdEHWokWLsGzZMqxatQonT56EXC5H7969kZeXZ+ea2w4FYIQQQogLKx2Eb+5WFQMGDMALL7yAxo0bo3Hjxpg/fz48PDxw7NgxMMawYsUKzJ49G0OGDEF4eDg2bNiAwsJCbNmyxUqvguOhAIwQQghxYVowaMzczJkFqdFosHXrVhQUFCAyMhLXrl1DZmam3jKCYrEY3bp1w5EjRyxxy07BYROxEkIIIcSx5Obm6j0uLyE5APz111+IjIxEcXExPDw8sGPHDjRv3lwXZJVNdB4QEIAbN25Yp+IOiFrACCGEEBdmyS7I4OBgyGQy3ZaUlFTudZs0aYK0tDQcO3YMb731FkaNGoULFy7oni+7CkBly/+5GmoBI4QQQlxYdWYxGjsHAIO1jstr/QIAkUiEhg0bAgDat2+PkydP4uOPP8bbb78NAMjMzERgYKCufFZWVoXL/7kaagEjhBBCiElK00qUbhUFYGUxxqBQKBAaGgq5XK63jKBSqcTBgwd1SwTWBNQCRgghhLgw7ePN3HNUxbvvvou+ffsiODgYeXl52Lp1K/7880/s2bMHHMchLi4OiYmJaNSoERo1aoTExES4u7sjJibGzJo6DwrACCGEEBdWOpPR3HNUxd27dxEbG4uMjAzIZDK0atUKe/bsQe/evQEAM2fORFFRESZMmIDs7Gx07NgRycnJ8PT0NKuezoSWIrIgWoqIEEKIKWy5FNHZC/7wNHMporw8LVo1z6K/bxZEY8AIIYQQQmyMuiAJIYQQF2aPMWCkchSAEUIIIS5MCw4amJdfS2vm8cQQdUESQgghhNgYtYARQgghLkzLSjZzz0EsiwIwQgghxIVpLNAFae7xxBB1QRJCCCGE2Bi1gBFCCCEujFrAHBMFYIQQQogL0zIOWmbmLEgzjyeGqAuSEEIIIcTGqAWMEEIIcWHUBemYKAAjhBBCXJgGPGjM7PDSWKgu5AkKwAghhBAXxiwwBozRGDCLozFghBBCCCE2Ri1ghBBCiAujMWCOiQIwQgghxIVpGA8aZuYYMFqKyOKoC5IQQgghxMaoBYwQQghxYVpw0JrZ3qIFNYFZGgVghBBCiAujMWCOibogCSGEEEJsjFrACCGEEBdmmUH41AVpaRSAEUIIIS6sZAyYmYtxUxekxVEXJCGEEEKIjVELGCGEEOLCtBZYC5JmQVoeBWCEEEKIC6MxYI6JAjBCCCHEhWnBozxgDojGgBFCCCGE2Bi1gBFCCCEuTMM4aJiZiVjNPJ4YogCMEEIIcWEaCwzC11AXpMVRFyQhhBBCiI1RCxghhBDiwrSMB62ZsyC1NAvS4uzaAnbo0CEMGDAAQUFB4DgOO3fu1D2nUqnw9ttvo2XLlpBKpQgKCsLIkSNx584dvXMoFApMnjwZfn5+kEqlGDhwIG7duqVXJjs7G7GxsZDJZJDJZIiNjcWjR4/0yqSnp2PAgAGQSqXw8/PDlClToFQqrXXrhBBCiE2UdkGauxHLsusrWlBQgNatW2PVqlUGzxUWFuL06dN47733cPr0aWzfvh1///03Bg4cqFcuLi4OO3bswNatW5GSkoL8/Hz0798fGo1GVyYmJgZpaWnYs2cP9uzZg7S0NMTGxuqe12g06NevHwoKCpCSkoKtW7di27ZtmD59uvVunhBCCCE1FseYY7QrchyHHTt2YPDgweWWOXnyJDp06IAbN26gXr16yMnJQe3atbFx40a8+uqrAIA7d+4gODgYu3fvRnR0NC5evIjmzZvj2LFj6NixIwDg2LFjiIyMxKVLl9CkSRP89ttv6N+/P27evImgoCAAwNatWzF69GhkZWXBy8vLpHvIzc2FTCZDTk6OyccQQgipeWzx96L0GqtPR0DiYd6Io6J8Nca3S6W/bxbkVG2KOTk54DgOtWrVAgCkpqZCpVIhKipKVyYoKAjh4eE4cuQIAODo0aOQyWS64AsAOnXqBJlMplcmPDxcF3wBQHR0NBQKBVJTU8utj0KhQG5urt5GCCGEOJLSRKzmbsSynOYVLS4uxjvvvIOYmBhd9J2ZmQmRSARvb2+9sgEBAcjMzNSV8ff3Nzifv7+/XpmAgAC95729vSESiXRljElKStKNK5PJZAgODjbrHgkhhBBSMzhFAKZSqTBs2DBotVp89tlnlZZnjIHjniSNe/r/5pQpa9asWcjJydFtN2/erLRuhBBCiC2VrgVp7kYsy+FfUZVKhaFDh+LatWvYu3evXt+zXC6HUqlEdna23jFZWVm6Fi25XI67d+8anPfevXt6Zcq2dGVnZ0OlUhm0jD1NLBbDy8tLbyOEEEIciRacRTZiWQ4dgJUGX//88w/27dsHX19fvecjIiIgFAqxd+9e3b6MjAycO3cOnTt3BgBERkYiJycHJ06c0JU5fvw4cnJy9MqcO3cOGRkZujLJyckQi8WIiIiw5i0SQgghVkUtYI7JrolY8/PzceXKFd3ja9euIS0tDT4+PggKCsLLL7+M06dP45dffoFGo9G1Uvn4+EAkEkEmk2Hs2LGYPn06fH194ePjg/j4eLRs2RK9evUCADRr1gx9+vTBuHHjsHr1agDAG2+8gf79+6NJkyYAgKioKDRv3hyxsbFYvHgxHj58iPj4eIwbN45atQghhBBicXYNwE6dOoUePXroHk+bNg0AMGrUKCQkJGDXrl0AgDZt2ugdd+DAAXTv3h0AsHz5cggEAgwdOhRFRUXo2bMn1q9fDz6fryu/efNmTJkyRTdbcuDAgXq5x/h8Pn799VdMmDABXbp0gUQiQUxMDJYsWWKN2yaEEEJsxjJrQVILmKU5TB4wV0B5wAghhJjClnnAFp181iJ5wGY+c5j+vlkQhbSEEEIIITZGi3ETQgghLkxrgS5ISsRqeRSAEUIIIS5My3jQmjmL0dzjiSF6RQkhhBBCbIxawAghhBAXpgEHjZmJVM09nhiiFjBCCCHEhZV2QZq7mSopKQnPPPMMPD094e/vj8GDB+Py5ct6ZRhjSEhIQFBQECQSCbp3747z589b+tYdGgVghBBCCLGYgwcPYuLEiTh27Bj27t0LtVqNqKgoFBQU6MosWrQIy5Ytw6pVq3Dy5EnI5XL07t0beXl5dqy5bVEXJCGEEOLCNDC/C1FThbJ79uzRe7xu3Tr4+/sjNTUVzz33HBhjWLFiBWbPno0hQ4YAADZs2ICAgABs2bIF48ePN6uuzoJawAghhBAXZskuyNzcXL1NoVBUev2cnBwAJcsIAiXLDmZmZupWpwEAsViMbt264ciRI1Z4BRwTBWCEEEKIC7PkYtzBwcGQyWS6LSkpqcJrM8Ywbdo0dO3aFeHh4QCgW9c5ICBAr2xAQIDuuZqAuiAJIYQQYpKbN2/qLUUkFosrLD9p0iScPXsWKSkpBs9xnH63KGPMYJ8rowCMEEIIcWEMHLRmjgFjj4/38vIyeS3IyZMnY9euXTh06BDq1q2r2y+XywGUtIQFBgbq9mdlZRm0irky6oIkhBBCXJgluyBNwRjDpEmTsH37dvzxxx8IDQ3Vez40NBRyuRx79+7V7VMqlTh48CA6d+5ssft2dNQCRgghhBCLmThxIrZs2YKffvoJnp6eunFdMpkMEokEHMchLi4OiYmJaNSoERo1aoTExES4u7sjJibGzrW3HQrACCGEEBemZRy0zLwuyKoc//nnnwMAunfvrrd/3bp1GD16NABg5syZKCoqwoQJE5CdnY2OHTsiOTkZnp6eZtXTmVAARgghhLgwDXjQmDniqCrHM8YqLcNxHBISEpCQkGBGrZwbjQEjhBBCCLExagEjhBBCXJituyCJaSgAI4QQQlyYFjxozezwMvd4YoheUUIIIYQQG6MWMEIIIcSFaRgHjZldiOYeTwxRAEYIIYS4MBoD5pgoACOEEEJcGGM8aKuQyb68cxDLoleUEEIIIcTGqAWMEEIIcWEacNCYuRi3uccTQxSAEUIIIS5My8wfw6WtPLk9qSLqgiSEEEIIsTEKwAghhBAXpn08CN/czRmpVCr06NEDf//9t72rYoC6IAkhhBAXpgUHrZljuMw93l6EQiHOnTsHjnO8+jtnSEsIIYQQYoKRI0di7dq19q6GAWoBI4QQQlxYTc+Er1Qq8dVXX2Hv3r1o3749pFKp3vPLli2zS70oACOEEEJcmCXGcDnrGDAAOHfuHNq1awcABmPB7Nk1SQEYIYQQQlzWgQMH7F0FoygAI4QQQlyYFhZYC9JJB+GXdevWLXAchzp16ti7KjQInxBCCHFl7PEsSHM25sQBmFarxQcffACZTIb69eujXr16qFWrFj788ENotVq71YtawAghhBAXpmUWaAFz4kH4s2fPxtq1a7FgwQJ06dIFjDH83//9HxISElBcXIz58+fbpV4UgBFCCCHEZW3YsAFfffUVBg4cqNvXunVr1KlTBxMmTKAAjBBCCCGWV9NnQT58+BBNmzY12N+0aVM8fPjQDjUq4byvKCGEEEIqVdoFae7mrFq3bo1Vq1YZ7F+1ahVat25thxqVoBYwQgghhLisRYsWoV+/fti3bx8iIyPBcRyOHDmCmzdvYvfu3XarF7WAEUIIIS7M3BmQllhL0p66deuGv//+Gy+++CIePXqEhw8fYsiQIbh8+TKeffZZu9XLrgHYoUOHMGDAAAQFBYHjOOzcuVPvecYYEhISEBQUBIlEgu7du+P8+fN6ZRQKBSZPngw/Pz9IpVIMHDgQt27d0iuTnZ2N2NhYyGQyyGQyxMbG4tGjR3pl0tPTMWDAAEilUvj5+WHKlClQKpXWuG1CCCHEZmp6F2R6ejoCAwMxf/58bNu2Ddu3b8dHH32EoKAgpKen261edg3ACgoKyu2bBUqaDZctW4ZVq1bh5MmTkMvl6N27N/Ly8nRl4uLisGPHDmzduhUpKSnIz89H//79odFodGViYmKQlpaGPXv2YM+ePUhLS0NsbKzueY1Gg379+qGgoAApKSnYunUrtm3bhunTp1vv5gkhhBBidaGhobh3757B/gcPHiA0NNQONSph1zFgffv2Rd++fY0+xxjDihUrMHv2bAwZMgRAyVTSgIAAbNmyBePHj0dOTg7Wrl2LjRs3olevXgCATZs2ITg4GPv27UN0dDQuXryIPXv24NixY+jYsSMAYM2aNYiMjMTly5fRpEkTJCcn48KFC7h58yaCgoIAAEuXLsXo0aMxf/58eHl52eDVIIQQQiyvpucBY4wZXfMxPz8fbm5udqhRCYcdhH/t2jVkZmYiKipKt08sFqNbt244cuQIxo8fj9TUVKhUKr0yQUFBCA8Px5EjRxAdHY2jR49CJpPpgi8A6NSpE2QyGY4cOYImTZrg6NGjCA8P1wVfABAdHQ2FQoHU1FT06NHDNjdNCCGEWFhNDcCmTZsGoGTB7ffeew/u7u665zQaDY4fP442bdrYqXYOHIBlZmYCAAICAvT2BwQE4MaNG7oyIpEI3t7eBmVKj8/MzIS/v7/B+f39/fXKlL2Ot7c3RCKRrowxCoUCCoVC9zg3N9fU2yOEEEKIFZ05cwZASQvYX3/9BZFIpHtOJBKhdevWiI+Pt1f1HDcAK1W22bC8psSKyhgrX50yZSUlJWHevHkV1oUQQgixp5raAnbgwAEAwJgxY/Dxxx873HAih01DIZfLAcCgBSorK0vXWiWXy6FUKpGdnV1hmbt37xqc/969e3plyl4nOzsbKpXKoGXsabNmzUJOTo5uu3nzZhXvkhBCCLEuBvNTUTB734QZVqxYAbVabbD/4cOHdu25ctgALDQ0FHK5HHv37tXtUyqVOHjwIDp37gwAiIiIgFAo1CuTkZGBc+fO6cpERkYiJycHJ06c0JU5fvw4cnJy9MqcO3cOGRkZujLJyckQi8WIiIgot45isRheXl56GyGEEOJIanoaimHDhmHr1q0G+7///nsMGzbMDjUqYdcALD8/H2lpaUhLSwNQMvA+LS0N6enp4DgOcXFxSExMxI4dO3Du3DmMHj0a7u7uiImJAQDIZDKMHTsW06dPx/79+3HmzBmMGDECLVu21M2KbNasGfr06YNx48bh2LFjOHbsGMaNG4f+/fujSZMmAICoqCg0b94csbGxOHPmDPbv34/4+HiMGzeOgipCCCHEiR0/ftzoZLru3bvj+PHjdqhRCbuOATt16pTei1I6Y2HUqFFYv349Zs6ciaKiIkyYMAHZ2dno2LEjkpOT4enpqTtm+fLlEAgEGDp0KIqKitCzZ0+sX78efD5fV2bz5s2YMmWKbrbkwIED9XKP8fl8/Prrr5gwYQK6dOkCiUSCmJgYLFmyxNovASGEEGJVNXUMWCmFQmG0C1KlUqGoqMgONSrBMcacuWvXoeTm5kImkyEnJ4dazgghhJTLFn8vSq/x3M8TIJCKzTqXukCBQwM+c8q/b927d0fLli2xcuVKvf0TJ07E2bNncfjwYbvUy+FnQRJCCCGEVNf8+fPRq1cv/O9//0PPnj0BAPv378fJkyeRnJxst3o57CB8QgghhJivpg/C79KlC44ePYrg4GB8//33+Pnnn9GwYUOcPXvWrotxUwsYqZFCvlmA6yPfsXc1CCHE6hjjwMwMoMw93t7atGmDzZs327saeigAIzVOyLpFAL/ycoQQQlxLUVERVCqV3j57jWmjLkhCCCHEhZmbhLV0c1aFhYWYNGkS/P394eHhAW9vb73NXigAIzVKg62J9q4CIYTYVE0fAzZjxgz88ccf+OyzzyAWi/HVV19h3rx5CAoKwjfffGO3elEXJCGEEEJc1s8//4xvvvkG3bt3x2uvvYZnn30WDRs2RP369bF582YMHz7cLvWiFjBSY4SsW2TvKhBCiM2VDsI3d3NWDx8+RGhoKICS8V4PHz4EAHTt2hWHDh2yW70oACMOIeTTpfauAiGEuKSa3gUZFhaG69evAwCaN2+O77//HkBJy1itWrXsVi8KwEi1hXy6lAInQghxcDW9BWzMmDH43//+BwCYNWuWbizY1KlTMWPGDLvVi8aAkRohdFMSKPcEIYTUPFOnTtX9v0ePHrh06RJOnTqFBg0aoHXr1narF7WAEbsL+8S6rWj119LYL0JIzcUs0P1Y1RawQ4cOYcCAAQgKCgLHcdi5c2eZOjEkJCQgKCgIEokE3bt3x/nz5y12zz4+Prh//z4A4LXXXkNeXp7uuXr16mHIkCF2Db4ACsAIIYQQl8YAMGbmVsVrFhQUoHXr1li1apXR5xctWoRly5Zh1apVOHnyJORyOXr37q0XKJlDqVQiNzcXALBhwwYUFxdb5LyWRF2QxKWFrF5C73JCCLGxvn37om/fvkafY4xhxYoVmD17NoYMGQKgJEgKCAjAli1bMH78eLOvHxkZicGDByMiIgKMMUyZMgUSicRo2a+//trs61UHtYCRammwZJm9q0AIIcQElsyEn5ubq7cpFIoq1+fatWvIzMxEVFSUbp9YLEa3bt1w5MgRi9zzpk2b8MILLyA/Px8cxyEnJwfZ2dlGN3uhtgFiN2GfLMW/U6bbuxqEEOLSLLkYd3BwsN7+uXPnIiEhoUrnyszMBAAEBATo7Q8ICMCNGzeqX8ky51qwYAEAIDQ0FBs3boSvr69Fzm0pFIARl1WSeJUaeQkhxFJu3rypt3i1WCyu9rk4Tj8oZIwZ7LOEa9euWfyclkABGKmysE+WgnPwhVnrr10EjmIvQgiBlnHgzGwBK03E6uXlpReAVYdcLgdQ0hIWGBio25+VlWXQKubK6E8UqbFCvllg7yoQQojVmT0D8vFmKaGhoZDL5di7d69un1KpxMGDB9G5c2fLXcjBUQBG7CJkzWLDfRbKql+SdLUSGnrrE0KIteTn5yMtLQ1paWkASroB09LSkJ6eDo7jEBcXh8TEROzYsQPnzp3D6NGj4e7ujpiYGPtW3IaoC5JUScjnS8B73P3IU3HQCqv+tSjsk6VAmdnAPA2gtXKieqYt+ZcvUUNTRG99QkjNYMlB+KY6deoUevTooXs8bdo0AMCoUaOwfv16zJw5E0VFRZgwYQKys7PRsWNHJCcnw9PT06x6OhNqBiDVxlNaZhyYK82ENKn1jRBCbMgea0F2794djDGDbf369QBKBuAnJCQgIyMDxcXFOHjwIMLDw61w9yV1+eabb1BUVGSV81cXBWDEbI60ILexrs2nlbaCWeXaGxZa7+SEEFJN5i5DVLo5q4iICMycORNyuRzjxo3DsWPH7F0lABSAkSqw9pqNtqBVUNcjIYTUJEuXLsXt27fxzTff4N69e3juuefQvHlzLFmyBHfv3rVbvSgAIy6jJO9X+ayZliJsS6L1Tk4IIWZwtFmQ9sDn8zFo0CDs3LkTt2/fRkxMDN577z0EBwdj8ODB+OOPP2xeJwrASLUxnvm/kZZqVau/tuLgCwA4ocYi1yKEEGdSEkCZOwbM3ndhGSdOnMD777+PJUuWwN/fH7NmzYK/vz8GDBiA+Ph4m9aF+mMIMVPopiRK+koIIQ4qKysLGzduxLp16/DPP/9gwIAB2Lp1K6Kjo3WZ94cOHYrBgwdjyZIlNqsXBWCkynjFPIu0fv07ZbrNxpVpFXzwxJZvAQvZsBCcldNnEEKIOeyRhsKR1K1bFw0aNMBrr72G0aNHo3bt2gZlOnTogGeeecam9aIAjDi9kDWLqTOdEELKwR5v5p7DWe3fvx/PPvtshWW8vLxw4MABG9WoBP3ZImbhqar/raiylBGWwqmt8zZv+P1HVjkvIYQQy5k7dy4ePXpksD83NxfPP/+87Sv0GAVgpEoEeSX9bUxU8n3IUslYS1k6pxgnVVn0fKUo4SohxFnYIxGrIzl48CCUSqXB/uLiYhw+fNgONSpBXZCkSrRuWvCKrRO3W2M5IlYgtOwJCSHE2dTQPsizZ88CABhjuHDhAjIzM3XPaTQa7NmzB3Xq1LFX9SgAI1Wn9tSY1fWo9dQAav3jrTEgn2mBsrW0RCb8kHWLwFFcRwhxFpZowXLCFrA2bdqA4zhwHGe0q1EikWDlypV2qFkJCsCIyXjFPGjdLLOWD1fMA7PQuYyen2edZYdCvlkA6rknhBDHd+3aNTDGEBYWhhMnTujNfhSJRPD39wefb79p7BSAEbvgmHVbtDmhBkxR+S9WyDcLcH3kO1asCSGE2JclMtk7YyLW+vXrAwC0WisuAmwGCsCIRYR8uhTXJ063dzUAAKxIAE6irryghgfwTf/FDNmw0LBPkxBCHFxNzAO2a9cu9O3bF0KhELt27aqw7MCBA21UK30UgJFqMScZK5ev3zIV9slS/DvFgsGbtvIPCr5EDU0Rvf0JIcQVDR48GJmZmfD398fgwYPLLcdxHDQa+yxTR4NZiM1dm/wk2LJo4AWYFHxVR8nYL9NQigpCiENhnGU2J6LVauHv76/7f3mbvYIvgAIwYiZLLElkUSb0KFZ1cH5Vgi9CCHE0pWPAzN2c1fXr1+1dBaMoACMmuzJzKoAnyVhLOUw2fGP5yUSG0ZZWYZ2uR4HEOklfCSGEVF9YWBi6du2K1atX4+HDh/aujg4FYKTKyqaisHQ2/OpiRoKtsrgqvuPrr11kUjmtilbkJoQ4KGahzUmdOnUKkZGR+OijjxAUFIRBgwbhhx9+gEKhsGu9KAAjDqc6yxFxJo794oSm9/ebGnwRQogjq+lLEbVr1w6LFy9Geno6fvvtN/j7+2P8+PHw9/fHa6+9Zrd6OXQAplarMWfOHISGhkIikSAsLAwffPCBXk4PxhgSEhIQFBQEiUSC7t274/z583rnUSgUmDx5Mvz8/CCVSjFw4EDcunVLr0x2djZiY2Mhk8kgk8kQGxtrdPHOmu7pZYhK14OsDq2n8UCIZ7/xkIQQQlwYx3Ho0aMH1qxZg3379iEsLAwbNmywW30cOgBbuHAhvvjiC6xatQoXL17EokWLsHjxYr2lAxYtWoRly5Zh1apVOHnyJORyOXr37o28vDxdmbi4OOzYsQNbt25FSkoK8vPz0b9/f73ZDzExMUhLS8OePXuwZ88epKWlITY21qb3W9NVd0bk9XEzKi3DaTloTUjMWmVWmnVJCCEWVUO7H5928+ZNLFq0CG3atMEzzzwDqVSKVatW2a0+Dp0I6ejRoxg0aBD69esHAAgJCcG3336LU6dOAShp/VqxYgVmz56NIUOGAAA2bNiAgIAAbNmyBePHj0dOTg7Wrl2LjRs3olevXgCATZs2ITg4GPv27UN0dDQuXryIPXv24NixY+jYsSMAYM2aNYiMjMTly5fRpEkTO9y9YzN3PUirMjYzU8vp9psyCzJkw0JQ1lVCiCuoiYlYn/bll19i8+bN+L//+z80adIEw4cPx86dOxESEmLXejl0C1jXrl2xf/9+/P333wCA//3vf0hJScELL7wAoGSdp8zMTERFRemOEYvF6NatG44cOQIASE1NhUql0isTFBSE8PBwXZmjR49CJpPpgi8A6NSpE2Qyma4MMcQzNuvQAXFS68xOVBfb9vtL2JZEhG1JtOk1CSEuoIYPwv/www/RoUMHnDp1CufPn8e7775r9+ALcPAWsLfffhs5OTlo2rQp+Hw+NBoN5s+fj//85z8AgMzMTABAQECA3nEBAQG4ceOGroxIJIK3t7dBmdLjS7PlluXv768rY4xCodCbRZGbm1uNuyQW5aYF1Prf1FiB0OTDQ9YsNq1Lk8fAjHQ/Mg0PXBWWNyKEEGJd6enp4DjHa8Fz6ADsu+++w6ZNm7Blyxa0aNECaWlpiIuLQ1BQEEaNGqUrV/aFZYxV+mKXLWOsfGXnSUpKwrx580y9HVIGV8wDe5zSwuLLET3GtLbrSLRmixi1fBFCqo+D+Z+EjhfAVOTs2bMIDw8Hj8fDX3/9VWHZVq1a2ahW+hw6AJsxYwbeeecdDBs2DADQsmVL3LhxA0lJSRg1ahTkcjmAkhaswMBA3XFZWVm6VjG5XA6lUons7Gy9VrCsrCx07txZV+bu3bsG1793755B69rTZs2ahWnTpuke5+bmIjg42Iw7dh6WSMbKsZJW7X+nTEfYJ1VPPVHp+XkmjPfSWK4blSfQWiUfGAVfhBCzWKIL0cm6INu0aaPr3WrTpg04jgN7Kp1/6eOK1oJ8+u+7qebMmQMfHx+Tyjp0AFZYWAgeT/8PJJ/P16WhCA0NhVwux969e9G2bVsAgFKpxMGDB7Fw4UIAQEREBIRCIfbu3YuhQ4cCADIyMnDu3DksWlSS5ykyMhI5OTk4ceIEOnToAAA4fvw4cnJydEGaMWKxGGKx2LI37SS0blq9MWDmJGMNWbMYPCsMR+SEGjBrzHw0gi/WVHmJI0IIIdZx7do11K5dW/f/6lixYgUiIyMhEolMKp+SkoJJkya5RgA2YMAAzJ8/H/Xq1UOLFi1w5swZLFu2TJc4jeM4xMXFITExEY0aNUKjRo2QmJgId3d3xMTEAABkMhnGjh2L6dOnw9fXFz4+PoiPj0fLli11syKbNWuGPn36YNy4cVi9ejUA4I033kD//v1pBqQJGI/hanzVvilw+dYNjFiRAJxEbdVr6K6l5aBVl4wLI4QQh1MDW8Dq16+v+/+NGzfQuXNnCAT6IY9arcaRI0f0ypa1Y8cOo2PEjfH09KxSHR16GtvKlSvx8ssvY8KECWjWrBni4+Mxfvx4fPjhh7oyM2fORFxcHCZMmID27dvj9u3bSE5O1nshli9fjsGDB2Po0KHo0qUL3N3d8fPPP4PPfxIEbN68GS1btkRUVBSioqLQqlUrbNy40ab36wyuzJxqkdmP1yaXP97r+kQLjAWzUX4ugVQJOPH0bEJIDcA4y2xOqkePHkbXgMzJyUGPHj3KPW7dunWQyWQmX2f16tUVDlsqy6FbwDw9PbFixQqsWLGi3DIcxyEhIQEJCQnllnFzc8PKlSv1EriW5ePjg02bNplRW1JVWk+NwYxFy5zYtHPyJWpcHfau5a9PCCHEYZQ3oe7BgweQSqXlHvf0ZD9TlPa8mcqhAzDiHKra/Wh1WlTatqspEuD6mJlmXaaiLsfQTUm4NmJWtc7b8PuPcGXonOpWixBC9DBWspl7DmdTmqCd4ziMHj1ab8y2RqPB2bNnKxznDZTkEIuJiUGDBg2MPp+bm4u4uDh8/fXXVa6fQ3dBEsdn6iLYpjI3FYWtBsJr1fSrQwhxEjU0EWvp2s6MMXh6euoey2QyyOVyvPHGG5X2fM2dOxcdOnTAvn37jD5fVFRU7fUkqQWMuAxOy4GZMBCeE2pxfeQ75l1MwzO6crhAooJGaZuZl4QQQsq3bt06ACXLGM6YMQPu7u7VOs+gQYPwwgsvYOHChZg6darF6kdf40m1qT01uDLTcm9GWzE7+Con0701coARQojZavgg/JEjR+L27dsG+//55x9cv369wmM5jsOCBQuwbt06zJkzB6NGjYJSqbRIvSgAI9VWNhmrPZmyfJBFOPGHECGkZuKYZTZnNXr0aKPrOh8/fhyjR4+u8NjS5K3Dhw/HoUOH8Oeff+K5555DRkaG2fWiAIxUmyVbv6yxDFFZnJar9sD4khM48ScQIaTmqqFjwEqdOXMGXbp0MdjfqVMnpKWlmXyeiIgInDx5EiKRCBERETh+/LhZ9aIAjNQc1soNZqOcY4QQQqqO4zjk5eUZ7M/JySl3GaKnj32av78//vjjDwwaNAjdu3ev1uzHUhSAkWqxRYuVJXFSFa6PjzepbMiaxXqPBW7lZ9S35gLchBBiETV8DNizzz6LpKQkvWBLo9EgKSkJXbt2rfBYZiT/hkAgwOeff46PP/4Y8+bNq3a96K8HqTKLDrwXMLPzcVVKpDWr6/HK0DkI+WaBwX6Ox8Co9YsQ4uhq4FJET1u0aBGee+45NGnSBM8++ywA4PDhw8jNzcUff/xR4bFz586Fh4eH0efeeOMNtGjRAmvXrq1WvagFjLg8c3OD1V+7yDIVIYQQYnPNmzfH2bNnMXToUGRlZSEvLw8jR47EpUuXEB4eXuGxc+fOrTB9RZcuXardDUktYMRuuHx+hWtCWuQaPFi/hY0QQhxZDW8BA4CgoCAkJiZW69i8vDz8/fffaNKkCTw8PHD69GmsWLECRUVFGDx4MIYPH16t81ILGLEbawdfTMuZFXzdGEuBGyHEBdTwWZBASZfjiBEj0LlzZ11OsI0bNyIlJaXC4w4dOoQ6dergmWeeQf369ZGcnIzu3bvj5MmTuHjxIkaOHIk1a9ZUq04UgBHXpTHv7R2yYaGFKkIIIcRetm3bhujoaEgkEpw+fRoKhQJASctWZa1ic+bMwSuvvIL09HTExcXh1VdfxaRJk3Dx4kWcO3cO8+bNw6efflqtelEARlyWOa1f10e9bcGaEEKIHdXwWZAfffQRvvjiC6xZswZCoVC3v3Pnzjh9+nSFx549exYzZsxA3bp18fbbbyM3Nxevvvqq7vlhw4bh6tWr1aoXBWDE9bhpTU45UZbNMuoTQoiN1PRM+JcvX8Zzzz1nsN/LywuPHj2q8Njc3Fz4+PgAAEQiEdzd3eHp6al73tPTE4WFhdWqFwVgxOWYO+uREEKI6wgMDMSVK1cM9qekpCAsLKzCYzmO00vGWvaxOSgAIy6F03IuO3j+35h37V0FQogzstMg/M8++wyhoaFwc3NDREQEDh8+bPatVMf48ePx3//+F8ePHwfHcbhz5w42b96M+Ph4TJgwocJjGWPo2bMn2rVrh3bt2qGwsBADBgzQPe7du3e160VpKIhLcYQuRKbh0RgyQkiN9t133yEuLg6fffYZunTpgtWrV6Nv3764cOEC6tWrZ9O6zJw5Ezk5OejRoweKi4vx3HPPQSwWIz4+HpMmTarw2Llz5+o9HjRokEGZl156qVr1qlYA9vzzz6Nbt24GFcvOzsZLL71UaWZZQqzBEYIvrdrywRfHo25VQkj1cTB/DFdVO92WLVuGsWPH4vXXXwcArFixAr///js+//xzJCUlmVeZapg/fz5mz56NCxcuQKvVonnz5uVmuH9a2TjHkqoVgP3555/466+/cObMGWzevBlSqRQAoFQqcfDgQYtWkBBnwRdrcHUYdRMSQlxXbm6u3mOxWAyxWKy3T6lUIjU1Fe+8847e/qioKBw5csTqdSyPu7s72rdvb7frl1XtLsh9+/Zh/Pjx6NSpE37++WeEhIRYsFqEOBem5XB1WPXXmySEEKuxRBqJx8cHBwfr7Z47dy4SEhL09t2/fx8ajQYBAQF6+wMCApCZmWlePUw0ZMgQk8tu377d6P62bduaPOC+snQWxlQ7AAsMDMTBgwfx2muv4ZlnnsEPP/yAZs2aVfd0hDiUkDWLAZFpZQVSJa4MnWPdChFCSHVZcCmimzdvwsvLS7e7bOvX08oGL4wxi80grIxMJjP7HIMHD9b9v7i4GJ999hmaN2+OyMhIAMCxY8dw/vz5Sgfyl6daAVjpCygWi7F582Z89NFH6NOnD95+mwYek5pHXWz5uSwNv/+IgjpCiMPx8vLSC8CM8fPzA5/PN2jtysrKMmgVs5YXX3wRffr0gUhk4jdpI54e//X6669jypQp+PDDDw3K3Lx5s1rnr1YaCsb0Q+k5c+Zg8+bNWLp0abUqQYjT4ZeMiucJtLg+8p1KChNCiB3ZOA2FSCRCREQE9u7dq7d/79696Ny5s3n3YqIXX3wROTk5AAA+n4+srCyzzvfDDz9g5MiRBvtHjBiBbdu2Veuc1frqfu3aNdSuXVtv30svvYSmTZvi1KlT1aoIIc6G8nIRQpyBJTLZV/X4adOmITY2Fu3bt0dkZCS+/PJLpKen48033zSvIiaqXbs2jh07hgEDBlik61MikSAlJQWNGjXS25+SkgI3N7dqnbNaAVj9+vWN7m/RogVatGhRrYoQQgghxDW8+uqrePDgAT744ANkZGQgPDwcu3fvLjd+sLQ333wTgwYN0mWul8vl5ZbVaDSVni8uLg5vvfUWUlNT0alTJwAlY8C+/vprvP/++9WqIyViJaSqGEeJVgkhzsOCg/CrYsKECdUeoG6uhIQEDBs2DFeuXMHAgQOxbt061KpVq9rne+eddxAWFoaPP/4YW7ZsAQA0a9YM69evx9ChQ6t1TgrACKkKjtGYL0KIc7FTAGZvTZs2RdOmTTF37ly88sorcHd3N+t8Q4cOrXawZQytBUlIFVDwRQghzmXu3LkQiUTYt28fVq9ejby8PADAnTt3kJ+fb7d6UQBGSCVujJ0JgZuagi9CiFMqHYRv7uasbty4gZYtW2LQoEGYOHEi7t27BwBYtGgR4uPjyz3Ox8cH9+/fN/k69erVw40bN0wuT12QhJiAcnIRQpyWBTPhO6P//ve/aN++Pf73v//B19dXt//FF1/UrVVpzKNHj/Dbb7+ZnNT1wYMHJg3oL0UBGCGEEOLKaugYsFIpKSn4v//7P4OkrPXr18ft27crPHbUqFFWqxcFYIQQQghxWVqt1mjL1K1bt+Dp6VnhcdZEY8AIqcCNsTPtXQVCCDFLTR8D1rt3b6xYsUL3mOM45OfnY+7cuXjhhRfsVi9qASOkHJTrixDiEmp4F+SyZcvw/PPPo3nz5iguLkZMTAz++ecf+Pn54dtvv7VbvSgAI6SM6+Nm2LsKhBBCLKROnTpIS0vD1q1bkZqaCq1Wi7Fjx2L48OGQSCR2qxcFYIQQQogrs0QXopO2gKlUKjRp0gS//PILxowZgzFjxti7SjoUgBFCCCGurAZ3QQqFQigUCrMX47YGCsAIIYQQ4rImT56MhQsX4quvvoJAULWwJzc316RyXl5eVa4XBWCEOJmwLYn4N+Zde1eDEOIsanALGAAcP34c+/fvR3JyMlq2bAmpVKr3/Pbt28s9tlatWhW2njHGwHFclRKwlqIAjBAnwPGAxj9+CIBv76oQQpyMJdJIOHMailq1auGll16q1rEHDhzQ/Z8xhhdeeAFfffUV6tSpY3a9KAAjxMFdHfYumu2YB42G0vYRQkhVrVu3rtrHduvWTe8xn89Hp06dEBYWZm61HD8R6+3btzFixAj4+vrC3d0dbdq0QWpqqu55xhgSEhIQFBQEiUSC7t274/z583rnUCgUmDx5Mvz8/CCVSjFw4EDcunVLr0x2djZiY2Mhk8kgk8kQGxuLR48e2eIWCSnXqBNj0fD7j+xdDUIIIRbm0AFYdnY2unTpAqFQiN9++w0XLlzA0qVLUatWLV2ZRYsWYdmyZVi1ahVOnjwJuVyO3r17Iy8vT1cmLi4OO3bswNatW5GSkoL8/Hz0799fr882JiYGaWlp2LNnD/bs2YO0tDTExsba8nYJ0TP8+Dh7V8Fu2vz6Hlr8lGDvahDiGpiFNmJRDt0FuXDhQgQHB+s1H4aEhOj+zxjDihUrMHv2bAwZMgQAsGHDBgQEBGDLli0YP348cnJysHbtWmzcuBG9evUCAGzatAnBwcHYt28foqOjcfHiRezZswfHjh1Dx44dAQBr1qxBZGQkLl++jCZNmtjupkmNx7Q8vNTsDG4X17J3VWyuw553UaAQQejQn0yEOJeaPgbM0iyV0sKhP+Z27dqF6OhovPLKKzh48CDq1KmDCRMmYNy4kpaBa9euITMzE1FRUbpjxGIxunXrhiNHjmD8+PFITU2FSqXSKxMUFITw8HAcOXIE0dHROHr0KGQymS74AoBOnTpBJpPhyJEj5QZgCoUCCoVC99jU6aqEVKR9/XR7V8HmIn6bjWKlEFKxvWtCCCFPlDbulCouLsabb75ZpZmU5XHoLsh///0Xn3/+ORo1aoTff/8db775JqZMmYJvvvkGAJCZmQkACAgI0DsuICBA91xmZiZEIhG8vb0rLOPv729wfX9/f10ZY5KSknRjxmQyGYKDg6t/s8QmQlYvQcjqJfauRrmiD8bZuwo2131/vL2rQIjrq8Hdj998841eY0kppVKpiyfK8/TfeJlMhhEjRiAoKMhgf3U4dAuYVqtF+/btkZiYCABo27Ytzp8/j88//xwjR47UlSvbHFial6MiZcsYK1/ZeWbNmoVp06bpHufm5lIQRqqlJgZe/Q5NgYCnBeBm76oQ4tpqeB6wMWPGoE+fPgYNLXl5eRgzZoxePFGWOTMoK+PQLWCBgYFo3ry53r5mzZohPb2ki0YulwOAQStVVlaWrlVMLpdDqVQiOzu7wjJ37941uP69e/cMWteeJhaL4eXlpbcRx+WoLV+tfn7f3lWwqZ4HpmFQyiR7V4MQUkOU15hy69atardeWYJDB2BdunTB5cuX9fb9/fffqF+/PgAgNDQUcrkce/fu1T2vVCpx8OBBdO7cGQAQEREBoVCoVyYjIwPnzp3TlYmMjEROTg5OnDihK3P8+HHk5OToyhDn1mBror2rYFRNa/nqsIcy+BNia6WD8M3dnE3btm3Rrl07cByHnj17ol27drqtdevWePbZZ3WT8+zBobsgp06dis6dOyMxMRFDhw7FiRMn8OWXX+LLL78EUNJtGBcXh8TERDRq1AiNGjVCYmIi3N3dERMTA6Ck/3bs2LGYPn06fH194ePjg/j4eLRs2VL3wjdr1gx9+vTBuHHjsHr1agDAG2+8gf79+9MMSBfQ5tf3AEjsXQ0DEb/Nhp+7vWthG5HJ7zz+n0N/5yPENdXQLsjBgwcDANLS0hAdHQ0PDw/dcyKRCCEhIdXOkG8JDh2APfPMM9ixYwdmzZqFDz74AKGhoVixYgWGDx+uKzNz5kwUFRVhwoQJyM7ORseOHZGcnAxPT09dmeXLl0MgEGDo0KEoKipCz549sX79evD5T5Z12bx5M6ZMmaKbLTlw4ECsWrXKdjdbwzRYtgxXnxo/Zy0lLS6Ot3xPm1/fA78GxCItfkqAUKCBRGjvmhBCapq5c+cCKElf9eqrr8LNzbHGmzp0AAYA/fv3R//+/ct9nuM4JCQkICEhodwybm5uWLlyJVauXFluGR8fH2zatMmcqhIHE/HbbPAtk67FokpagygiIYTYRk3PAzZq1CgAJUOUsrKyoNVq9Z6vV6+eParl+AEYIdVRMsjbfoMrjQnZsBBePgWU64oQYls1tAuy1D///IPXXnsNR44c0dtfOjj/6VVxbIkCMOJySpbwcawop9mOeaB0C8TWuu6biZRei+xdDULsavTo0RAIBPjll18QGBhosUz25qIAjBArC9uSCLHjzQEgLmpQyiQ8KHaHgNOCJj0QADW+BSwtLQ2pqalo2rSpvauihwIw4lJeOjIBbo435p4QqxqUMgkeQgXyVY7V8kscQ00fA9a8eXPcv3/f3tUwQAEYcRmDUiZBQF/4SQ3y0pEJyFeJ6EsHqVgNbwFbuHAhZs6cicTERLRs2RJCof4kKHslUacAjLiE7vvjIaMv/6SGePXom4//R984CKlMac7Pnj176u2nQfiEmKnngWlwlD9EoZuScG3ELHtXg7igyaeHQ8V4yFO7wRFz2xEHVsNbwA4cOGDvKhhFARgpV4NlywDAJglTq6vNr+/B10GyyYduSrJ3FYgLejM1FnlqN/hQ6jhSTTV9DFi3bt3sXQWjKAAjTqtkiSHH0PjHD+Fqv06li4SfHfCBnWtS8/Q7NAUeQiXUjIfa1LVOiNkOHz6M1atX499//8UPP/yAOnXqYOPGjQgNDUXXrl3tUifH6LchxImVBiquJOK32fauQo0zKGUS+h2agpeOTLB3VYirYRbanNS2bdsQHR0NiUSC06dPQ6FQAADy8vKQmJhot3pRAOYCWsxabvFzhq1YZvFzWlLXfTPtXQVEH4x7vNak6+h3aMpTC2cTW3j91OjHyYMJsY7SLkhzN2f10Ucf4YsvvsCaNWv0ZkB27twZp0+ftlu9XKvPhNQIDbYmItDPvnUoWerIdX59eh6YhkKVCD6UrN8mXj81GgCQp3KDJ43tIsSqLl++jOeee85gv5eXFx49emT7Cj1GLWDEbkoH+VdFw+8/skJNqqYk+HId3ffH27sKNcbk08MxNW2YvatBapoa3gUZGBiIK1euGOxPSUlBWFiYHWpUwnW+whOncnXatCoHYA22JoKrxlcGldpyU/ZLxue4xveWyOR3oNHy4E4tMFa16tLzuK/2RKFGBEBk7+qQmqiGp6EYP348/vvf/+Lrr78Gx3G4c+cOjh49ivj4eLz/vv3G8FIARpxCySzDqgdSIoEaBQrz/+gNPz4OjxQSuLnAb0z3/fFQaFzgRhzcxn86IUfjIDlSCKnBZs6ciZycHPTo0QPFxcV47rnnIBaLER8fj0mT7NejQZ/CxOGVDAqXVvm4Wm5FFgk0SsbrOH8zUWngJaYcnlaz6tLzcOcpAQBCzs6VIeQx7vFm7jmc2fz58zF79mxcuHABWq0WzZs3h4eHh13rRAEYcWgNv/8ItWvZ7/rDj4+DxAUCFhrnZV2l3Yx+9IlKHFEN74Is5e7ujvbt29u7Gjr0cUEsotGC5fjnnan2roZFRR+Mg5+TzwqM+G02arkVwVXGrTmSVZeeh4oJ4CfIBUBdjcRx1cRM+EOGDDG57Pbt261Yk/JRAObCWry9HOcXOm9QFLYlETw7vUNdIc1ESasXpVG3tEUX+kLGLwStx0iI45LJZPauQqWc+y8M0WkxaznOJz0JtprOXU5/HqqpJCmm8wYurX5+H1KxksZ6WdD88/1RqBEhUPQIzvzeIDVUDeyCXLdunb2rUCnqlyDlYgL7/MaFrlxql+v2PDAN/Q5Nscu1LaHNr+851PqYrmD15W5YfdkxF/IlpEocOAfY/Pnz0blzZ7i7u6NWrVpGy6Snp2PAgAGQSqXw8/PDlClToFQqrVsxK6MWMBdwPmmq3nJE4TOWW2ZIitbZ572YLjL5HafNh9Vk+wfgcQxiSjFlEduvtgUASHkKALXtWxlCagClUolXXnkFkZGRWLt2rcHzGo0G/fr1Q+3atZGSkoIHDx5g1KhRYIxh5cqVJl3jxx9/xPfff4/09HSDwM1eyxFRCxgx6t+4afaugs04c6tRSX40Ygkb/+mE5Rej7F0NQizO0deCnDdvHqZOnYqWLVsafT45ORkXLlzApk2b0LZtW/Tq1QtLly7FmjVrkJubW+n5P/nkE4wZMwb+/v44c+YMOnToAF9fX/z777/o27evpW/HZNQCRmq0iN9mwxm/hzTYmggA4NNvsFlKB9TnaNwR6KQtoIRUysnHgB09ehTh4eEICgrS7YuOjoZCoUBqaip69OhR4fGfffYZvvzyS/znP//Bhg0bMHPmTISFheH999/Hw4cPrV39ctHHt4tp8uFyk1OGNntvOS5+6LyzJM3R5tf3wOdp7V2NKlEr+RC6qcG0HDQWXF6pJipdjzGQum0JqZKyLU5isRhisXUnpmRmZiIgIEBvn7e3N0QiETIzMys9Pj09HZ07dwYASCQS5OXlAQBiY2PRqVMnrFq1yvKVNoHzffUnLiXsk6UI+8SGg+7dNBDXLrTd9SykuEAEP598e1fDqU1NG4aZ/3sFb6bG2rsqhNiUJbsgg4ODIZPJdFtSUpLRayYkJIDjuAq3U6dOmX4PnOGYZMaY0f1lyeVyPHjwAABQv359HDt2DABw7do1MGa/pj1qAauhQlcuhVsNi7+ZQAu+UGPvalRZ/doPkadw8oywdjL77BAUakUo0ghdYkUDQqrFgl2QN2/ehJeXl253ea1fkyZNwrBhwyo8ZUhIiEmXlsvlOH78uN6+7OxsqFQqg5YxY55//nn8/PPPaNeuHcaOHYupU6fixx9/xKlTp6qUsNXSKABzIY0TlzvVel22THPh6VmER0WeNrueJdRxe4TzOYH2roZTmn++P3LUElqPkRAL8/Ly0gvAyuPn5wc/Pz+LXDMyMhLz589HRkYGAgNLPhOTk5MhFosRERFR6fFffvkltNqSISdvvvkmfHx8kJKSggEDBuDNN9+0SB2rgwIwF2csG37YJ0urtbJqgyXLcDXeMrMjGyxbZrN3n1CgQVq/DxGybpFtLmimR0o3CHi14CN0vq5Se5qaNgyBopzHj6i5i5BSjr4UUXp6Oh4+fIj09HRoNBqkpaUBABo2bAgPDw9ERUWhefPmiI2NxeLFi/Hw4UPEx8dj3LhxJgWDPB4PPN6THp+hQ4di6NCh1rodk1EA5kTaTCrJ9ZW2yvYD58M+WQrOQu1rljxXZYpUQqT1c45UDdlF7mjldwcAUKShKXmmWnShLzKUjr/sCCF24+CzIN9//31s2LBB97ht25JcfAcOHED37t3B5/Px66+/YsKECejSpQskEgliYmKwZMkSk84fGhqKESNGYPjw4WjatKlV7qE6KABzUTy18f1hK5ZVeepFowUWSuxqYx5CJfb3WGbvalRKKNDAQ6iEn1uBvaviNFZf7oYcjfvjNRmd8M1JiC05eAC2fv16rF+/vsIy9erVwy+//FKt80+ePBnffvst5s+fj7Zt2yI2NhavvvqqrjvTXmrWKOwahOfcKzSY5X6xFD91XYWfutpnanFV3C+UomGtB/auhtNYfbkbNv7Tyd7VIIQ4kWnTpuHkyZO4dOkS+vfvj88//xz16tVDVFQUvvnmG7vViwIwF6QpZ8JcVddY5LSAMM+5RjG78VX4vdsKe1ejUloth7a1byNElm3vqji87648g++uPIPD1xvauyqEOCVHz4RvK40bN8a8efNw+fJlHD58GPfu3cOYMWPsVh8KwJxE44+Wl/tc89n6z5XX/VhVV6dZZsB96MqlaLDE+l2B+SoRNndcY/XrmEOhEqC930008r1v76o4NK2WwxetN+Hnf1vZuyqEOD9zF+K2wYLctnLixAnExcXhxRdfxOXLl/Hyyy/brS40BszFaMSAwMjkuQZLlgFG0rVUlA2/ceJysyP0kG8WgDM5N3/18XlaXL0SCFS8IoVd9WpxEQLO+fKQ2dLaFt+gPp+HGxotHpXXlEsIIVXw999/Y/PmzdiyZQuuX7+OHj16YMGCBRgyZAg8Pe2XnogCMGJU48TyW9wciVbL4erfQQDPsb+ehfnSOK+KHGi9EQBwg+JTQiyOYwycmRnfzT3enpo2bYr27dtj4sSJGDZsGORyub2rBIACMJfCaWD0J9powfIq/aQbLFsGvgXSRISuXApYMTsAn6fFoweOnVx1+PFxaBsiRLGaftWeptby8GHITtTiqSDj8UGjIQixIgefBWltly5dQuPGje1dDQP0V8EJNJ233KS8ksyBck+GbUmE0T5PC1GqBSgsdtyVlF8/NfpxdyN1oz1tQdNteKRxRyPRPagYBV2EEOtzxOALoADMtWjLPOYZnxGpFTNwSuMtXI0WLAfMjGteOjIBQF3zTlKBWrICPMqXgM8ve8P2xzS8x4s9O1A0bGcivgbzG+/AbZW3vatCSI3k6JnwrcHHxwd///03/Pz84O3tXeGi3Q8fPrRhzZ6gAMzBNXvvSfehRgzwFU+ee3qZIY2RoMkeY5gnnx4Oa/Y78gVaFCsdL0u8p7QYTYOz0N7rBi4XVr44bE2w/GIU3m9BaTYIsbsa2AW5fPly3QD75cuXVxiA2QsFYC6CM9IYpOUDvLKDmisYrB62wryxX933x6OlFRs5+AINxEI1NFrH6rpqG3AbPqICZCkcezyarSy60Bcqxoe7Y/2YCCE1yKhRo3T/Hz16tP0qUgEKwJyEtkwLV/iM5RWOWzbW+sVpuHIDsEYLlps1XMm7zb3qH1yJAoUI/rXyUKQSQqV2nK49D6ESrWvdxl1F5YvBurrhx8fBX5yHIo0QYRJ714YQ8rSa2AX5tPT09Aqfr1evno1qos+pvqMmJSWB4zjExcXp9jHGkJCQgKCgIEgkEnTv3h3nz5/XO06hUGDy5Mnw8/ODVCrFwIEDcevWLb0y2dnZiI2NhUwmg0wmQ2xsLB49emSDu7I8jRug8LXdb0vXfTOtdm4ej0Eqdqx1ldz4arjx1agtzrN3VexqatowTE0bhtdPjbZ3VQghFanhiVhDQkIQGhpa7mYvThOAnTx5El9++SVatdLPjL1o0SIsW7YMq1atwsmTJyGXy9G7d2/k5T354xgXF4cdO3Zg69atSElJQX5+Pvr37w+N5kn/XExMDNLS0rBnzx7s2bMHaWlpiI2Ntdn9VUX4jIpzdKmr2AIR8rlpK8rbmjavpOXLUdQSFwEA/Gt44LX6cjd8/XdXe1eDEGKimr4U0ZkzZ3D69Gnddvz4cXzxxRdo3LgxfvjhB7vVyym6IPPz8zF8+HCsWbMGH330kW4/YwwrVqzA7NmzMWTIEADAhg0bEBAQgC1btmD8+PHIycnB2rVrsXHjRvTq1QsAsGnTJgQHB2Pfvn2Ijo7GxYsXsWfPHhw7dgwdO3YEAKxZswaRkZG4fPkymjRpYvubfloVJvsJH8cGCt/Ky2rEAJrmA/eq32fUfX88rBHHd9jzLryCHOftKeGrIOGpcEdjxcRmDmzm/15BU0nG40eO0w1MCCGVad26tcG+9u3bIygoCIsXL9bFD7bmFC1gEydORL9+/XQBVKlr164hMzMTUVFRun1isRjdunXDkSNHAACpqalQqVR6ZYKCghAeHq4rc/ToUchkMl3wBQCdOnWCTCbTlTFGoVAgNzdXb7O3smPFKqKSmZfGoeH3H1VeqBoat7pplfNWh1rLx82CWvauhl1IxUoMqH/u8cxWQojTquFdkOVp3LgxTp48abfrO04TQzm2bt2K06dPG32RMjMzAQABAfrT/gMCAnDjxg1dGZFIBG9vb4MypcdnZmbC39/f4Pz+/v66MsYkJSVh3rx5VbshM/AVQF4Ig+Tuk5mKLd7Wz3LPTJzEyAQMIY0zcSe7ei06zXbMgzVaQoYfHwdAavHzVpWAp4WfsAA+wkI8UtasZKrt/W4iV+2Gum6UQoIAPQ9Mw/4ey+xdDWImZ+5CNFfZxhHGGDIyMpCQkIBGjRrZqVYOHoDdvHkT//3vf5GcnAw3t/L/CJbN78EYqzTnR9kyxspXdp5Zs2Zh2rRpuse5ubkIDg6u8Lqmav96yQcerzany/GlrCRWEhYABfU0kNx5Ehhpy4uRzGj7DNuSCLEVZrp13x+POh6WP29VeQqK4SkoRp665gReAp4WPm6F8HMrsHdViJ1RwEVcTa1atYzGCcHBwdi6daudauXgAVhqaiqysrIQERGh26fRaHDo0CGsWrUKly9fBlDSghUYGKgrk5WVpWsVk8vlUCqVyM7O1msFy8rKQufOnXVl7t69a3D9e/fuGbSuPU0sFkMstt5yO0BJq5epAZjWxJ8mr4iHgOZZVa4LEzGEbkoCZ4WO6+iDcbD32zFP4YZW8n9RpHG8RK/W4CUuRrD0UcnYtmIZrVdZA62+3A0qxkeGshYKdeMXguxaJ2IFjJVs5p7DSR04cEDvMY/HQ+3atdGwYUMIBPb73HPoT9yePXvir7/+0ts3ZswYNG3aFG+//TbCwsIgl8uxd+9etG3bFgCgVCpx8OBBLFy4EAAQEREBoVCIvXv3YujQoQCAjIwMnDt3DosWLQIAREZGIicnBydOnECHDh0AAMePH0dOTo4uSLM3QRFQ7KcFv8h4ixynBQobqoDiiqMjTs2hVrMH1qhitTAOkIU9smsd+Dwt+tc5BxXjI6eqU0id1LMBV6Fi/BrVykeA7Vfboha/EI807lAxAQB3e1eJ2EBNzwPWrVs3e1fBKIcOwDw9PREeHq63TyqVwtfXV7c/Li4OiYmJaNSoERo1aoTExES4u7sjJiYGACCTyTB27FhMnz4dvr6+8PHxQXx8PFq2bKkb1N+sWTP06dMH48aNw+rVqwEAb7zxBvr372//GZCPVbRu8YX5U9H4xw+BvMpb46q7/jG/kAdVkMKMPPmGODWHZu2v43aefWYWqtR8dKtzFb6ifLtc39a6B/wDIaeBivFRaGztKuJSZoXthpDT4PD17WgkLMQFlSco4CI10a5du0wuO3DgQCvWRJ9DB2CmmDlzJoqKijBhwgRkZ2ejY8eOSE5O1q0BBZSsAyUQCDB06FAUFRWhZ8+eWL9+Pfj8JwOkNm/ejClTpuhmSw4cOBCrVq2y+f2Uh1Nb5hztu/yNK49MyFHxlH/emYrQTUmA1nLhV8OIdNwvtN9g+yY+92pEPq9n/EsyQMvF9p+hS6xLreVjkH8a6gjts7AwcWA1cC3Ipw0ePBgcx4GV6UYtu4/jOL38oNbmdAHYn3/+qfeY4zgkJCQgISGh3GPc3NywcuVKrFy5stwyPj4+2LRpk4VqaVnC/MddkIYTNQEAIesWQVTJMoQ8NYd23S5X+dqX5k5FyOol4CwYKwU1NxxvZytaNQ9tAu/Y7fq24CZUo7XvbWQr7T+blFhPUvBPKGB8XFf5PNWlSIghTmt8veCqnsNZJScn4+2330ZiYiIiIyPBcRyOHDmCOXPmIDExEb1797ZLveg31gmo3UsCMADgK227onvoyqWABXurwrYkIqicQNLaWjS4BQHPiT9FKtEv+DweqKQoou5Fl/SizynU5hdAVd1xBITUUHFxcfjiiy/QteuTFTyio6Ph7u6ON954AxcvXrRLvSgAc1CnvpqmS0UhNDMzAE8FdIo+h+IqzO6zxmd8zwPTAPhZ/sSVeDM19vFgc9cbYP9cyFVIeCp4lUboxCWMDDqKIEE2CpkIjzTUkknMVMO7IK9evQqZzHCssUwmw/Xr121foccoAHNwZ5dNBQC0nWC4/iOnBdSV5M3iGNCw27UqXVMj1UJQwIfWQtkYnut4ARcflp/Ow1omnx4OAU8DwLXSSriJVWgZnA6BM/cJED2RsquQ8QvhL8ilgItYXE2fBfnMM88gLi4OmzZt0qWsyszMxPTp03WZD+yBAjAXZ2pm/KcJsy2X4T5Q/shi5zLVzP+9AiGngau1eCk1fHhIFGjqU/UcbsRxuPOUaOqZgVr8QtxReSNH41rvU+KAangesK+//hovvvgi6tevj3r16gEA0tPT0bhxY+zcudNu9aIAzMEZa/kCSlq+hJVMbNO4M2gk9mklEYg0UHpZYOpmFU1NGwahbYfJWZX6cV9wsUoAHs95PwBrMneeEiotHzJBEeqJHzz+ckAIsZWGDRvi7Nmz2Lt3Ly5dugTGGJo3b45evXpVumqONVEA5qTED1BpF2FVx3HxlBxUvmoIH5j3tshXiaC1YMoKU7zf7SfkaNyRrvCx6XWtRcJXIb3QGwq1AHwXnjjgigq1IhzObgxPYTHuFXugbS3HWVye1Ew1vQsSKMmYEBUVpUs15QhoOo0TqmxJIgAQP6haAKQVMKi9zW+xulMsw7V7VcszZg6Ruwrx3Xbb7HrW5C/Og4+wAAJqIXEqhVox7qs9odLycbkwsPIDCLE1ZqHNybzwwgvIycnRPZ4/fz4ePXqke/zgwQM0b97cDjUrQQGYA1PIygmiKvmpaSQAv9j064hqF4GzQIuVmvFwJ9/L7POYqpU8A9Nb7rPZ9axBwGkRIbuBph6Z9q4KMYGQ08BPkAd3ngIA4CegBLeEOKrff/8dCoVC93jhwoV4+PBJomK1Wq1bU9oeqAvSQbSOKxnr9b8VUyssp/bQ4t8p09F6ivGxYUBJ96Sp3Y8cj0EsVKPQ5Joa0mh5cBcqdeOVrK2N/DYkfBXyVM67jmE/v7OQ8hQQcmpcUcjtXR1iRJbaCyGie7it8kE90X34C3JxXVnb3tUipMpqahdk2cz3ZR/bGwVgTkbLB1pNW17umow8mRKmzv6TCpVgZrZ85SnFqOuZgxyFbYKhZn7OOwOws9cVZKhqwZ2ntHdViBEqJkBDcUlLZKFWDBF1BRNXUcNnQToqCsAcVKtpy2EsynK/U34rk9SnEFyK6Qtbn/+rPkQB1W/7YloeGtZ6gGKNdd9GGi0PrX1vo0gjqlIyWUfgKSjGsNrHcU9tu65ZYpqmkgzcV3vivtoT9UT3aSkfQlwMx3EGsxztOeuxLPrEcSLe53lQeJf/vErFt+SqQRVyd1MiwMv6i1k38Hpgs65NS5PwVfAT5tu7GgQlP4t64odw5ykQJMzGDaXtV2QgxF5qchfk6NGjIRaLAQDFxcV48803IZWWJDt+enyYPVAA5gAi3lgOuD953OLt5SibCvXMZ1PRcNFyiHJglLJQCFG62KTr1fXMweX9DQC/6qU38POxflARKnsIN77K6texJAGnxb57TSHgaVHbjQIve2oovguIgTsqb2QoZZR7i9RsNXQpolGjRuk9HjFihEGZkSNH2qo6BigAcxJNPlwOlBNfMS0geGBa29fdQg/c/bNOtX/yblLrjl9Sa/nwcyuAWmu5bPzWduZuHQCAm1CN2u4UeNlajloCP2E+7qs88G+RH4b7HsUddQVNxYSQGmHdunX2rkKFKABzMG0mLQequBSc6J4QWkHlX08EPE1J8OWA3PhqNPa8BwB4qHKvpLT9ncuSQ63hQSJ2rlY6VyDlKdBYdBe31bUg5SnwsudVfJHdxt7VIsRh1dQuSEfnnINrXEjL6eWnkzCJib2Ifz+qjRMHqpdwjlNyZs+WrEhU3UvwENq3L94URVohzmXKcTyrvr2rUmPU4hUiJbcx2ohv4x+lHEHCbHtXiRDno2WW2YhFUQuYg+O0QGGA8ed4KkAtLSlTkX+yakN9x91gXJkphDk8KAJV5aa9MIefewF61b6EDFNS+9vJv/m+uPWoFq7e9QNfQEsCWduCO32h1vLhKSyGp6AYTSUZ9q4SIc6vho4Bc3QUgDk4jQXSawlTPaAOrHrwoHFj0EotP3j5QZ4UA5v8ZfHzWtLhWw2gUvEhFNLgbWtRMT5W3u8MtZaPosoWNiWEEBdDAZgdtZn0ZGC9whuAFnB78OR5QRGQ3VIDt0zDtiulDCgMUUH4oOI/XKIH1RvMrvDXgFdk2R7qmw+88UxoOjyFVVgnyYb+KfDHP9m1kVPoBgGfWrssLUPljUtFQXDnK7E7uzU8BY75PiDE1XCwwBgwi9SEPI0CMAfBLwY0ZSYynvlsKkI+X2K0fGFI5YO/hXkcWBV/awTZAqi8Ld/qE+z1CM187jpkItXf7zSDv3u+1RPK1iSFGhFuFntDJeHjfH4QGkvvUioIQuyFMuE7JPqL4yCKazMIc/SjpYaLlgOe1TtfYR0GTgvwC6sQgak5aCSWbfnxcSvE1VxfBDhYeobLD2vjnFoOb6k5q2CSUs/V+hu1BbkQchpsvdcREr4KAgq4CCGkXBSA2UnbCct1c1A5I7NLKsp4X9ChCCgo/0enrcZPVeWrAqe0XJejRslHSN17FjufpdzKk0HEp8DAHPfVnriv8kBTSQZqC3JpmSVCHByloXBMlIbCAajcy6xVpQWYkaFbohygqFnl42aKA6r2m5J/tVaVylemlkcR6gc+qLygjdws8Ea+SgwPIS2CXVW5agnCpbcAAFeL/XFfXc0mWUKI/TALbcSiqAXMAeSH6L+zhQWA0kgLWGVLInIMKAqs2m+JIkdcrfQUxmQXuMNNpALfAb4qpT2qi1riIggqy9FB9MQH/o7rKh8AJQlPrytrQ2Xs2wAhhBCzUABmZ27ZDIVPJafntEBuGANfWaZVTA2oWhYASuN/DIUFHIr9NeCbOHNRIwbgrjE5kWtFijUCFKpstQx4xdILfZCvElHgZQK1lo/OXlcAAB081RDRmC1CXBLHGDgzB9GbezwxRF2QdtDi7SfZ74t89QOtYl/jxxTVq3jWY7G/6X88tSJAWdv8JXQUGgFuF3hBrbXv2+ib652w5npXbLvdxq71cHQyfhHqie6jlSQdfWRnEVXLsXOxEUIsRGuhzQquX7+OsWPHIjQ0FBKJBA0aNMDcuXOhVOoPGUlPT8eAAQMglUrh5+eHKVOmGJRxNtQCZmcF9bTgqZ4EYQpfBk6tX6ay4EslMz34UrYoglbNAQrzupUe5UvgKS2GhGeflqY//m4Mb+8CXMvpYpfrOzohp0Uzzwz4CfJ0+1SMft0JIY7l0qVL0Gq1WL16NRo2bIhz585h3LhxKCgowJIlJWmYNBoN+vXrh9q1ayMlJQUPHjzAqFGjwBjDypUr7XwH1UefyHZUdkyXsWTggjw+1HI1mMp4K1NVZi9q6hWZnUyvKEuKIpEEIk/br91YrBHizO06UBaIwKMM9Xpy1RI0cc9AoOgRLhcG2rs6hBAH4shdkH369EGfPn10j8PCwnD58mV8/vnnugAsOTkZFy5cwM2bNxEUFAQAWLp0KUaPHo358+fDy8s5Z2JTAGZHhUH6j5UBavAK9FumtHWLALXxAIsTassNzMoS1i2Aqrj6P26m4oGzU0/jqdvBYFoOfMpODwA4f1+OBt4PkK8SoZaoGBKx+d3JhBAXZsG1IHNzc/V2i8ViiMViM0+uLycnBz4+PrrHR48eRXh4uC74AoDo6GgoFAqkpqaiR48eFr2+rdAYMBtrPrtk/FfZ1i+e0rBtignK/40RSMtvFdM/B1DYwrwlX3hiDbhi286Ee6R0w7kHcvzf9VCbXtfRiAVqyN3z0DbgNmq5FUEuzav8IEIIeVppJnxzNwDBwcGQyWS6LSkpyaJVvXr1KlauXIk333xTty8zMxMBAQF65by9vSESiZCZmWnR69sStYDZSdlJelqRfrDFUwBoXAC1kVmPTAuTW6NUQYpqdztqPNXghLZtdVIxHiR8FXIVFliF3AkdvtsAABDkkYtaoiKoK8s9QgghNnTz5k29Lr/yWr8SEhIwb968Cs918uRJtG/fXvf4zp076NOnD1555RW8/vrremU5zkgjBWNG9zsLCsDspKDuk/8LCjiopfoBmLJJkdEfDk/AoFVz4HiVtCf7F5e0GJfTfVkRTsmByVSAid2b5rqcV/LNplgjRG1xzWnhmX+xL3g8BolQhSKVEB5i24+rI4S4Pktmwvfy8jJpzNWkSZMwbNiwCsuEhITo/n/nzh306NEDkZGR+PLLL/XKyeVyHD9+XG9fdnY2VCqVQcuYM6EAzIYaLFsGsZH2KGUt/ZmQgiIOxkb1MC0PmmwROM+Kx/xo/avZ6uWmBZfHr/IC3tWx4Z+OAACtlkPj2o63ZJGlfXCsP66PfAcNv/8IWjUP/8a8ixWX37d3tQghNYEdFuP28/ODn5+fSWVv376NHj16ICIiAuvWrQOPp//lPzIyEvPnz0dGRgYCA0smGSUnJ0MsFiMiIqJK9XIkFIDZwdPZADgGg4BHGVpsNIDSFFX+43JrkIvCvKoPiBQ+EIIJWIXjzsxVrBHibGYg3N2cO3dLZQQ8LU7dDUZ+gRhXhs5ByDcL7F0lQghxSHfu3EH37t1Rr149LFmyBPfuPflCLpfLAQBRUVFo3rw5YmNjsXjxYjx8+BDx8fEYN26c086ABCgAs4vCIC1EOY8jfC0H8J8EPRpPdbVmRvBUHDTSqqdm4LQctBIteOVk2LeEB3lSZD3yhJuLztYL9MqFQl2yGsC9Qg/w7ZQbjRBCjOG0huOOq3MOa0hOTsaVK1dw5coV1K1bV+859rjVjc/n49dff8WECRPQpUsXSCQSxMTE6NJUOCsKwGxMLXny/7Ljq7liHph71YMoJtJCK9VWacwWT6wBL0sMjaf18mkVqkR4VCypvKAT8fEohL97Pq4o/ODjUYh7jzwQ4FFzxq2Rmmd/j2X2rgIxlx26IE01evRojB49utJy9erVwy+//GKVOtgLBWA2EvbJUnDg9Lof1XIFeA+frKHI+SqAMt2M2koG0fMlavAEWqirkOOL5YjAV1h+oFfBIwn4PlqE+N7HgyJ3i5/f1oK8c6DQlLyu7l5KlwsmSc1SoBVjSIMz9q4GIeQxCsDsRO2h356r8TbsetRqOUDDA8pJQCqWKYymqSiPNkcEQR4fkFq2Lfl6al1opNqSxb2dVLFGALWWB3ehEoH+uchXiaCx8xqXhJjql/ttcL+45EuP4Kku8N+7rdD9f4CtK0UchwUTsRLLoQDMhoQ5HDRGGlGMpXoSiDRQ3nUvN6jRKPjgC0wLeLiHIqjuiwGx5QIvzXUp8pQeyAMAkfP9ZiqUAjQPuIt/HvjBx70QHkIlHtXQ3GPEMW243xXZSnfcyfeCmK/Gnz2Nj3eJPxiHWiLzki0T1+bISxHVZBSA2UDYJ0tL/vM40OKVjZuMBFnKu+V04VWhlYlpOUgvilEUaJnAi5fHx79TpgMAGixxnnEhV+77QcDXoqhABIlUCRXPtln9CSl1NKcBNndcY7A/+mAc3Phq5CjcIBaoIeC0CHTPNXIGQoiroADMDrSeGvDySoIArZGZiyxHZLAPAARSJdRFRlbsLnu8lgPLEUH80DJdaNxDEThAF3w5sgdF7hAL1LhX6IHLmf7g8VjlSWsJMdNfuXUwuPZprL/VGWce1kFKr0VGyw0/Ps7GNSMEDj0IvyajAMxGtMKSN6+gAE+SrGp4JWkonupcL2+JIc7EjPYFD92BYvMDr+sj3wEANFy0HFo3x0yr8CDdG5xUhXZhN+EtKsS9Yg/kUDcisZCV13tAKlRCreWhUCXC0Sj9fG7d98cDANSMhwD3fHtUkRDTMADmfoxT/GVxDh2AJSUlYfv27bh06RIkEgk6d+6MhQsXokmTJroyjDHMmzcPX375JbKzs9GxY0d8+umnaNGiha6MQqFAfHw8vv32WxQVFaFnz5747LPP9HKOZGdnY8qUKdi1axcAYODAgVi5ciVq1apl1j2ErVgG8ACeoiQoUsqevIuZFvoJV++LASNpIXgCbaW/O/z7Imi81WbV9eq0aWYdb03KAhGuj3pbb1/IaufOAUNsb3yTgxh+fBwkfBW+ar9etz8y+R2I+WrweVq48dUo1jj0RyMhVUJjwByTQ0/zOnjwICZOnIhjx45h7969UKvViIqKQkFBga7MokWLsGzZMqxatQonT56EXC5H7969kZf3JDdTXFwcduzYga1btyIlJQX5+fno378/NJonwU5MTAzS0tKwZ88e7NmzB2lpaYiNjbXIfWglJeGTyvOphKtluh5ZOREWL6eSPwRZbsB1qVn1uz4+HldmTjXrHJZ291JtpPadjytD5+DykPcNgi9CAOCRRoqo/43C7Ba/4FhWCE5m1UOIsACpBSHYfi8CU5slY096M8xvtR1TmyXbu7qEEKLj0F/z9uzZo/d43bp18Pf3R2pqKp577jkwxrBixQrMnj0bQ4YMAQBs2LABAQEB2LJlC8aPH4+cnBysXbsWGzduRK9evQAAmzZtQnBwMPbt24fo6GhcvHgRe/bswbFjx9CxY8kahWvWrEFkZCQuX76s1+JWHe7XBSiuzaDxVYF/r2QMF6flwB6PTeJnC6CW6bdecVqAiRigKj9flzLbrdoRtPgBhwvzHSPo+utUGHhBhbgydI5uX9iRpXasEbGn7yK/MLq/CYBRJ8biaq4v8hUly23Vl2XbsGaEOCkGC4wBs0hNyFMcugWsrJycHACAj48PAODatWvIzMxEVFSUroxYLEa3bt1w5MgRAEBqaipUKpVemaCgIISHh+vKHD16FDKZTBd8AUCnTp0gk8l0ZYxRKBTIzc3V20yifOpldzMyq7GSQeNMw6vW0vbSdD5EOYD0lv1+7Iobnnj4wAMFWVIUpnvi4otz7VYXYht13bLRzO02Dt5vhLtKL5zIDsG9Yg+cvF8PZx7UxeGMMFx65I+v2q83OkOQEGKm0kH45m7Eohy6BexpjDFMmzYNXbt2RXh4OAAgMzMTABAQEKBXNiAgADdu3NCVEYlE8Pb2NihTenxmZib8/f0Nrunv768rY0xSUhLmzZtX7vONE5cDj7NJaDzV4ACovdW6AfX8Aj60Yv03tShDCKW38VQTLN0dnFxREoCZqNiX4d8p09F03nKTj7GUnEI3XB7yvt6+sBXOk76ClG//zcbwC8vHxpsdcS/XA4Ma/IUjioYAgNaet3Bf5YEGblnIUNWC0CDvCiGEEKcJwCZNmoSzZ88iJSXF4DmO0++mY4wZ7CurbBlj5Ss7z6xZszDtqYHrubm5CA4O1ivDU5Z/fOnMyFIaqQaCfMPgSpsjgiibD00VEp5enzgd4TOW4/J7thlYL8zhQwUgV+uBM3lu4HiAQGTepABiO/uyW+CRUoJijQBufDVu5HhDIlTB3z0f+SoR3PhqZBZ4Ir9IjMtD3sd3/75f+UkJIY5BizIzvqp5DmJRThGATZ48Gbt27cKhQ4f0Zi7K5XIAJS1YgYGBuv1ZWVm6VjG5XA6lUons7Gy9VrCsrCx07txZV+bu3bsG1713755B69rTxGIxxGJxpfUvkj9+52qf+g1QP/k/T8mBX8A3GJgPlAzg5xeY1uLlfkUInhI4t9j6Y7uuxusHdo0W2L6FjRjnJSjCd5faQSxWQ+6Vi1riYjSQ3gMAuPMUUDEBavELcTivCYScBreKvSs5IyHEmdEsSMfk0AEYYwyTJ0/Gjh078OeffyI0NFTv+dDQUMjlcuzduxdt27YFACiVShw8eBALFy4EAEREREAoFGLv3r0YOnQoACAjIwPnzp3DokUlyRIjIyORk5ODEydOoEOHDgCA48ePIycnRxekVYfKUwt+UUnwJMgWQONb0iLEL+BB83hmJK+IB62Rli3GQ0mQJqj4TS/I58DTAJza8otrA3C42ZE1UVpmHRQViOAlK8LDQndotDykpdcF0wJCt5L3FNNy2K1uAYFIDYlYVckZCSGE2JtDB2ATJ07Eli1b8NNPP8HT01M3Hksmk0EikYDjOMTFxSExMRGNGjVCo0aNkJiYCHd3d8TExOjKjh07FtOnT4evry98fHwQHx+Pli1b6mZFNmvWDH369MG4ceOwevVqAMAbb7yB/v37V3sGZOPE5YAn4J4J5IVCN91Bckv4JB2FkYYtpbcG/CIeNOKKAy/eQxEE+dYJuoj1XBk6B6GbktD4xw+hUbuhlqwA9x55gC/QIr9AjPq1H5bkoVILcDO3FkQC6sYlhJiJMuE7JIcOwD7//HMAQPfu3fX2r1u3DqNHjwYAzJw5E0VFRZgwYYIuEWtycjI8PT115ZcvXw6BQIChQ4fqErGuX78efP6TNQE3b96MKVOm6GZLDhw4EKtWrTL7HnJaqOB2Rwi1lIHLf3I991t8FNZ70uXIK+ZBfI+HoqAKBizzAF6mGOAZX8C7KsqmoGj23nJc/JBau6qibGZ0Y0K+WVCSSNfElQwIIcTiKABzSA4dgDETfuAcxyEhIQEJCQnllnFzc8PKlSuxcuXKcsv4+Phg06ZN1ammURoRK8njVfrYW60LwMp2FzJe+eMjhdl8cFpA7aE1q5vx0lwKriryv1tB0Kp5kEiVuJMtg1bLQavm6QInpuLhxtiZdq4lIYQQV+HQAZizavX9EoiKvaHxBPh5AoizAUVdQPyQB+6pHiXpv3wofGEwBoxfzAFaQJjHQSOp2rWfHoBvi8H4jubPnsaXJwpZtwjXx8xEg62J0Ko58EUa/HUnEKpiATRaap0ihLgwagFzSBSAWYkwD9CK+LrgSnxLqHtOXE7ybqWMQZDHN/6kEeJsgKcCmAA4u8y1gq1/p0yvtMz18fEI+XQptnX+zAY1IoQQJ0VpKBwSBWBWwBM8eadyakApe7xfaVhWlFOShqK4dsXn9PqbB5Vnyfm0opKlipxFyDcLcH3kOwjZsBANWt/F/h4lyViLMkLR+MdCvBl1BOsud7JzLQkhxDVRGgrHRH0vVhDkkwONGyAoeNydiJLgS/V4XgCnBqAF1B7lnEALCIo4aIUlLVw8hU2qXa7SWXvzz/fH1393BQDM/N8rePXom7oyzbtexfW34gEAWoUAmgdiqK+Xd4OEEEJIzUYtYFbA52nBU5cEXYxX0lqlFQHiB8bL8zQl3YkaNw6cGtBUntu1ylq8vRznF05Fi7eXo6h1EdgDMTgNB04LxEYdRNyIRwBKujFDvlkAt2tisJZ5eLlhGoBnLF8hQgghtkFjwBwSBWBWUKgSQVAE8IsBtQTQPn6VGQ8QKACFrOQ5tweASmr6ebUCQKgAVG7A5feejPlqPns5Gn7/EdQFInhcEOoG34duSgJ3X4x/42yzHBEhhBAHpGUAZ2YApaUAzNKoC9IKxHw1zi6bCr6y5A3rll3S7chpSwIyaQYgKCrZJ81gupYyj5sMwgJA487gdg8l+b64kn+Lfe16S4QQQgixIGoBs4Ld3ecDAE59ZbzlKeINWjeREEKIjVAXpEOiAMwOUr90rZQRhBBCHJkFAjBQAGZpFIC5gLLLCpW6NmKW7v/nF07V+/dpCecOWqdihBBCCDGKAjCChPCf9B5fH/mO3uP5rQyPWdT6B73HP3U1f91MQgghVkBdkA6JAjBiUdfHGK6XWBrQXR/1tt5+SeA1/P1yyf9nNrd61QghpGbSMpjdhUizIC2OZkESp3Z9YuVLFgHGA0NCCCHEXqgFjNQoV4e9a+8qEEKIbTFtyWbuOYhFUQBGiBWVHU8H6E+OqEzXfdRyRwgxE40Bc0gUgBHiwFJ6LbLauZ9//O+oE2Otdg1CiAOgMWAOiQIwQmq4DR3WVvmYswM+AADMbmH6MUMalPw7KGVSla9HCCGuhgIwQohNmZOypKJg8WjUgsf/m49FdZ7sLw0WCamxqAvSIVEARgipUTZ3XGOw70nwZro/ey4x2BfbqOrXJsTqGCwQgFmkJuQpFIARQoid/d5thV2OJYTYDwVghBBCiCujLkiHRAEYIYQQ4sq0WgBm5vHSUh4wS6NM+IQQQgghNkYtYIQQQogroy5Ih0QBGCGEEOLKKABzSNQFSQghhBBiY9QCRgghhLgyWorIIVEARgghhLgwxrRgzLxZjOYeTwxRAEYIIYS4MsbMb8GiMWAWR2PACCGEEEJsjAIwQgghxJWVzoI0d7OSgQMHol69enBzc0NgYCBiY2Nx584dvTLp6ekYMGAApFIp/Pz8MGXKFCiVSqvVyRYoACOEEEJcmVZrmc1KevToge+//x6XL1/Gtm3bcPXqVbz88su65zUaDfr164eCggKkpKRg69at2LZtG6ZPn261OtkCjQEjhBBCiN1MnTpV9//69evjnXfeweDBg6FSqSAUCpGcnIwLFy7g5s2bCAoKAgAsXboUo0ePxvz58+Hl5WWvqpuFWsAIIYQQV2bBLsjc3Fy9TaFQWLSqDx8+xObNm9G5c2cIhUIAwNGjRxEeHq4LvgAgOjoaCoUCqampFr2+LVEARgghhLgwptVaZAOA4OBgyGQy3ZaUlGSROr799tuQSqXw9fVFeno6fvrpJ91zmZmZCAgI0Cvv7e0NkUiEzMxMi1zfHigAI4QQQohJbt68iZycHN02a9Yso+USEhLAcVyF26lTp3TlZ8yYgTNnziA5ORl8Ph8jR44Ee2rgP8dxBtdgjBnd7yxoDBghhBDiypgFMuE/Doa8vLxMGnM1adIkDBs2rMIyISEhuv/7+fnBz88PjRs3RrNmzRAcHIxjx44hMjIScrkcx48f1zs2OzsbKpXKoGXMmVAARgghhLgyLQM42yZiLQ2oqnepkmuVji+LjIzE/PnzkZGRgcDAQABAcnIyxGIxIiIiqnUNR0ABGCGEEELs4sSJEzhx4gS6du0Kb29v/Pvvv3j//ffRoEEDREZGAgCioqLQvHlzxMbGYvHixXj48CHi4+Mxbtw4p50BCdAYMEIIIcS1MQYwrZmbdRKxSiQSbN++HT179kSTJk3w2muvITw8HAcPHoRYLAYA8Pl8/Prrr3Bzc0OXLl0wdOhQDB48GEuWLLFKnWyFWsAIIYQQF8a0DMzMLkhmpQCsZcuW+OOPPyotV69ePfzyyy9WqYO9UAtYGZ999hlCQ0Ph5uaGiIgIHD582N5VIoQQQqrP7NavxxuxKArAnvLdd98hLi4Os2fPxpkzZ/Dss8+ib9++SE9Pt3fVCCGEEOJCKAB7yrJlyzB27Fi8/vrraNasGVasWIHg4GB8/vnn9q4aIYQQUi1MyyyyEcuiAOwxpVKJ1NRUREVF6e2PiorCkSNH7FQrQgghxEzUBemQaBD+Y/fv34dGozFI6hYQEFDuUgcKhUJvHaycnBwAJWtlEUIIIeUp/TthrcHtT1NDZXYeVjVUlqkM0aEArIyyyxpUtNRBUlIS5s2bZ7A/ODjYKnUjhBDiWh48eACZTGaVc4tEIsjlcqRk7rbI+eRyOUQikUXORSgA0/Hz8wOfzzdo7crKyip3qYNZs2Zh2rRpusePHj1C/fr1kZ6ebrVfKGvLzc1FcHAwbt686dQJ7lzhPlzhHgC6D0fiCvcAuMZ95OTkoF69evDx8bHaNdzc3HDt2jUolUqLnE8kEsHNzc0i5yIUgOmIRCJERERg7969ePHFF3X79+7di0GDBhk9RiwW6xLFPU0mkznth0IpU9f7cnSucB+ucA8A3YcjcYV7AFzjPng86w7FdnNzo6DJQVEA9pRp06YhNjYW7du3R2RkJL788kukp6fjzTfftHfVCCGEEOJCKAB7yquvvooHDx7ggw8+QEZGBsLDw7F7927Ur1/f3lUjhBBCiAuhAKyMCRMmYMKECdU6ViwWY+7cuUa7JZ2FK9wD4Br34Qr3ANB9OBJXuAfANe7DFe6BmIdjtpgDSwghhBBCdCgRKyGEEEKIjVEARgghhBBiYxSAEUIIIYTYGAVghBBCCCE2RgGYhXz22WcIDQ2Fm5sbIiIicPjwYZtd+9ChQxgwYACCgoLAcRx27typ9zxjDAkJCQgKCoJEIkH37t1x/vx5vTIKhQKTJ0+Gn58fpFIpBg4ciFu3bumVyc7ORmxsLGQyGWQyGWJjY/Ho0SO9Munp6RgwYACkUin8/PwwZcoUk7IwJyUl4ZlnnoGnpyf8/f0xePBgXL582anu4/PPP0erVq10ySEjIyPx22+/OU39y5OUlASO4xAXF+dU95KQkACO4/Q2uVzuVPcAALdv38aIESPg6+sLd3d3tGnTBqmpqU51HyEhIQY/C47jMHHiRKe5B7VajTlz5iA0NBQSiQRhYWH44IMPoNU+WaTaGe6DOBBGzLZ161YmFArZmjVr2IULF9h///tfJpVK2Y0bN2xy/d27d7PZs2ezbdu2MQBsx44des8vWLCAeXp6sm3btrG//vqLvfrqqywwMJDl5ubqyrz55pusTp06bO/evez06dOsR48erHXr1kytVuvK9OnTh4WHh7MjR46wI0eOsPDwcNa/f3/d82q1moWHh7MePXqw06dPs71797KgoCA2adKkSu8hOjqarVu3jp07d46lpaWxfv36sXr16rH8/HynuY9du3axX3/9lV2+fJldvnyZvfvuu0woFLJz5845Rf2NOXHiBAsJCWGtWrVi//3vf53mZ8EYY3PnzmUtWvx/e/cfE3X9xwH8yXHcYchuEJ1wMgmpRD1ydjf0lGUTZzPY2tzadJTHqLZaFEQp/lhja/hjS63cnE1zzEZGa1Gj/iiOQtJCafxIxFQahM2B1w84mQrH4NUfjU9+OLQf3vfu3t+ej+02eX9efu715CP44j73+bBQ+vv7tYfX61Uqw2+//SZpaWlSWFgop06dkt7eXmloaJAffvhBqRxer1d3HDwejwCQxsZGZTJUVlbKnXfeKZ9++qn09vbKBx98IDNnzpQ33nhDqWNBkYMDWBBkZ2fLM888o1vLzMyUzZs3h7yXqQPYxMSEJCcny65du7S1kZERsVgs8tZbb4mIyNDQkMTExEhNTY1Wc+nSJTEYDPLZZ5+JiMjZs2cFgJw8eVKraW5uFgBy7tw5EfljEDQYDHLp0iWt5r333hOz2Sw+n+8f5fB6vQJAmpqalM6RkJAgb7/9tpL9Dw8Py7333isej0dWrFihDWCqZKmoqJBFixZNu02VDOXl5ZKTk3PT7arkmKqkpEQyMjJkYmJCmQx5eXlSVFSkW1u7dq08/vjjIqLusaDw4SnI2+T3+9Ha2orVq1fr1levXo1vvvkmTF39qbe3FwMDA7r+zGYzVqxYofXX2tqKsbExXY3NZoPdbtdqmpubYbFYsGTJEq1m6dKlsFgsuhq73Q6bzabVPPzwwxgdHdWdMvk7fD4fAGi/qFa1HOPj46ipqcHVq1fhcrmU6x8AnnvuOeTl5WHVqlW6dZWydHd3w2azIT09HevWrUNPT49SGerq6uB0OvHYY4/BarVi8eLFOHTokLZdlRw38vv9qK6uRlFREaKiopTJkJOTgy+++AIXLlwAAHz33Xc4ceIEHnnkEQBqHgsKL94J/zb98ssvGB8fx6xZs3Trs2bNwsDAQJi6+tNkD9P119fXp9WYTCYkJCQE1Ez+/YGBAVit1oD9W61WXc3U50lISIDJZPpHnwsRQVlZGXJycmC325XK0dnZCZfLhZGREcycORMfffQRFixYoH3jjPT+J9XU1KCtrQ3ffvttwDZVjsWSJUvwzjvv4L777sPly5dRWVmJZcuWoaurS5kMPT09OHDgAMrKyrB161a0tLTghRdegNlsxoYNG5TJcaOPP/4YQ0NDKCws1ParQoby8nL4fD5kZmYiOjoa4+Pj2L59O9avX69UDoocHMCCJCoqSvexiASshdO/6W9qzXT1/6bmrxQXF+P06dM4ceJEwLZIzzFv3jx0dHRgaGgIH374IdxuN5qampTpHwB++uknlJSUoL6+HrGxsTeti/Qsa9as0f6clZUFl8uFjIwMHDlyBEuXLlUiw8TEBJxOJ3bs2AEAWLx4Mbq6unDgwAFs2LDhpvuPtBw3Onz4MNasWaN79Wa6fUdahvfffx/V1dU4evQoFi5ciI6ODpSWlsJms8HtdiuTgyIHT0HepqSkJERHRwf81OH1egN+QgmHyau+btVfcnIy/H4/BgcHb1lz+fLlgP3//PPPupqpzzM4OIixsbG//bl4/vnnUVdXh8bGRqSmpiqXw2Qy4Z577oHT6cTOnTuxaNEivPnmm8r0D/xxmsTr9cLhcMBoNMJoNKKpqQn79u2D0WjU9qFClhvFxcUhKysL3d3dyhyPlJQULFiwQLc2f/58XLx4Udu3Cjkm9fX1oaGhAU899ZS2pkqGjRs3YvPmzVi3bh2ysrLwxBNP4MUXX8TOnTuVykGRgwPYbTKZTHA4HPB4PLp1j8eDZcuWhamrP6WnpyM5OVnXn9/vR1NTk9afw+FATEyMrqa/vx9nzpzRalwuF3w+H1paWrSaU6dOwefz6WrOnDmD/v5+raa+vh5msxkOh+OWfYoIiouLUVtbiy+//BLp6elK5pgu1+joqFL95+bmorOzEx0dHdrD6XSioKAAHR0dmDt3rjJZbjQ6Oorvv/8eKSkpyhyP5cuXB9yO5cKFC0hLSwOg3tdFVVUVrFYr8vLytDVVMly7dg0Gg/6/zOjoaO02FKrkoAjyv32P/3/D5G0oDh8+LGfPnpXS0lKJi4uTH3/8MSTPPzw8LO3t7dLe3i4AZO/evdLe3q7dBmPXrl1isViktrZWOjs7Zf369dNeGp2amioNDQ3S1tYmK1eunPbS6Pvvv1+am5ulublZsrKypr00Ojc3V9ra2qShoUFSU1P/1qXRzz77rFgsFjl27JjucvVr165pNZGeY8uWLfLVV19Jb2+vnD59WrZu3SoGg0Hq6+uV6P9WbrwKUpUsL730khw7dkx6enrk5MmTkp+fL/Hx8drXpQoZWlpaxGg0yvbt26W7u1veffddueOOO6S6ulqpYyEiMj4+LnPmzJHy8vKAbSpkcLvdMnv2bO02FLW1tZKUlCSbNm1SKgdFDg5gQbJ//35JS0sTk8kkDzzwgHb7hFBobGwUAAEPt9stIn9cHl1RUSHJycliNpvlwQcflM7OTt0+rl+/LsXFxZKYmCgzZsyQ/Px8uXjxoq7m119/lYKCAomPj5f4+HgpKCiQwcFBXU1fX5/k5eXJjBkzJDExUYqLi2VkZOQvM0zXPwCpqqrSaiI9R1FRkfZv4K677pLc3Fxt+FKh/1uZOoCpkGXyHkwxMTFis9lk7dq10tXVpVQGEZFPPvlE7Ha7mM1myczMlIMHD+q2q5Lj888/FwBy/vz5gG0qZLhy5YqUlJTInDlzJDY2VubOnSvbtm2T0dFRpXJQ5IgSEQnLS29ERERE/1F8DxgRERFRiHEAIyIiIgoxDmBEREREIcYBjIiIiCjEOIARERERhRgHMCIiIqIQ4wBGREREFGIcwIiIiIhCjAMYERERUYhxACOisPH7/eFugYgoLDiAEVHQDA8Po6CgAHFxcUhJScHrr7+Ohx56CKWlpQCAu+++G5WVlSgsLITFYsHTTz8d3oaJiMKEAxgRBU1ZWRm+/vpr1NXVwePx4Pjx42hra9PVvPbaa7Db7WhtbcUrr7wSpk6JiMLLGO4GiOj/w/DwMI4cOYKjR48iNzcXAFBVVQWbzaarW7lyJV5++eVwtEhEFDH4ChgRBUVPTw/GxsaQnZ2trVksFsybN09X53Q6Q90aEVHE4QBGREEhIgCAqKioadcnxcXFhawnIqJIxQGMiIIiIyMDMTExaGlp0dauXLmC7u7uMHZFRBSZ+B4wIgqK+Ph4uN1ubNy4EYmJibBaraioqIDBYAh4VYyI6L+Or4ARUdDs3bsXLpcL+fn5WLVqFZYvX4758+cjNjY23K0REUWUKJn6Bg0ioiC5evUqZs+ejT179uDJJ58MdztERBGDpyCJKGja29tx7tw5ZGdnw+fz4dVXXwUAPProo2HujIgosnAAI6Kg2r17N86fPw+TyQSHw4Hjx48jKSkp3G0REUUUnoIkIiIiCjG+CZ+IiIgoxDiAEREREYUYBzAiIiKiEOMARkRERBRiHMCIiIiIQowDGBEREVGIcQAjIiIiCjEOYEREREQhxgGMiIiIKMR+B2J7mgQ9rz/AAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "rec_rhi.DBZH[0].plot(cmap='viridis', x=\"gr\", y=\"z\", ylim=(0,14000), xlim=(0, 80000))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can add the option real_beams=True, which will generate \"fake\" empty beams to produce a dataset that, when plotted, represents the real beam width (be default beam width = 1 degree)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "bw = 1 # beam width in degrees, this will depend on the radar\n",
    "rec_rhi = wrl.util.cross_section_ppi(vol2, azimuth, real_beams=True, bw=bw)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7efb8f8e7ed0>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot result\n",
    "rec_rhi.DBZH[0].plot(cmap='viridis', x=\"gr\", y=\"z\", ylim=(0,14000), xlim=(0, 80000))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can extract two opposing azimuths and plot both left and right of the radar:\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "azimuths = [azimuth, azimuth-180]\n",
    "\n",
    "rec_rhi_2 =  wrl.util.cross_section_ppi(vol2, azimuths)\n",
    "\n",
    "rec_rhi0 = rec_rhi_2.isel(azimuth=0)\n",
    "rec_rhi180 = rec_rhi_2.isel(azimuth=1)\n",
    "\n",
    "# we have to invert the gr and range coordinates in one of them so that they are opposite to each other\n",
    "rec_rhi180.coords[\"gr\"] = rec_rhi180.coords[\"gr\"]*-1\n",
    "rec_rhi180.coords[\"range\"] = rec_rhi180.coords[\"range\"]*-1\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_15797/1949423905.py:2: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  plt.pcolormesh(rec_rhi0.gr, rec_rhi0.z, rec_rhi0.DBZH[0], cmap='viridis')\n",
      "/tmp/ipykernel_15797/1949423905.py:3: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  plt.pcolormesh(rec_rhi180.gr, rec_rhi180.z, rec_rhi180.DBZH[0], cmap='viridis')\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(0.0, 10000.0)"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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wK5vv+HNsNwl06eK32krN0RzyIvmITnp6Op5//nk8//zzAduoVCosXboUS5cuDdgmJSUFq1ev9tho0FtmZibWrVsXRW+JiKidwSJgNUk/haVtDa2qutoOfFMWfC+ertgzAG1TVKegJMOcKiKiBBXuyE28RLoXjzNF4o4QgYEOEXXi/al72JPM2+kuAlUwj2di757S6EZziPxhoEPUDVyyIPSARdsaw46QYsm9g7CI8t2I+WUUiOQ5OkREJB8pC3vGq5K5tin03Bxdvf+gTOUE4GffHJcO0ES4Cqu9RhZHmhIbR3SIyIODeRIJS9/oiltwEopQl3lHu4lgLJetM28o8THQIeomQt22XhfnooskHSXWuwpGbQe+/kNsRky4+ooABjpE5GXXi55vOsN/x4TkRCHlaE68RoaiHTGJ9eaAGuasJTwGOkTkgZXLSQqVa+KT1xIo0LH3kOb8nLpKfExGJkpCLOfQ/aSeSby6B7qG+AVE1H1xRIeoGwl1GkqlvMLXFISU+TlKSmjuSqAl8XIvlSdlYaBDpGCXLCgLaw+czlz6yK8br+KL1L1xNIfigYEOEfnl6rQnyUUlnApTMiUtKw81eInnjsvUvTHQIUpizihGdaK5L1FXrD19V/eFw5EmXV8o+THQIUpioe6J4y95Odot+SkxxWM6SRvFXk1qR+DbdPWRn5eSF1/KiJKY0+B7rOA3/qehvGsFRbtbLcWPUquY+yPUsdkgMNb76VDiYqBDlACiSUrWWD2/D7X4oXe7ix9hng5FjwE0xRsDHaIk54pityyuvlI+KUdz4rEsOxajOdzUj7rCQIcoyfn7BO1vdMbl702On767jR1/XoAdf47tyq1oApJY1cOi5MdAh4jctKzrQzGka4j8vixNQpFioEOUQAIlEgcT6lJxn9EfvkKQRNTOyFd0Va3kaA5Fji9jRN2Av6XiIx71DZqC7W1y0TP8VE1EiYWBDlGCiWj1E//SSUYqZ3QbBEaLta+6N778UVIYVLYKg8pWyd0NRVN1sdFaO395EJ1LQRDF22XzOIpI0WGgQ9RNiBCXmXtXLvfeh4coHA4jUPFKZKM5gXJ6lLQD8ojHGYgpHQMdogTkL78mGE2L77GhT/uexzuw0VvCvhSRG3csJrkx0CFKMv7qVgFtq15CEazG1bAn+QmWQheP2lnB7H1G/j6QfBjoECUhV6fl5J3rXRnPhHh/r7ycaIowEiUjTlklDgY6RAkqktpXgVa+eNe1at93p310x19xUKJg5B7NcemBb5+Qtg/fPsnRoUTDQIdI4SItghjqJoEXPusbMAWbviJKBP7y0qj74csZUZLyl5Mz/HdlIb34+wuu7BnR94koXjQ27qhMbRjoEMVQJKujwjp/F3kCgZaFhzJC5DT6Vi7v/H2kpSioe5B7ygrgai/qwECHKEkFyqvx3icnIK+AiG8clCg0rcDu5fIHW6QMDHSIEoT3CEu7rkaNQt3sz9XFFvnNfdv+daaEdi4iuX1TJm2Qwy0VEhsDHaI4kGuqx9VpN2Rbpxwb79GZpgtc0LZ63ZmvDkTQeP9dUMLhSxmRQkWyfNxboHwc7+XkXbX1wFcMUjCnUdrl5HtKOf2VDPiyRZRAXBHsZxPqMvP6PD/X+3HjQG1T27+2rI6hIH/L0onkpLbJ3QNSIgY6RHES6fRVKEnAXeXpBNoTx9+ojjefuldnukjmIZKR2s4EZPKPgQ5RsgvwVy5Uwe/Kgp6UCFRO6ROQKXkw0CFSuMrVni/gQuu/Xbi1d3ySjxHG0nMiBeFIDnWFgQ6RwkmRlBzqVvj+lrB7F/R0dFpmftEzzNMhImVjoEMUJ5HWrJJC53IQnZOTvQObhjzhU7nc/b2M/ScKhGUeKBgGOkQJonOAEmj66tKiwCMsxjO+x/wFX96rtLyTmV16zm8RUeJgoEOUIPwV6QxHszm0dqxcTomCuTkUCr6kESUIpy54GwBwBdg3p/NGaipHx3HvpGRWLqdEwNprFCoGOkQK5h106BojP9fw3/mf1vKuc2XvEbhyuSOjrUORbFxIJBW1g7k5FDoGOkQJxBFCYc3K1cUBd0MOdfVVoMrl+lrfl4zL5nPlFcXP138oxtd/YJBDoWOgQ5SEdM3+j3usvgpjVIaVy0kJGOBQJBjoECWYzvk1gYQTxLTdwWubZH+vDHy1IKIExJcuogTjsyrKz1/x188X+9SpaudI8z2mtnkGOtpm3+u0F/RMO97WNtpVYERE8cBAhygBeCcHt1cT74orwF47/nY/9nt/r1Ve7QU93QEQNxCkOKhc0zZdxeRjihQDHUoaB4sXyN2FuPEOQvypXF0ccAqrvXK5Lb3jmCPDc4gm0IiQP1fetSr0xkREccRAhyhBdF7SrbH5Lgv3J9DqK3+VyzXNni8H/iqXh7Lqi4hISRjoECWoUEZ1Au1y3HmTQI2t7V/vPXtULqC5b9fXZrVzIlI6BjpEiUrtW1ncX5tgrL0DJ9t4n9+7zlUouUJERHJioEOUQLyLeQbLo9n7TOAETuFn6st7VCdQjg+nsIgoUTDQIYqREY/Gfsdgqyl4m0C7IWs6TV8Jrf85qP3/U8xRGyJKaAx0iBKM96hOMFUri2HzU5Sz8+iNyuEnO/lH3gU921ds8dWDurv2EdMRj7MMipLxpYooxgp+E9sXwaB5OgCMZ/wf97eyynsjQO99d9wBEvfRoW5u2JMMcBIBAx2iBBdKvsyuF/3n6oRShVwVZAfkUFZ/ESUTl8ZzDypSNgY6RHEQ62Cg83LxcISyF8++p4q7HL1hDg91N+1bMlBiYKBDlAQcqcHbBEpKbhdozx0AfKUg+tHQpzldlWj48kUUJ10GEn58s6o46LSRhyA5M4GKcKpbfDvmvaNye0FP73OFmxhNlMgu+fvv5O4CRYCBDpGCVa4OvZCh9x443r5ZVRywJEQ7tf3HyuReCcjtBT3dfrxWezKzLT3wqi0iSmyDylZh8IrErWcXk0DnxIkT+MUvfoGsrCykpqbisssuQ0VFhft2IQSWLl2K3NxcGI1GTJo0CXv27PE4h9Vqxfz589G7d2+kpaVh1qxZOH78uEeb2tpaFBYWwmQywWQyobCwEHV1dbF4SETK1OkvOJQ8HUdagOM/FvR09PAfLX33eDEcGVxmRd3XpH8skrsLshhUlrgBTjvJA53a2lpcddVV0Ol0+Pjjj7F3716sXLkSPXv2dLdZvnw5Vq1ahTVr1mDnzp0wm82YMmUKGhoa3G2KioqwYcMGrF+/Hps3b0ZjYyNmzpwJp7NjCH327NmorKxEeXk5ysvLUVlZicLCQqkfElHC8B6JCfX29oKe2vrALwneU1ysc0XdRcbYAPszUEKQPNB59tlnMWDAALz++uu48sorkZeXhxtuuAGDBw8G0Daa8/zzz+Oxxx7DrbfeioKCArzxxhtobm7G22+/DQCwWCx47bXXsHLlSkyePBmjRo3CunXrUFVVhc8++wwAsG/fPpSXl+PVV1/F+PHjMX78eKxduxYffvgh9u/fL/XDIpLNN6uK/ZZr8OerP3U91bXvqWK/K8D8TXvpG7qOZNpXW7k3ECRKQq2XhbBRVRLyHskR+sT9ZCN5oPO3v/0NY8aMwc9+9jNkZ2dj1KhRWLt2rfv2Q4cOobq6GlOnTnUfMxgMmDhxIrZs2QIAqKiogN1u92iTm5uLgoICd5utW7fCZDJh7Nix7jbjxo2DyWRyt/FmtVpRX1/v8UXU3Ygg6TSBkqa9C3q2C7aai6grl80rw2XzlLmSadDbJXJ3Ie7y3lyGvBdWyN0NSUke6Bw8eBAvvvgihgwZgk8++QT33XcfHnroIfzlL38BAFRXVwMAcnJyPO6Xk5Pjvq26uhp6vR69evXqsk12drbP9bOzs91tvJWWlrrzeUwmEwYMGBDdgyWKE3sP6c713ePFfjcZbC8DYaj1f7+DxQuQdtw3StJaE/eTHsnrkmJlBjgAku7NPhR5ry93/z+sFZ8KJ3mg43K5cPnll6OkpASjRo3Cvffei7lz5+LFF1/0aKdSeb5gCiF8jnnzbuOvfVfnWbJkCSwWi/vr2LFjoT4sIlntfaYYukbpzuc3v0YdPGAJd4k8ESWGzkGOPypb4q6slPxlq2/fvhgxYoTHseHDh+Po0aMAALPZDAA+oy41NTXuUR6z2QybzYba2tou25w+fdrn+mfOnPEZLWpnMBiQkZHh8UWUKEIp9RCqYEnLgVZweZeMaM/30bZwVIfCo9TpKqD7jebkr17pc8w7L5A5Op1cddVVPsnA3333HS644AIAQH5+PsxmMzZu3Oi+3WazYdOmTZgwYQIAYPTo0dDpdB5tTp06hd27d7vbjB8/HhaLBTt27HC32b59OywWi7sNUTLZs6xYsnyYYHvuBLL3Gc9k5vaE5C9fXRB9p4gUIO9lBjlAck1dSb6vaXFxMSZMmICSkhLcfvvt2LFjB1555RW88sorANqmm4qKilBSUoIhQ4ZgyJAhKCkpQWpqKmbPng0AMJlMuPvuu7Fw4UJkZWUhMzMTixYtwsiRIzF58mQAbaNE06dPx9y5c/Hyyy8DAO655x7MnDkTQ4cOlfphESmCM4QinKHY+0wxRjzq+4k60O7JRFIa9MeVyFDgfrX5q1cCQTbVTBb5q1dCaARUSNwpqVBJHuhcccUV2LBhA5YsWYKnnnoK+fn5eP755zFnzhx3m8WLF6OlpQUPPPAAamtrMXbsWHz66adIT+8oB1tWVgatVovbb78dLS0tuOGGG/DnP/8ZGk3HeNpbb72Fhx56yL06a9asWVizZo3UD4lIMfaWFGPkQmmG/INVLt/+F/+jNI6U4FNfRIEMXrFKkcHEBa8+B7UCg69YGFS2Kgbv/soVk4c6c+ZMzJw5M+DtKpUKS5cuxdKlSwO2SUlJwerVq7F69eqAbTIzM7Fu3bpoukqUcFw6aaonf/tEMYb/rizsyureoz4s/0CJLn/1SqCb7AeV98KKbhPQtetej5YoCexZVgxXiBsIBmPt7ZusE2yfne8eLeYrB0Uk781lcnfBx6A/+s9RSUbJUM4hEny5IkpA4Y7CBOKvcnloHZDm+tR9DH7n93J3gbopBjpECWhvSTG0EuxM/8NviyG04S8bZZ0rSgYXlSh3iTtJh4EOUYKSardkZ6rv8Eyoda6IQnHBq8/J3QUfQ59mkNNdMNAhSlCR7oXjrb1yeTj2LCuG6EarNii5jHicQU53wkCHksLB4u63Yd3eZ6SZvjqwMLKfnd4S/bUp+SltNIdBTvfDQIcoRvaWFGNvSXFMryFVWYhIalhJlRBNyeviD5bK3QUPUu1BRYmFgQ5RAttbUhywLlU4IpkGY54OESUCBjpECc6RGv05fvjNAqjt4W38t+vlYji7ySZrFL5Bb5fI3QUiAAx0iGJu93Oxnb7a+0wx1FYJThTBqI6hjuvMyVd3K4xJysZAhygONFIEIl2dX4LaU5EU9GT5h/ibNP1ZubtAlFAY6BDFQdXK4piO7Hz9fHHUhTa/faI47KTkytXF0LZwVCdeJt64XO4uBKWkVVYXLyljAjIx0CFKFl/9KfpAylAb/n2+fLX7Le0n/5RUS4kbAlI7BjpE5BasoCfJZ2yhcoIIpctfnZyFOgevWKWoYDJRMNAhIreqldIsV6fuRynBRbImQifr44oHBjpEREQKppQgMlGxWg0ReZAi16c7mzb6CXxS8aTc3YirvBdWQAX55z3z/vIsAI3c3ZDUBa8+BzXHJKLCQIeIiBJeW5CTPDoeD4OcaPEnSEREEVPCtIqSlrRLIe/NZXJ3Iakw0CEioohc+Kz8S7iHvf+U3F2QVN4LTDqWGgMdIiJKSIPf+b3cXZCUEgLHZMRAh4iIwsYN+aSV97ryd71OVExGJiKisCghyLno3aeRDJ/VB71dAmezDqrkWiymKIn/W0JERIonnNItP7/4g6WSnUtOyZZErVQMdIiIKGSD/hj+KiuVwSnZ9dtGchIfV1bFDwMdIiIKidxTVsmywor5OPHFQIeIKMlcOyv5pkSSYQQk7/XlSfE4Eg0DHSKiOJh+2e/k7kJULl4i32hOMkxXKWFjxe6KgQ4REXXpyrtWyXbtZJiuGrxCvp8fMdAhIpLctNFPxOS89nSuQU403OlYevdVFOLXX84PuT330SEiirGpVz7FT5URuOjdp6FO4B/csCfLgD5y9yJ5vLx/Ir5qHBj2/RjoEBFJ6JOKJ2MyoqOxCcnPqWR5L6+APkvuXkSmfapKB+n2DurOXt4/EaftJuToIrt/AsfKRESUjPJeTtzpHrmX4Cebp3bPivocHNEhIiLFyF+9EtDL3YvIjHi8DDDI3YvksOjrnwMAMiRIS2OgQ0QUQ1MmPMMJjBBd+GwZkCp3LyIz9OkyMFU8evdVFOKctQcuSJPunAx0iIiIIuQ0ABqr3L1IfJP+sQgAMKyn9OdmoENEpACTpj8LAPi8/Lcy90Qeg1esgirBxr4cKYBLL6CxJla/leTK8kcBAKkRJhqHgsnIRETkNrYwvpvbqZ2APT2ul5SE0AgITfdaCSe1KZ8Xx+U6HNEhIoqRa366AilydyIMV961Kq5jKtpWoHEAoGuI40WjJIY3oqnBAM05vn1GatI/FsFkaAUQw2GcTvhMERHJbGzhKhjl7kSc2XoCmha5exEep0sNh40px5Ga8nkxUrV2IM7hPwMdIiJqm7KK13u4UwVtEyASLHmipSlB173L7Gdb7keWoRFAb1mun2C/ZkREiWHijct9jklZwXzS9GfdCczRindejsoZ18tFrb45Bc12Bjnh+snmebjpi4fk7gYDHSKieBAa/9kvl98f3k66Qh1aFs21s54L67zx4syx4cCiBXJ3IySuBj00Gpfc3Ug4N33xkHu5uBIw0CEiitCMfqFXUHamSTciIGUQM27OSsnOFZRQ4XDhI/G7XjTSHUgzN8rdi4SjhBEcbwx0iIgk9knFkzE7tz09MZNhVRqBw/+VGHsEqZwqpKTZ5O6GIrgMoY1o/WTzPPxsy/0x7k1kmIxMRBSBGcOXBLxtyoRngJ4dIzjqFitcKb61DSb8fCWQmfyfN9UaFw78/DG5uxESlU0FdXar3N1QDLW169/PN76fgF2NFwBQbql5BjpERLGmkWYUxqlXwd5DhR4nEidvROVU4eDsR+XuRlDqFjUM/Zqg0bjQ2hqf/V0S2ds/jMWe5n64KAH2RUj+jxJERArkb1VWMBqbdDvxXnlXfFZaJUKei8qhQq/BtXJ3Q5G8p67e/mEs3v5hrEy9iQwDHSKiGHIZpBnNSTlvx5Z3FkpyrngFOS1Neuz5ydK4XCsavYeflbsLCSHRApx2nLoiIpLQ1CufArQdnyGFVpqiCv/cKM1qpRGPl6GHJGfqmsuqxeFfLo7DlSJnOAfkjj3FPXKCWHPL/6KnuhmH7X3k7kpEOKJDRBSma366Iu7XjGSqSzZ6l+KDHJUDME45I3c3FO3747l4f+Yf5e5G1DiiQ0QUZ9fOes6neKbaKeAKsKmgVEYuLEOsi2ppmtVIP6Dcz9B7nylG3uvLkWLiyqpAvrnljzCotDiaYDtYB8JAh4goRtRWaVZHXXXbiqhfrMfcvQroGePa5BqBjO/UEAre6mfwO79HvKpmJ5r3b1iDdLUDyRYaKDfsJiJKAOHsjgy0BS3JSGgEdBZlv6VkTK+WuwuKJDQCq679q9zdiJnkCtuIiBQsUL0rhzHwSMvoe8qQEuV1B/1xJTJ9Jsuko2lWw2WQbum71Cb9YxGqLRnISpe7J8qgcgLix3f/lTeuQ4rajlZX8o5yMdAhIgrDjAEPA2MGBG1nPNmIltx4rG+irmTdeELuLijSL6/bhBydRe5uxAUDHSIiiUy/7HeAPvDLariFPa+6bQWQGV3CS96by6COcU6KtkUFm8JGdFQO4LJb9uJEo0nurijGweIF+MO3k3GwJTGXiUeKgQ4RUSTqw9vxV93qhMMU3/1a2hJvY5cZrG0OPB0nJ5fRBf2Y7jFaEapFX/8c52ypuKwbTt8x0CEiioCzXx9oTvjfh0Vttfsea7ECXoGOrUfgIGHS9GeBHgpevgTAZZC7B344gR7mJrl7oRg/2TwPDpcaw7vxwBYDHSIiCUwf+Zi7eKfQaKByOjwbSFTYM1TV/9UKOGOzCkpoAHu6C7oGZa2yUmud6JnXAKudb22Xf/Q4slKbkMofBZeXExGFanrmXL/HZ+Qv6PJ+zlQ96ofG7yP1F3/7TczOrW5R5ttGdrYFPXs2y90NRbiyXPnV4uNJmb+xREQKpq/znZpq9+mO3/kc81fYU2MPvJlgtHvt5L0cu716NLaYnTpippwGubugCD/ZPA9Xbfyt3N1QHA5qERGFKdxCnVIV9gxFWwJybJJntM2AXUHJrMKpQlZmExpalZgsFD+PfXMrvmvMQSwTzxNZzEd0SktLoVKpUFRU5D4mhMDSpUuRm5sLo9GISZMmYc+ePR73s1qtmD9/Pnr37o20tDTMmjULx48f92hTW1uLwsJCmEwmmEwmFBYWoq6uLtYPiYgoZPYeWjT2C3211dCny2LYm8ilnRJoHOwI3jBOHDYNVBplLWmPt1/u/CWW750hdzcUL6aBzs6dO/HKK6/gkksu8Ti+fPlyrFq1CmvWrMHOnTthNpsxZcoUNDR0DD8WFRVhw4YNWL9+PTZv3ozGxkbMnDkTTmdHlbHZs2ejsrIS5eXlKC8vR2VlJQoLC2P5kIiIwpJyOn7FI/NXr4zZuevzlbOMPM1g69b5OJf8/Xf42Zb75e5GwohZoNPY2Ig5c+Zg7dq16NWrl/u4EALPP/88HnvsMdx6660oKCjAG2+8gebmZrz99tsAAIvFgtdeew0rV67E5MmTMWrUKKxbtw5VVVX47LPPAAD79u1DeXk5Xn31VYwfPx7jx4/H2rVr8eGHH2L//v1++2S1WlFfX+/xRUQUDftgc8DbNHYXrL1Dm1Zp7KfHyWsj32dn2BOxGwmquT5wTlK8qdXddxTn2olVGHnFQbm7kXBiFug8+OCDuOmmmzB58mSP44cOHUJ1dTWmTp3qPmYwGDBx4kRs2bIFAFBRUQG73e7RJjc3FwUFBe42W7duhclkwtixY91txo0bB5PJ5G7jrbS01D3NZTKZMGBA8G3ciYg89Ejt+H9G1yUenLrQX2JVzuBt4mH7m54ryC5692mZeuJJo3fCbu+eOShCL3DFyANydyNhxSTQWb9+PXbt2oXS0lKf26qr26rH5uTkeBzPyclx31ZdXQ29Xu8xEuSvTXZ2ts/5s7Oz3W28LVmyBBaLxf117Nix8B8cEXVL04x+psWD7I5sPBna7skp5504MyPyKa5YTVkNe/+pmJw3XDqdEwN618rdjfhr0SA//zSGDGW9rmhIvurq2LFjePjhh/Hpp58iJSVwzV2VynO+Vwjhc8ybdxt/7bs6j8FggMHQvbPziUg6zn6BawYJjQqWYRnQNwReRt6upY/yRiouevdpqBWwAUlWehNSdTbYncr7GcWMUCE724Ima3xLhiQryX+NKyoqUFNTg9GjR0Or1UKr1WLTpk344x//CK1W6x7J8R51qampcd9mNpths9lQW1vbZZvTp0/7XP/MmTM+o0VERFJr6ZeKs6MDr7V2GUIrpJly3oXzE6wR92PE49Ln5rQtUZdfH1N49cQSnT3Lgcy8OmT0YgkLKUke6Nxwww2oqqpCZWWl+2vMmDGYM2cOKisrMWjQIJjNZmzcuNF9H5vNhk2bNmHChAkAgNGjR0On03m0OXXqFHbv3u1uM378eFgsFuzYscPdZvv27bBYLO42RERSKj+/NuS2/upd+ePUK2c1ExDbzQbDkWbuXkFOv/7nuPFhjEg+dZWeno6CggKPY2lpacjKynIfLyoqQklJCYYMGYIhQ4agpKQEqampmD17NgDAZDLh7rvvxsKFC5GVlYXMzEwsWrQII0eOdCc3Dx8+HNOnT8fcuXPx8ssvAwDuuecezJw5E0OHDpX6YRERedDX2dFkDjyd8sOdJvT5KvgKIWeEsxPNZh1asqQNkpSQEK1rUKPPFdWoazbK3ZW4GJx7BqlaO862pMndlaQlywzs4sWLUVRUhAceeABjxozBiRMn8OmnnyI9vWMYuKysDLfccgtuv/12XHXVVUhNTcXf//53aDoVxnvrrbcwcuRITJ06FVOnTsUll1yCN998U46HRETdTOfdjm15nrk6/spA+KNtFTg7Mfyl22qbC83Z0gY5GpvA6any1ndwprpwwYSjsvYhbpq1uOjCk3L3oluISwmIzz//3ON7lUqFpUuXYunSpQHvk5KSgtWrV2P16tUB22RmZmLdunUS9ZKIKDQqh4BlUOCFDSMeLwN6Bj9Pao0dQPgBS32+tEmqKpfAyZny75WTO6xG7i7EnKpOh9xhNehtbEKzI7Q8LoqOAnLqiYgSi/4H/1tYhMNq0uLAz8NfSdTr21bYJK43deq64CvDYkkzoRamEedl7UOsqRwqZObUIz3PIndXuh0W9SQiClfnTQMjpLFFtsNvwwXSbpFx9hI1AHkCHaEB1MOSOwFX26CBdkgDUlMUWPa9m+CIDhFRGBy90vDxPt/NUNtd+nBoy73P3R3+EuLrpywL+z5dueDV5yQ9Xzi0rYDtyuReWZU1oRqZl56RuxvdHkd0iIjCEOqy8a5EsqRcaFWA/Gk0krj4g6Ww35C8GwAOu/IwTjVmyN0N+hFHdIiIwqCubwl4W3ll8JIJKefsODFFyh5F5tyMwI8jli7+YKks140H1RUWmK7gCI7SMNAhIgrDx98vd/9f1+iZZzP52uA7Cndelh4qKUtEqG3A6avl2TDnyvJHZblurLWOaIH2EiYZKxUDHSKiODpxbXjJxKlnnFBHmLjsTd8AmKZEv2IsEpd/9Lgs140ll0HA1dMhdzcoCAY6RERhmJFzv9/jqsbgU0FWU/hpkS6JBnNaslVwyLDZ8M+23I+Hv7oz/heOJY00gSfFBwMdIiIp2LrOFG7uo4ZlUHhRi8Ym0JopTaSTck6S04Rlzva58b9oDOlTHHBZtdCeYlXxRMJAh4goSrqzwZdJp9SGv1eN1SRNkGM8Ff+X+uV7Z8T9mrGi0bhwzpKG1iYGOImIgQ4RKcKUq4Mn8spteqb/EQpHr+AbCLp04SUhN/aTpjxAP3OtJOcJVWsfIO9nB+J6zVjqkWpFnx7Jvd9PsmOgQ0QUgk9a/BcMdqRqoWnqetdb03fNUNtDz+vQ2ASEJvqinc5mHU4cz4r6PKGym1wYfN2huF0vlgb3Pos0A3czTgYMdIhIMaaNesLj+xsmlcjUk9AJdfCAxNo7vJVWdYOj38vV1qyHqjF+m/Lp69QYftmRuF0vVm7J/wYzL9otdzdIQgx0iIj8mJG/IKR2DRd0PcXkMKqR9n18C1aqrSrAGf2IUKj6TjiBtNEyZDtL6Pp+32PJyHK5u0FB5Bra9iu6MDX0SvcMdIhI0aaOC77bsFw0NoGcz0512cYVxuCMygmoJNiWRcQvxkHa0Lr4XSwGmu169O1RL3c3qAsWZypydBZ832qGNZw/qB8x0CEi8nLDdYGLdnZm69F1RFGfr4bp29DfRFUSFBF32uIzXaUSQO7YE3G5VizYWrW4OOsUgxyFytC0IFvX9twY1NEVeWNRTyKiIGYMWRzR/cLZu8bliD5AUWe3xiXQsWU5kX1BfKfjpDKgdy1u7LsHNfYMnLMFXy1H8ZOfcQ7nrD2QZZB2lRsDHSKiCPT5ohrOXj0C3t7jmArZm89C6IO/zGr0TvT61IjGgZH3xxGn92zdxRbk9mhEsz2x9pTR6xy4qGcNDGqWbFCSOXk7YHXpYHEYcdJqisk1OHVFRGEZN2el3F1QhM7FPf1xhrHQylWTElVfjKfVEHEoS9D/grMxv4bU6q0pqLZkID3FKndX6Ed9jE3INDQh2xif/YkY6BCRongvMQeAGRf9VoaedG3S9GcD3qa2AZnfhjZyoDE4MOj9yPdrcemA1mwJknu64lQh9YrEW1W19UA+GpvDW9pP0rO5NJiV+RVStXaM7nk07tdnoENEYbviV6vk7kLMTDMWenw/feRjYZ8jnNxJpzXyDAKVqy3QiSWdzgloYxxISazlSDrqa9Pk7ka3d7YlDRemn0FBxklZ+8FAh4giMnJhmdxdUKS0ahd67Q8t0jFmtmDQm5FPOTX1i+101Uhz10vnlaaxMgvnD/eUuxvd1kU9TuOynscxIK0Wdlf8NqsMhoEOdSuDVybvSATFT1ebCRprQpuG0qhdGLAi8pdglTPiu4bkgt6Js6oqPcUKy84+cnejW0pXt2Bs+kHkpSl3apOBDhFFbPydoSUmT7z5uRj3RDnOXRxaYnFTFLkjmhjn1Q7KSYykY3NmPU7vMuPkt9lyd6XbMGvrMEx/CtsbBsEqYjxvKhEGOkSEK++KfKRrzK+Td5TMO18HAJDZM2B73ZnQVpFo6zQY9IfIpp2sphhue+xQ41dXfRG780ukvjkFzTuzcHabWe6udAsDtHV44tBP8MqRa1B6+Ea5uxM2BjpEBAAY+1/KDlhCrT0Vjam6O4K2OTc28BTJ6UmhjSzk/ieyvVz+ufGRiO4Xqjmjt8X0/NHKMjXBdqQHWs9wo79Ym7b3Vty84z7M/vLX+Mm/H5C7O1FhoENEbpGOzlz8SGwSk3XnmmJy3kipTOmBb1SH9nLa41hk17aaNLj8/tj8nK8ccRDFV3wWk3NLwdJqRM2/+uHc7t5ydyWpLfj+dty1rxCTv/mF3F2RFHdGJqK4uWFSCf7x+aN+b1M3+SbxutLk2wPFltcH2uozngebWwK2P3lrHjRB8pD1DUDK+ciyiJ0x2og4Y6Ryk0gB4MT3faByqmCUuyNJ6o1TV8FiTUGzXY9UXeT7OSkZR3SISBLX/HRFVPd3penR2tdz75NPt/0OmrMNUZ1XSvXXDPZ73GUILSkzrTqyIMeWIX1ejqNBD2Nm4MBNbk0neuD4EY7gSM3q0uFwUxaq6vvh3VOXy92duGCgQ0Q+YjVFAgDXT1kW8LaUM8p449V/dxJOQ+gvj8emBN+cruc3kS3X1tik3yvHlNMAbboyP71/f9SME8ez5O5G0tlak4dD9Vn46NTFcncl7hjoEJFfybyayp8ZAx52/180SF+Dp35EZtj3sfeQfiSn+nxGVEvbY6V5ZxYDHAld2ucELu11EqcaM3C4NvzfvWTCQIeIArq0KPyRnYk3dl3sMlzC2JGcEo+VV/44+mTAcnmO/xvrg0+tNQ4L/w089Yz0OwJaxiivsGXrmVQ0HopN1eru5sY+VRiffRh9e9TL3RVFYaBDRF2KZI+daPN1fLjiW2up7uYCj++daf7XbWjO1OHory7q8lwqW/hLyRsHCljypNtCvzVL4Nz4MApwxYGtwQBrXXRV27s7m0uL/5wfjN31uWh2JMbmfXJgoENEQcUyZ8ebMMhbI0fd23eYX1/tf9TG2adn0PM15wdv05nQAhkHpJ2yEsopO4Q0gw0tTTFaQtYNDEk/gwGmOjQ7dLA5uXA6FAx0iCgk4QY71/5EurIPH//Qca4ZF/1WsvP61cN3Mzp/+TW6ejtOTupiXx0Arf0ywrq0tgkwng7rLl1SW1VAizJe5jMMrahvTkF9M0dxwvXL/ltwdeb3cncjYSnjL4CIYuKKXyk7oThQPs+0UU94fB/r4GZGzv0d35yv87hNdd5/voP2SPCIpKVP6NMJGUdt0DaH3DwodYMyhnGaHTp8UDkKx872krsrCWVK7rdYPOJTLB5ULndXEh4DHaIkd/m90k07hTuqI3VicjxYL7nA84DDf47N0f8a1OV5nPrwpp/OFihvJVQ09jWZ8Z+9Q7D36wuCNybo1E7cll+J4VmnMTL7lNzdSSqc4CPqBi6/twwau8DO/41+1VLDADVSa6Tf2yUoYwrQ0hrTS6iHeW4I6Bo1FHY/ichNI/t2eR6hDS/IqR6XAo0ED81p0wAO+T+/7t42CBigjD2RlGyEqRr1jhRM6rkfOpUTP7QGWNlHUZH/L4KI4kaqvXGackN/I79u2rNd3h7qqM/He0vc/58xwn8ZiaidqPH4Vlvrv9ZW/cCuPyNa8kP/DHl6jDQjOS6DgLpW3pU3+yrysH9rvqx9ULoJuYdwUc8aOFx8+40X/qSJuhmpgh2DJfRRnU1//03Y5/fOy5kxsCjsc4Si807NtTcN97it5YKePu2tpq6DvHBWOFl7SxPkGE/J+1Je/UU/WPZ2703pAnG41Bg/4BAG9zyHDENsRyTJPwY6RN3QqAelydtx6aRZBj3l6t9Lch6ptWb5jsxkHJVmI7/WnBTUjI4+e0BfF31fInX+w34QnzPJ2J/hWaehUzuRlep/VJDih4EOUTc16sGyqAOe7X9ZgNZe0pcpkINo8lzyZDP5BiFqJ1A3KPCQjSvE0RxdgwM1l0e3KkpoAGONPD/76i/6wbKzjyzXViqN2gWnk2+pSsRnhaibizbY2f1cMdQhbrr7j88D59Zs3PyYzzGfZeW22O3uq9JFN7qiCmOg5/QV0e0l4zQADmNUp4jImZ1mOHexXAMAqJwqCJMD0Ai4HMpYyk/+MdAhIriinEGpWlkcctt/bnwk4G2ONN9kWlVLnKpsazt+CPoG/yUnaodE/4ZWPS66l11HqgxBjkON2gOcolJrXFAbHEgdUQvtkOA1zkgZGOgQEQDAqQdUUZSU+veGRVH3we+Ij97/SiIpVl5ddVtHTa7GK7ve70XXEH1uzpnLoguUmrOj7kJY6mwpyOt1Pr4XVZi6H3rhZK0JKSl2DMzp3j+LRMV9dIjIzWlQta3KkijJWBI2O6CO8WeyVM8hkiazFgaLZ9R3eqwOWj95pboGwBlCcfKzl6pDnuLzp7lv/J6TZrsep860TVEN718dt+sqxQc7RkNlU0HoBUcDkgCfQyLysevF0KeivG36aHFU11ZZg4ycxKCSuTD16PJ2lTPwUnqHb2ksH9FUInfqVRBxfKX+y/93HeqaZUgAktG3/xqMj9ePwxP/vBX/9+E1cneHJMZAh4j8+vLVyHdRjnYa65OvnvT4/uPvOm066JRmeXdntSN7uv/f2M+3svbZSyMPVBzGyF9mdY3x24H6Dx/f2K3e5Fdc+g5ev+J1HPjb4OCNKaEx0CGigL5+vhitmZFNmXzxQfBNAvV1kSUai+NttYBmXBj+RoTBeG8IqGnyX+sqlFVW+kYXGvpH9jKrr49PkGPZm4mKLy+My7Xk1GLXYfsHl+Cl0W/izdemyt0diiMGOkTUpW9WFcMZo3qTG7c8HnrjAEnJkbrmp22JyLrzHTWZjGd8k2iOTUnz350QFt2cuziykSBtS+yDHNXhVNgPdj1ll+hUJ1NgqzHC9W066qtCSKSipMRAh4iC+vr54ojydkLJ1wnUxmO6CvBISHYWSDfdIDQdwYhL7/mSqGv2H3C0hvCe2TAg/CBH7Yx9kCNOGqE6HEJiUaLSAEIFwKmghHqSFQMd6lYOLIy+end3Fkmw869Pfhu0jd/NAmNVuNNL08CON33vYp2Bdi9OOdf1OSMZAetxUvok687UDRqgIfkW2rr0AppmNawX2ODoEdufISUmBjpEFJY9yyJfkRU2rWegIXr3jNml7KmeIwCtmf5fHl2+ucpR08Sy1mMPJ5CTXMUkNQ1qOFIAW08XXAYGN9Q1BjpESWzn/8ZmBGvvM8UwnlPGG8yE21dGfF+DpSPR2FDrmV1sSw//fJoIcqszv5V+FRkApB9QQ9eUPNM3zYPtcGbb4UpVxu8dJQ4GOkRJbtfLxdj1svSjMFLshByN5ryeEd/38vvb6nvZe3RM5TT270h21tj858lom/0eBtCWX9PUN/Q+OC5qRs/vpH/TPvzLxei1Nwle2o0uqJwqGM5poIrfKntKQsk3YUtEfrWP7oz59SqZexIeV7pX4qxO2tVXAGDvofJYLu6vInvaibYyGYE05QIq/yvRffQ44ULGkZSoa4x11v+fAi0BptsShSbVjrRUK+rrUgFHYj8WUg7+JhF1M1++ugAaq3I/IntvFgh4VjEXZzvqDbl6SbM8Wh1gBCdU4UxZ5f5H+lGcnt/HZvor1gw1WmjrNHBpBVwXN8rdHUpSDHSIuqEvX12Ar/5UHNfSArGgro38zdGp7xi1CRaoGE8Hvi3lXOhBUt6G2pDbhqL3NzbsXh7H5HAJ2I70gPawEakHpB+ZI/InwV/miCgalauL8dWfEuSN0k+NK9vATADA1HFPhX269mrkxhprl+0MdYFvc/jfS9CHtrWt+KdUMo4I9PkmMUZxhMkBdYMGmgOpsB0P8QdGJCEGOkSEL19d0FbbSskLWlo6lkjbsiLfqvnKuzxzlGw9OxJv/O1/E2i0J9RVWb2+d6DnD10HU6H69sli7ClVfmCaMqQeaanSPGaiaDEZmYjcYrE6K1If7y3x2TTQmZ4C7y38Ump9yzaEo6uim/o6/8ft6aHVuko9JU0uVNVK5TwvgRxYtACj7ynD2SsdiFHFEOpmauwZePebUR2J6RoBYWv7v2i0AigP6TwMdIhIsT7eW4Jpo55wf79x82OYnjkXAKBtbYs0HKkaaCOcFtI1OuDMbMsV0bYI2NI78nZaswBjje99DHWAtWfwc6fUCrgiL3oOANj+pnJ38t7/P8oPvkj5Hh72GS5692l8d9v/eBzPe3kFoHcB2uiHmRnoEFFC0jbY4EjXQ9scfq6KrrFtpKU5Wwf1j0vChVdQkrVboDnbc5m50AAIcjlrz67zekLx5WvKDHC+e5TBDYXn7/8eAzhV+KvmKggV8HXP/lDV6aASwMGHFsalD5Ln6JSWluKKK65Aeno6srOzccstt2D//v0ebYQQWLp0KXJzc2E0GjFp0iTs2bPHo43VasX8+fPRu3dvpKWlYdasWTh+/LhHm9raWhQWFsJkMsFkMqGwsBB1dXVSPyQiksAVv4ps/x5/y839GX9n6Dskt/TuesdgZ4rvMYPFBW2L7/HOtC1ticKR2vVisaKCnIOzH8X/d+0fcfiXi3FofnzelCix/GA149FPf4YPdl+Kv+4eg/d+uAzlX16KEwf74PiR3nJ3D0AMAp1NmzbhwQcfxLZt27Bx40Y4HA5MnToVTU1N7jbLly/HqlWrsGbNGuzcuRNmsxlTpkxBQ0PH+HNRURE2bNiA9evXY/PmzWhsbMTMmTPhdHZ8nJo9ezYqKytRXl6O8vJyVFZWorCwUOqHREQy61zJXKXvWJasO9e2VbFQh/ZSNrawI9hyGfzfJ1Aw09yn62uknA2pC3713m3FlneUEUj88Nti7PnJUhycHZ+iqqRctiM9YD/YAwdnP4qNk8rw+Q0r8ENVf9z64UP4w6i/4sMDF8vdxZBIPnVVXu6ZHPT6668jOzsbFRUVuPbaayGEwPPPP4/HHnsMt956KwDgjTfeQE5ODt5++23ce++9sFgseO211/Dmm29i8uTJAIB169ZhwIAB+OyzzzBt2jTs27cP5eXl2LZtG8aOHQsAWLt2LcaPH4/9+/dj6NChPn2zWq2wWjtWAtTX10v98IkoiOumPRtSRfMuOdtGTVT1TUB2GlwpoSfDGGscaO2lQ3MfDXRNvvP/2hYBwHPEJ63aiSZzlAk3fqQfasHGLY/j+inLJD93qA4sWoAJP1+JcwUqmA4odyNJig2HS42TtSaPHJnBK1ahJt2VNMuyY/44LBYLACAzs22/i0OHDqG6uhpTp051tzEYDJg4cSK2bNkCAKioqIDdbvdok5ubi4KCAnebrVu3wmQyuYMcABg3bhxMJpO7jbfS0lL3NJfJZMKAAQOkfbBEFDMfn1jt/n/qzoMRn0do24IY1Y/BkralI9jJ3Oe7givjUODdBB0pQGtW+IUzt721UNYRnB9+W4wffluMA4uUM01G0vu6NhcOlxqXmU/gop41uLP/TtRbU9DXaIEt2kz5BBLTZGQhBBYsWICrr74aBQUFAIDq6moAQE5OjkfbnJwcHDlyxN1Gr9ejV69ePm3a719dXY3s7Gyfa2ZnZ7vbeFuyZAkWLOj4w66vr2ewQ5SgXAYt1OgIWOIt44gLarsarjA2+C2vfApTJjwTu04FkFpphMYK9DjhxH/eZXCTDPZV5AEaAXWLGhpb2yq4C58tgzPVhfQ8C76uHYAhA/2/F3Y3MQ105s2bh2+++QabN2/2uU2l8lrNIITPMW/ebfy17+o8BoMBBgN3eOhK/rpSHPrFErm7QRSUtroOAOBI00Lb5EDGD4245qcrQqqqbjwr4NQD+oaO0RxbD5XHcnLvFVedhbKHTmf/3PgIJl/7+/DuFKUeJ5yw9tQg4yt9WMEYKcP/fTcKTqcaTqsW6jotnKkuaFLtcDnVUGuUvLOn8sRs6mr+/Pn429/+hn/961/o37+/+7jZbAYAn1GXmpoa9yiP2WyGzWZDbW1tl21On/YtQHPmzBmf0SIiSlydC3oCgLD53yBQaLr+oHTNT1dAE6B4p3dV8pRzbTsa+9O+ND1UX/ztN2G1j9S/NyzCl68twLWznkOPEyGWUSdZfFeXjTqrETq1Cwa1A1vrBwMA/n12ML6v7YOKE5xpkJLkgY4QAvPmzcP777+Pf/7zn8jPz/e4PT8/H2azGRs3bnQfs9ls2LRpEyZMmAAAGD16NHQ6nUebU6dOYffu3e4248ePh8ViwY4dO9xttm/fDovF4m5DRMnN1bOtDoO2IfTy4c19fHMTOufZWE0q9Pq22aeNwSJ+TFQOLuW8QM+9jTAdjG0ZhM/L24LA/7wbfBSL4qN+ex/s35qP7Z+PwNFvcnFky0Bs/fAS7NoyBEf39MXnR4bI3cVuR/KpqwcffBBvv/02PvjgA6Snp7tHbkwmE4xGI1QqFYqKilBSUoIhQ4ZgyJAhKCkpQWpqKmbPnu1ue/fdd2PhwoXIyspCZmYmFi1ahJEjR7pXYQ0fPhzTp0/H3Llz8fLLLwMA7rnnHsycOdPviisiktfO/5UwN6SXyW+Rz1CovaadWjM1Xd7ezmpSwWDpOtBJrRHQNbqCFgqN1o4/M89GDoePZkNbo0OjPgUqJ6DWAGqbCkIjYD3SCyrOKCmS5IHOiy++CACYNGmSx/HXX38dd911FwBg8eLFaGlpwQMPPIDa2lqMHTsWn376KdLTO6rklZWVQavV4vbbb0dLSwtuuOEG/PnPf4ZG0/Gi9NZbb+Ghhx5yr86aNWsW1qxZI/VDIiIJRbO0vL38AwDgxz219LUdozm6xtCmbLx3QW53frgOOq/BHJtJGzTh2akHen/dNqXmSE2WRbndS3OuC6nHNLClAyknNXCkAg69Ey6tgMOmgeNkKpCeGBXjyVNMpq78fbUHOUBbEvHSpUtx6tQptLa2YtOmTe5VWe1SUlKwevVqnDt3Ds3Nzfj73//us0IqMzMT69atQ319Perr67Fu3Tr07NlT6odERDLxzs/pzNEvy+N7ldUJoVZ1uUOy1dT2kufUt01V1Q/s+KyXfsL3TSz9ePCP6BlHXDAd5P4zSvbdo8Uw1AF7nynGyIVlsGcAw54oAwA4jICKKU1JjbWuiEg2U8c9hU+3/a7LNp13RQYAVadRXXVTK1xperT2MSLlVJP3Xd2mTHgGyGmr69Ae5DiMHXk5OTtbYevpuTTJlq5218HyR2MTMJ6VJsD558ZHJDlPd3T4ga7zk0YuLItTT0ipGOgQUeKpbwCyM3wOt2YGf0lTOYXHCi3vpeIp511o7uun2NWPMg40w3hGB6cx+g3XNm55POpzJCvD8bbAU9cAGE+r4UhVQ21vq0OmaQW+KWOBUQoNJ5OJKCF4T2Npa9pKuKitbcMujl4p0De64DT4X2aua3Qg/WhbPk/K+bboJvWM59SUeWvgUSHTQTt6HI88yfizLx4DwODmYPECGM4BxhpA29xW6V3TrIauogdwzIj6YxlQn9UHPQ9RqDiiQ0QJQ2VMgavOAnV6DwCAIzsDaqsDqV8fg21obtsxo5+NRLUqWE1aOA0qGCz+826MJ5ohtL6f/Zx6FTShr153+3RH11NyyajiFY6ykPJwRIeI4uL6Kctw4bPh5Ut45+cAgMpggKuhseOAwzdwyfuL5/38TUX12dU2epN+pAX647U+t6ecc/gNmgJJ3VeNTR8tRsb2Y+7RGyKSHwMdIoqrQW+XAADG/teqoInI7fytvhJnz7f9a9AATie0ta0AAOMZz6Sbi0rKYKxpG5Ixfds23WWwtE139TjkO1Vl+vwHpJ5qDalfmZ9+j4y955G5+XhI7ZVk5MIyjHi8DMOeKEPjLyx4sfAlOG4/j4uXtAWjYwtXydxDImlw6oqIZDX2v1ah+lonLlxnxz8+fzRgO2HUQ+VyAS0dQYi2ug7O3ulwDchpG9lxCrh0aqCLVeHtQY4zTQutpWNOSuV0wmHSd/miaE/XQgfAuOcknH2zumgpny/+9hv84dvJeHjYZwCAcXNWQmMVHrsnj5uzEjDzcy51D/xNJyJFmX7p/3R5u8qUDnVqasf3VT+0/etywXjMgpTzDuiPdySzGs61BSj2Hmqozze0HTt83n27pskGV4bR77V6nLAhrdqGHoeaoG2Rb7O49lGWi5eUYejTZbj04TLc9MVDHm0uevdpObpGpHgMdIhI0aZf+j/+c3XMfeA61VbYV2hUUDW1Qmi1UNtdUHXa3kblAvR1NqQfaVsxpTvfAgDQNDmgbvFdRSWyM6FpssFwxrfelZSuum0Fbriu1P39NT9dgcvv7whgJv2D9auIpMBAh4ji4tR4Q1T3V9U3wda/F+D0nJdS9+sLzfm2XBu11d4W9LiAn2yeBwDQtgIqh4Bm89eAwwl7phFNw/t0nNfmgPhmP1TfH4XhuCWqPgLAx8f+gOunLEPB4jLMGLLY47b23XiJKH6Yo0NEcePs14rHxnyM66ZpUHd12/TS6bECh2auxbzLr8QL+69D1isXYsrVv8fGzUFWLjmcUPfNgTBoobI6gJZWuNJT4Uzp2Mhv8Du/R7omFdj2NTQXDIAwtS1LT/18L3BBLsQPR6G6cGCXl9Gdb4G62QZXigaGs1acuD4N/ax94DJooO7bB+WVT0X3QyGimGKgQ0SKdNVtK+BIVcM+IRPj71yJHn0zcfg+IPed/kg5Y0XDBSnoubsOAGDLNUFfo4H6nAUGgwYuTTqaHToIpwouHSCuvgzOVic0p87B0NSKfWuGYchLdhx58yLklzqguTC/7aKNzUCWCepmG3C+DnpnH49dlIko8TDQIaKE19VqLcz2f3jKS8/EpjNEpCgMdIhIUd4auxbY3EWDO6S5jrsUw22htZ987e+luTARxRUDHSKKi31PtZcHWIJff9Jx/PCDCwEsxAtmOXoVunB2O/7nxkdQsJiJx0RKwECHiCgGdi8vBpZ7Hvv2yY5aUJ038AOAf29YhMvvZ3BEJDUGOkRECrHrxY5A6PMbVrj/v6e02ONfIgod99EhIkoC393WsaN0e/kHANj21kKf0aNtby2MW7+I5MYRHSKibqhqpffo0FPYlQfgxrbvtr+5IM49IooNjugQERFR0uKIDhERxZXvaFJwXMVGkWKgQ0REird7eWSJ2JEEVZRcGOgQEVHSa1+x5h34dF7yH0ze68uDNyLFYaBDREQUgsO/XBy8URDD3mcR2HhjoEMeDv1iidxdICJKWt/e+ruAt82+MLxzDfrjyih70z0w0CEiIkpABx/y3A/ph98Gn4a7d2iseqNcDHSIiIjI7cCiwHsoHZrfEVy1j04tHhH4XEoYdVIJIYTcnZBLfX09TCYTLBYLMjIy5O4OERERhSCc929uGEhERERJi4EOERERJS0GOkRERJS0GOgQERFR0mKgQ0REREmLgQ4RERElLQY6RERElLQY6BAREVHSYqBDRERESYuBDhERESUtBjpERESUtBjoEBERUdJioENERERJi4EOERERJS0GOkRERJS0GOgQERFR0mKgQ0REREmLgQ4RERElLQY6RERElLQY6BAREVHSYqBDRERESYuBDhERESUtBjpERESUtBjoEBERUdJioENERERJi4EOERERJS0GOkRERJS0GOgQERFR0mKgQ0REREmLgQ4RERElLQY6RERElLQY6BAREVHSYqBDRERESYuBDhERESUtBjpERESUtBI+0HnhhReQn5+PlJQUjB49Gv/+97/l7hIREREpREIHOu+88w6Kiorw2GOP4auvvsI111yDGTNm4OjRo3J3jYiIiBRAJYQQcnciUmPHjsXll1+OF1980X1s+PDhuOWWW1BaWurT3mq1wmq1ur+3WCwYOHAgjh07hoyMjLj0mYiIiKJTX1+PAQMGoK6uDiaTqcu22jj1SXI2mw0VFRV45JFHPI5PnToVW7Zs8Xuf0tJSPPnkkz7HBwwYEJM+EhERUew0NDQkb6Bz9uxZOJ1O5OTkeBzPyclBdXW13/ssWbIECxYscH/vcrlw/vx5ZGVlQaVSxbS/sdQe2XJkSn58LpSDz4Vy8LlQjmR5LoQQaGhoQG5ubtC2CRvotPMOUIQQAYMWg8EAg8Hgcaxnz56x6lrcZWRkJPQvbjLhc6EcfC6Ug8+FciTDcxFsJKddwiYj9+7dGxqNxmf0pqamxmeUh4iIiLqnhA109Ho9Ro8ejY0bN3oc37hxIyZMmCBTr4iIiEhJEnrqasGCBSgsLMSYMWMwfvx4vPLKKzh69Cjuu+8+ubsWVwaDAU888YTPtBzFH58L5eBzoRx8LpSjOz4XCb28HGjbMHD58uU4deoUCgoKUFZWhmuvvVbubhEREZECJHygQ0RERBRIwuboEBEREQXDQIeIiIiSFgMdIiIiSloMdIiIiChpMdBRGKvVissuuwwqlQqVlZUetx09ehQ333wz0tLS0Lt3bzz00EOw2WwebaqqqjBx4kQYjUb069cPTz31FLzzzTdt2oTRo0cjJSUFgwYNwksvveTTj/feew8jRoyAwWDAiBEjsGHDBskfqxIdPnwYd999N/Lz82E0GjF48GA88cQTPj9nPhfK98ILLyA/Px8pKSkYPXo0/v3vf8vdpYRRWlqKK664Aunp6cjOzsYtt9yC/fv3e7QRQmDp0qXIzc2F0WjEpEmTsGfPHo82VqsV8+fPR+/evZGWloZZs2bh+PHjHm1qa2tRWFgIk8kEk8mEwsJC1NXVebQJ5e+tuygtLYVKpUJRUZH7GJ+LIAQpykMPPSRmzJghAIivvvrKfdzhcIiCggJx3XXXiV27domNGzeK3NxcMW/ePHcbi8UicnJyxB133CGqqqrEe++9J9LT08WKFSvcbQ4ePChSU1PFww8/LPbu3SvWrl0rdDqdePfdd91ttmzZIjQajSgpKRH79u0TJSUlQqvVim3btsXlZyCnjz/+WNx1113ik08+EQcOHBAffPCByM7OFgsXLnS34XOhfOvXrxc6nU6sXbtW7N27Vzz88MMiLS1NHDlyRO6uJYRp06aJ119/XezevVtUVlaKm266SQwcOFA0Nja62yxbtkykp6eL9957T1RVVYmf//znom/fvqK+vt7d5r777hP9+vUTGzduFLt27RLXXXeduPTSS4XD4XC3mT59uigoKBBbtmwRW7ZsEQUFBWLmzJnu20P5e+suduzYIfLy8sQll1wiHn74YfdxPhddY6CjIB999JEYNmyY2LNnj0+g89FHHwm1Wi1OnDjhPvbXv/5VGAwGYbFYhBBCvPDCC8JkMonW1lZ3m9LSUpGbmytcLpcQQojFixeLYcOGeVz33nvvFePGjXN/f/vtt4vp06d7tJk2bZq44447JHusiWT58uUiPz/f/T2fC+W78sorxX333edxbNiwYeKRRx6RqUeJraamRgAQmzZtEkII4XK5hNlsFsuWLXO3aW1tFSaTSbz00ktCCCHq6uqETqcT69evd7c5ceKEUKvVory8XAghxN69ewUAj8B969atAoD49ttvhRCh/b11Bw0NDWLIkCFi48aNYuLEie5Ah89FcJy6UojTp09j7ty5ePPNN5Gamupz+9atW1FQUOBRqXXatGmwWq2oqKhwt5k4caLHjpfTpk3DyZMncfjwYXebqVOnepx72rRp+PLLL2G327tss2XLFkkea6KxWCzIzMx0f8/nQtlsNhsqKip8fm5Tp07lzy1CFosFANx/B4cOHUJ1dbXHz9hgMGDixInun3FFRQXsdrtHm9zcXBQUFLjbbN26FSaTCWPHjnW3GTduHEwmk0ebYH9v3cGDDz6Im266CZMnT/Y4zuciOAY6CiCEwF133YX77rsPY8aM8dumurrap1hpr169oNfr3YVN/bVp/z5YG4fDgbNnz3bZxruAandw4MABrF692qOsCJ8LZTt79iycTid/bhIRQmDBggW4+uqrUVBQAKDjd7irn3F1dTX0ej169erVZZvs7Gyfa2ZnZ3f5d+L995bs1q9fj127dqG0tNTnNj4XwTHQiaGlS5dCpVJ1+fXll19i9erVqK+vx5IlS7o8n0ql8jkmhPA47t1G/Jj8KkUbf9dPFKE+F52dPHkS06dPx89+9jP8+te/9riNz4Xy8ecmjXnz5uGbb77BX//6V5/bIvkZB/s7ibRNsjp27BgefvhhrFu3DikpKQHb8bkILKGLeirdvHnzcMcdd3TZJi8vD8888wy2bdvmU2RtzJgxmDNnDt544w2YzWZs377d4/ba2lrY7XZ3hG02m32i6pqaGgAI2kar1SIrK6vLNt6RfCIJ9blod/LkSVx33XXuYrGd8blQtt69e0Oj0fDnJoH58+fjb3/7G7744gv079/ffdxsNgNo+4Tft29f9/HOP2Oz2QybzYba2lqPkYSamhpMmDDB3eb06dM+1z1z5ozHeYL9vSWziooK1NTUYPTo0e5jTqcTX3zxBdasWeNeDcfnogtxzgkiP44cOSKqqqrcX5988okAIN59911x7NgxIURHEtjJkyfd91u/fr1PAmzPnj2F1Wp1t1m2bJlPAuzw4cM9rn/ffff5JMDOmDHDo8306dO7TQLs8ePHxZAhQ8Qdd9zhsSKhHZ8L5bvyyivF/fff73Fs+PDhTEYOkcvlEg8++KDIzc0V3333nd/bzWazePbZZ93HrFar3wTYd955x93m5MmTfhNgt2/f7m6zbds2vwmwXf29JbP6+nqP94eqqioxZswY8Ytf/EJUVVXxuQgBAx0FOnToUMDl5TfccIPYtWuX+Oyzz0T//v09lvXV1dWJnJwcceedd4qqqirx/vvvi4yMDL9LmouLi8XevXvFa6+95rOk+T//+Y/QaDRi2bJlYt++fWLZsmXdZknziRMnxIUXXiiuv/56cfz4cXHq1Cn3Vzs+F8rXvrz8tddeE3v37hVFRUUiLS1NHD58WO6uJYT7779fmEwm8fnnn3v8DTQ3N7vbLFu2TJhMJvH++++Lqqoqceedd/pd0ty/f3/x2WefiV27donrr7/e75LmSy65RGzdulVs3bpVjBw50u+S5q7+3rqbzquuhOBzEQwDHQXyF+gI0Tbyc9NNNwmj0SgyMzPFvHnzPJYvCyHEN998I6655hphMBiE2WwWS5cudY8gtPv888/FqFGjhF6vF3l5eeLFF1/06cP//d//iaFDhwqdTieGDRsm3nvvPckfpxK9/vrrAoDfr874XCjfn/70J3HBBRcIvV4vLr/8cvfSaAou0N/A66+/7m7jcrnEE088IcxmszAYDOLaa68VVVVVHudpaWkR8+bNE5mZmcJoNIqZM2eKo0ePerQ5d+6cmDNnjkhPTxfp6elizpw5ora21qNNKH9v3Yl3oMPnomsqIby2aiUiIiJKElx1RUREREmLgQ4RERElLQY6RERElLQY6BAREVHSYqBDRERESYuBDhERESUtBjpERESUtBjoEBERUdJioENERERJi4EOERERJS0GOkRERJS0/n/W9IvBqtfHiAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# PLot\n",
    "plt.pcolormesh(rec_rhi0.gr, rec_rhi0.z, rec_rhi0.DBZH[0], cmap='viridis')\n",
    "plt.pcolormesh(rec_rhi180.gr, rec_rhi180.z, rec_rhi180.DBZH[0], cmap='viridis')\n",
    "plt.xlim(-50000, 50000)\n",
    "plt.ylim(0, 10000)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can make an arbitrary cut by providing two points through where a line of values will be extracted"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7efb8f6c1090>]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Choose two points (in meters in the coordinates x,y of the georeferenced data)\n",
    "vol0 = wrl.georef.georeference_dataset(vol2[0])\n",
    "\n",
    "p1 = (-40000, -20000)\n",
    "p2 = (0, 30000)\n",
    "\n",
    "# Plot the chosen line over a PPI\n",
    "vol0.DBZH[0].plot(x=\"x\", y=\"y\", vmin=0, cmap=\"viridis\")\n",
    "plt.plot([p1[0], p2[0]], [p1[1], p2[1]], c=\"red\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7efb8cb66850>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Extract cross section and plot result\n",
    "rec_rhi = wrl.util.cross_section_ppi(vol2, (p1,p2))\n",
    "\n",
    "# We have to use the new coordinate \"xy\" (meters along the line from p1 to p2) for plotting\n",
    "rec_rhi.DBZH[0].plot(cmap=\"viridis\", x=\"xy\", y=\"z\", ylim=(0,20000))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## ODIM_H5 format export and import\n",
    "### Export to ODIM_H5"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To save the file, we need to pass a \"source\" parameter compliant with the format standard:\n",
    "\n",
    "http://eumetnet.eu/wp-content/uploads/2017/01/OPERA_hdf_description_2014.pdf (page 11)\n",
    "\n",
    "for example, source=\"RAD:xxxx\" "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "# I don't know the exact code for this radar so let's just put zeros\n",
    "vol.to_odim(\"test_odim_vol.h5\", source=\"RAD:0000\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Import from ODIM_H5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/jgiles/mambaforge/envs/wradlib4/lib/python3.11/site-packages/wradlib/io/hdf.py:92: FutureWarning: `open_odim_dataset` functionality has been moved to `xradar`-package and will be removed in 2.0. Use `open_odim_datatree` from `xradar`-package.\n",
      "  return open_radar_dataset(filename_or_obj, engine=OdimBackendEntrypoint, **kwargs)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<wradlib.RadarVolume>\n",
       "Dimension(s): (sweep: 10)\n",
       "Elevation(s): (0.0, 1.3, 2.9, 4.9, 7.3, 10.2, 13.8, 18.2, 23.5, 30.0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "vol2 = wrl.io.open_odim_dataset(\"test_odim_vol.h5\")\n",
    "display(vol2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
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       "\n",
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       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float32 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    rtime              (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "    time               datetime64[ns] 2019-10-21T08:24:09.041666816\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    PHIDP              (azimuth, range) float32 ...\n",
       "    RHOHV              (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "Attributes:\n",
       "    fixed_angle:  0.0</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-132cd62c-6278-425c-8a3f-32b5450df700' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-132cd62c-6278-425c-8a3f-32b5450df700' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-dfce1db3-7939-46f6-90ff-11f4759fc4bb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dfce1db3-7939-46f6-90ff-11f4759fc4bb' class='xr-section-summary' >Coordinates: <span>(9)</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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.5 1.5 2.5 ... 357.5 358.5 359.5</div><input id='attrs-ba063bd0-9493-4d1b-8437-43572e3a97c4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ba063bd0-9493-4d1b-8437-43572e3a97c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d7a909c6-7115-4afb-a6d7-d4ba2c4a06a3' class='xr-var-data-in' type='checkbox'><label for='data-d7a909c6-7115-4afb-a6d7-d4ba2c4a06a3' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.5,   1.5,   2.5, ..., 357.5, 358.5, 359.5], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-46ea8921-4b5b-41e0-af8f-a400bc98dc99' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46ea8921-4b5b-41e0-af8f-a400bc98dc99' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc67d589-4699-473b-b935-588915b3f353' class='xr-var-data-in' type='checkbox'><label for='data-dc67d589-4699-473b-b935-588915b3f353' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rtime</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0324d647-aa78-4d7d-90cf-ba417432d12f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0324d647-aa78-4d7d-90cf-ba417432d12f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3813b84e-db5d-4099-ae57-f586a04fc04e' class='xr-var-data-in' type='checkbox'><label for='data-3813b84e-db5d-4099-ae57-f586a04fc04e' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-4b1a863e-a47b-48d1-b2d3-3706e21e38a9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4b1a863e-a47b-48d1-b2d3-3706e21e38a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7d31a2c-f8fd-49b3-94db-a095b9b4b034' class='xr-var-data-in' type='checkbox'><label for='data-e7d31a2c-f8fd-49b3-94db-a095b9b4b034' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-20753e60-82b5-4205-ac3e-111b017928bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-20753e60-82b5-4205-ac3e-111b017928bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2d46be2a-c4ef-4c42-8da2-e8d26f1fdf4a' class='xr-var-data-in' type='checkbox'><label for='data-2d46be2a-c4ef-4c42-8da2-e8d26f1fdf4a' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c31cad36-8249-4590-8390-13c8f4b4f9b3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c31cad36-8249-4590-8390-13c8f4b4f9b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7e3b5b7-c32b-4e93-a618-f282959b601b' class='xr-var-data-in' type='checkbox'><label for='data-b7e3b5b7-c32b-4e93-a618-f282959b601b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b8a22172-e060-4519-81fb-a1680e8f5ec7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8a22172-e060-4519-81fb-a1680e8f5ec7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d94bb12-0ccc-4c23-9cae-55ef04b7bfcb' class='xr-var-data-in' type='checkbox'><label for='data-8d94bb12-0ccc-4c23-9cae-55ef04b7bfcb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cc6667b2-e236-41e3-b9b5-6500068ad552' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc6667b2-e236-41e3-b9b5-6500068ad552' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc367935-9450-4c3f-882e-33c8ba702440' class='xr-var-data-in' type='checkbox'><label for='data-cc367935-9450-4c3f-882e-33c8ba702440' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:09.041666816</div><input id='attrs-78b0d4bc-c3a6-48f4-afb9-26f9fe559f2b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78b0d4bc-c3a6-48f4-afb9-26f9fe559f2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24a9831e-f299-4862-83f5-6700bf98d728' class='xr-var-data-in' type='checkbox'><label for='data-24a9831e-f299-4862-83f5-6700bf98d728' 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;2019-10-21T08:24:09.041666816&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-419196d4-1284-4674-b721-752fae56a5b0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-419196d4-1284-4674-b721-752fae56a5b0' class='xr-section-summary' >Data variables: <span>(11)</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>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6ecf5403-ee5a-4be1-ac46-3ff47ac8d491' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6ecf5403-ee5a-4be1-ac46-3ff47ac8d491' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-605b6121-1471-4eef-a0cd-a5314b476492' class='xr-var-data-in' type='checkbox'><label for='data-605b6121-1471-4eef-a0cd-a5314b476492' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>long_name :</span></dt><dd>Equivalent reflectivity factor H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9bb0273d-6529-461d-8339-69699faad4dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9bb0273d-6529-461d-8339-69699faad4dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0743fd35-5211-4891-9720-55384281c136' class='xr-var-data-in' type='checkbox'><label for='data-0743fd35-5211-4891-9720-55384281c136' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-68211808-27f2-4ba2-ab9c-eed732318282' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68211808-27f2-4ba2-ab9c-eed732318282' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0dce1de-543c-43d6-80ef-00be5060ef63' class='xr-var-data-in' type='checkbox'><label for='data-c0dce1de-543c-43d6-80ef-00be5060ef63' 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>_Undetect :</span></dt><dd>65535.0</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fcb67b01-1e38-4cc7-8ff0-3423b1280390' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcb67b01-1e38-4cc7-8ff0-3423b1280390' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b266c0c0-598b-407e-b444-24343581d33c' class='xr-var-data-in' type='checkbox'><label for='data-b266c0c0-598b-407e-b444-24343581d33c' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>long_name :</span></dt><dd>Correlation coefficient HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-40e1aca1-bc31-4ddb-95b9-d007cbab45f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40e1aca1-bc31-4ddb-95b9-d007cbab45f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a7d38a6-c16a-4ce1-ba62-c5019b8e1c4a' class='xr-var-data-in' type='checkbox'><label for='data-6a7d38a6-c16a-4ce1-ba62-c5019b8e1c4a' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>long_name :</span></dt><dd>Radial velocity of scatterers away from instrument H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-879b25af-abb1-43dc-8ddc-3a79d063e87c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-879b25af-abb1-43dc-8ddc-3a79d063e87c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bc72f5a-46ab-42c8-a658-c01fa8c19563' class='xr-var-data-in' type='checkbox'><label for='data-6bc72f5a-46ab-42c8-a658-c01fa8c19563' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>long_name :</span></dt><dd>Doppler spectrum width H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-31bd9ce1-5095-4821-9fbd-40c57f898afb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-31bd9ce1-5095-4821-9fbd-40c57f898afb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2133a43c-dc6d-458a-ad9d-b5f878a58139' class='xr-var-data-in' type='checkbox'><label for='data-2133a43c-dc6d-458a-ad9d-b5f878a58139' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>long_name :</span></dt><dd>Log differential reflectivity H/V</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6a91b7df-09a3-4c1c-b7db-d4190dc5b488' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6a91b7df-09a3-4c1c-b7db-d4190dc5b488' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a79bb6d3-d2d4-42c6-b620-615f20329692' class='xr-var-data-in' type='checkbox'><label for='data-a79bb6d3-d2d4-42c6-b620-615f20329692' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-080b3901-b120-4221-9d81-9b084e5c9bbe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-080b3901-b120-4221-9d81-9b084e5c9bbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3d6bf85-afae-4362-aa22-82a186548dcc' class='xr-var-data-in' type='checkbox'><label for='data-a3d6bf85-afae-4362-aa22-82a186548dcc' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c3410532-ddc7-47b3-9e50-53d384d9a27b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c3410532-ddc7-47b3-9e50-53d384d9a27b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0b51567-9223-4475-99f5-259d5a3d1805' class='xr-var-data-in' type='checkbox'><label for='data-e0b51567-9223-4475-99f5-259d5a3d1805' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-e4ecf544-e265-4285-82da-9a4d2b2a6d12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e4ecf544-e265-4285-82da-9a4d2b2a6d12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37ea5c4d-ac3f-46b6-b4ef-cd976d57e262' class='xr-var-data-in' type='checkbox'><label for='data-37ea5c4d-ac3f-46b6-b4ef-cd976d57e262' 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></ul></div></li><li class='xr-section-item'><input id='section-90e6a007-1878-418f-8cf2-fd37fbf43ff8' class='xr-section-summary-in' type='checkbox'  ><label for='section-90e6a007-1878-418f-8cf2-fd37fbf43ff8' class='xr-section-summary' >Indexes: <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-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cc690bb6-2227-458e-80b0-16099e2281d8' class='xr-index-data-in' type='checkbox'/><label for='index-cc690bb6-2227-458e-80b0-16099e2281d8' 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(Float64Index([  0.5,   1.5,   2.5,   3.5,   4.5,   5.5,   6.5,   7.5,   8.5,\n",
       "                9.5,\n",
       "              ...\n",
       "              350.5, 351.5, 352.5, 353.5, 354.5, 355.5, 356.5, 357.5, 358.5,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-418fd80d-1be3-4572-b98d-28c59d7f0c96' class='xr-index-data-in' type='checkbox'/><label for='index-418fd80d-1be3-4572-b98d-28c59d7f0c96' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9b442ed8-7e3a-4109-b51f-2d96079c862c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9b442ed8-7e3a-4109-b51f-2d96079c862c' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>fixed_angle :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
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       "<xarray.Dataset>\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float32 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    rtime              (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    sweep_mode         <U20 ...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "    time               datetime64[ns] 2019-10-21T08:24:09.041666816\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    PHIDP              (azimuth, range) float32 ...\n",
       "    RHOHV              (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           <U7 ...\n",
       "    follow_mode        <U7 ...\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "Attributes:\n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(vol2[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Import with xarray backends\n",
    "### This is now the recommended way of opening files!\n",
    "\n",
    "We can facilitate the xarray backend's which xradar (previosly wradlib) provides for the different readers. The xarray backends are capable of loading data into a single Dataset.\n",
    "\n",
    "### Open single files\n",
    "\n",
    "The simplest case can only open one file"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float32 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    time               (azimuth) datetime64[ns] ...\n",
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       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
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       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</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-ab7229f2-a8f6-41f2-b316-fafbec24a04f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ab7229f2-a8f6-41f2-b316-fafbec24a04f' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f840cc21-a255-4285-98a6-da9636b572c2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f840cc21-a255-4285-98a6-da9636b572c2' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.5 1.5 2.5 ... 357.5 358.5 359.5</div><input id='attrs-e22060cc-3a56-4878-9b18-0de48f60aa61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e22060cc-3a56-4878-9b18-0de48f60aa61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc0e5c81-8b50-4b46-9d42-4bd8b5dd1db2' class='xr-var-data-in' type='checkbox'><label for='data-fc0e5c81-8b50-4b46-9d42-4bd8b5dd1db2' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.5,   1.5,   2.5, ..., 357.5, 358.5, 359.5], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-49aceeb5-c01a-40d8-af48-096139417c39' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-49aceeb5-c01a-40d8-af48-096139417c39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51124dc5-52c9-4347-b489-8af5ce9e5e8e' class='xr-var-data-in' type='checkbox'><label for='data-51124dc5-52c9-4347-b489-8af5ce9e5e8e' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-075e10ba-555d-4949-b44f-f55691070b00' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-075e10ba-555d-4949-b44f-f55691070b00' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6565af5e-a940-468c-9818-4a471698f90f' class='xr-var-data-in' type='checkbox'><label for='data-6565af5e-a940-468c-9818-4a471698f90f' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-2d1e33d0-b703-41a1-91f9-8645d1d7d6f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2d1e33d0-b703-41a1-91f9-8645d1d7d6f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-500b9db0-a06e-4b7a-aaa8-e773274dcecc' class='xr-var-data-in' type='checkbox'><label for='data-500b9db0-a06e-4b7a-aaa8-e773274dcecc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-faccd13e-65b5-45ff-9e60-f39955ebd816' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-faccd13e-65b5-45ff-9e60-f39955ebd816' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdba2a2c-4385-4f3d-9f56-19fcaae505e5' class='xr-var-data-in' type='checkbox'><label for='data-fdba2a2c-4385-4f3d-9f56-19fcaae505e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-aa40d245-0d72-490b-a619-9de6a90e9ea7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aa40d245-0d72-490b-a619-9de6a90e9ea7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18a95134-a7e0-4ffe-a1ce-04a88e45577a' class='xr-var-data-in' type='checkbox'><label for='data-18a95134-a7e0-4ffe-a1ce-04a88e45577a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b0dcdea2-6d61-4629-948b-ac4508c5ddf3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b0dcdea2-6d61-4629-948b-ac4508c5ddf3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-68e2381c-17d6-45fc-87c7-303e7caa1c69' class='xr-var-data-in' type='checkbox'><label for='data-68e2381c-17d6-45fc-87c7-303e7caa1c69' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-798f47eb-2797-4b12-b05b-1874a484252a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-798f47eb-2797-4b12-b05b-1874a484252a' class='xr-section-summary' >Data variables: <span>(12)</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>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a37ee24e-f6d6-4efb-8973-acef1fc0698f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a37ee24e-f6d6-4efb-8973-acef1fc0698f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe659080-151f-42e7-b185-fbdef567be8d' class='xr-var-data-in' type='checkbox'><label for='data-fe659080-151f-42e7-b185-fbdef567be8d' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>long_name :</span></dt><dd>Equivalent reflectivity factor H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5baf502b-74ca-4557-a2e7-8a984a84b3c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5baf502b-74ca-4557-a2e7-8a984a84b3c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c529d31d-f81e-453c-86e2-6f115339e2e0' class='xr-var-data-in' type='checkbox'><label for='data-c529d31d-f81e-453c-86e2-6f115339e2e0' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3ec46b79-d7b1-490f-ab8b-eca4d1eda06e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ec46b79-d7b1-490f-ab8b-eca4d1eda06e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23545572-38dd-4295-b7d7-c56edeb99ad7' class='xr-var-data-in' type='checkbox'><label for='data-23545572-38dd-4295-b7d7-c56edeb99ad7' 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>_Undetect :</span></dt><dd>65535.0</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-daab3acb-abbd-4153-95a8-00c0b4353f7a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-daab3acb-abbd-4153-95a8-00c0b4353f7a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f9c237e6-4611-41cf-a6e0-9f54beae7085' class='xr-var-data-in' type='checkbox'><label for='data-f9c237e6-4611-41cf-a6e0-9f54beae7085' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>long_name :</span></dt><dd>Correlation coefficient HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fdab21b5-6a23-4d1a-8128-249edbc76b0b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fdab21b5-6a23-4d1a-8128-249edbc76b0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db61fa50-7cab-42ba-b7f2-247480b57447' class='xr-var-data-in' type='checkbox'><label for='data-db61fa50-7cab-42ba-b7f2-247480b57447' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>long_name :</span></dt><dd>Radial velocity of scatterers away from instrument H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-767c5fe8-5695-4074-b650-4a40c6457985' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-767c5fe8-5695-4074-b650-4a40c6457985' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-276a0d6a-9080-4c89-b5f2-2da5808b30d8' class='xr-var-data-in' type='checkbox'><label for='data-276a0d6a-9080-4c89-b5f2-2da5808b30d8' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>long_name :</span></dt><dd>Doppler spectrum width H</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-397c23db-5c1a-4ac5-a978-5b687ef409b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-397c23db-5c1a-4ac5-a978-5b687ef409b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21587dcb-c070-489e-bd72-924f1741b004' class='xr-var-data-in' type='checkbox'><label for='data-21587dcb-c070-489e-bd72-924f1741b004' 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>_Undetect :</span></dt><dd>255.0</dd><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>long_name :</span></dt><dd>Log differential reflectivity H/V</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-069c9633-560e-4d7f-a2d4-625b325377e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-069c9633-560e-4d7f-a2d4-625b325377e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c86cbbc-e11b-4967-ae8e-84c29ebb86ca' class='xr-var-data-in' type='checkbox'><label for='data-4c86cbbc-e11b-4967-ae8e-84c29ebb86ca' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-02b0386a-cdd7-4441-9a63-b682f23b6923' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02b0386a-cdd7-4441-9a63-b682f23b6923' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed9779f0-4fe9-4508-a92d-7c34b2255ae8' class='xr-var-data-in' type='checkbox'><label for='data-ed9779f0-4fe9-4508-a92d-7c34b2255ae8' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-78714728-569c-41b7-b073-cf19862e25de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78714728-569c-41b7-b073-cf19862e25de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8cf475e-cef1-42f7-8094-4dc912ee42d8' class='xr-var-data-in' type='checkbox'><label for='data-b8cf475e-cef1-42f7-8094-4dc912ee42d8' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4966cd6d-fe66-4ce3-aed1-3d965beaeb4c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4966cd6d-fe66-4ce3-aed1-3d965beaeb4c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d85cc957-08f9-4181-87f6-472628e5ec19' class='xr-var-data-in' type='checkbox'><label for='data-d85cc957-08f9-4181-87f6-472628e5ec19' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-88e7b1ec-1d1c-4383-9f3f-934a14800cdc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-88e7b1ec-1d1c-4383-9f3f-934a14800cdc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1af02f77-fb7b-447f-b915-af0ee7bb8919' class='xr-var-data-in' type='checkbox'><label for='data-1af02f77-fb7b-447f-b915-af0ee7bb8919' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6d7b898c-2387-4074-9837-1b33c6942379' class='xr-section-summary-in' type='checkbox'  ><label for='section-6d7b898c-2387-4074-9837-1b33c6942379' class='xr-section-summary' >Indexes: <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-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-348bc9f4-3fda-4c84-9eeb-f6c5d7f3153e' class='xr-index-data-in' type='checkbox'/><label for='index-348bc9f4-3fda-4c84-9eeb-f6c5d7f3153e' 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(Float64Index([  0.5,   1.5,   2.5,   3.5,   4.5,   5.5,   6.5,   7.5,   8.5,\n",
       "                9.5,\n",
       "              ...\n",
       "              350.5, 351.5, 352.5, 353.5, 354.5, 355.5, 356.5, 357.5, 358.5,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5758b6ec-15eb-4eba-a3a1-65cdc1a20993' class='xr-index-data-in' type='checkbox'/><label for='index-5758b6ec-15eb-4eba-a3a1-65cdc1a20993' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-916fdb9f-8928-4333-b098-c8c9a218f80e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-916fdb9f-8928-4333-b098-c8c9a218f80e' 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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float32 0.5 1.5 2.5 3.5 ... 357.5 358.5 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    time               (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    PHIDP              (azimuth, range) float32 ...\n",
       "    RHOHV              (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    sweep_mode         <U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           <U7 ...\n",
       "    follow_mode        <U7 ...\n",
       "    sweep_fixed_angle  float64 ..."
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds = xr.open_dataset(\"test_odim_vol.h5\", engine=\"odim\")\n",
    "display(ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Open multiple files\n",
    "\n",
    "Here we need to specify the group, which in case of rainbow files is given by the group number. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
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       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.505 2.505 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;\n",
       "    longitude          float64 6.954\n",
       "    latitude           float64 46.77\n",
       "    altitude           float64 735.0\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    sweep_mode         &lt;U20 &#x27;azimuth_surveillance&#x27;\n",
       "    sweep_number       int64 0\n",
       "    prt_mode           &lt;U7 &#x27;not_set&#x27;\n",
       "    follow_mode        &lt;U7 &#x27;not_set&#x27;\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "    KDP                (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    PHIDP              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    RHOHV              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    VRADH              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    WRADH              (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;\n",
       "    ZDR                (azimuth, range) float32 dask.array&lt;chunksize=(360, 1400), 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-04e5abbb-0feb-4c22-8087-b56b81796f63' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-04e5abbb-0feb-4c22-8087-b56b81796f63' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-49311e45-9d7d-41a9-b15f-4dcb639f4086' class='xr-section-summary-in' type='checkbox'  checked><label for='section-49311e45-9d7d-41a9-b15f-4dcb639f4086' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.505 2.505 ... 358.5 359.5</div><input id='attrs-944b094b-655c-4188-b1f6-5a4f898c8ed3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-944b094b-655c-4188-b1f6-5a4f898c8ed3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-171d98c0-afa0-4261-bb12-cdd15f8c937e' class='xr-var-data-in' type='checkbox'><label for='data-171d98c0-afa0-4261-bb12-cdd15f8c937e' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.505127,   2.504883, ..., 357.492371, 358.49762 ,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;</div><input id='attrs-98e427e2-e9d3-4830-a192-f48eb70dcb7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98e427e2-e9d3-4830-a192-f48eb70dcb7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7356b9b8-cd66-4a39-a8f8-9f21de7e675a' class='xr-var-data-in' type='checkbox'><label for='data-7356b9b8-cd66-4a39-a8f8-9f21de7e675a' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-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> 2.81 kiB </td>\n",
       "                        <td> 2.81 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360,) </td>\n",
       "                        <td> (360,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 30 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >360</text>\n",
       "  <text x=\"140.000000\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,12.706308)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-9c077daa-13c0-44bf-9ff1-cf47b93259b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9c077daa-13c0-44bf-9ff1-cf47b93259b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ca4617e-6afa-4ca1-a387-9738f8dd4d9c' class='xr-var-data-in' type='checkbox'><label for='data-3ca4617e-6afa-4ca1-a387-9738f8dd4d9c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360,), meta=np.ndarray&gt;</div><input id='attrs-c5a098a9-a844-4e4e-ad1f-d768e5e9e0e3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c5a098a9-a844-4e4e-ad1f-d768e5e9e0e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b33aa17-143e-4bb4-92cb-c322f83ed169' class='xr-var-data-in' type='checkbox'><label for='data-2b33aa17-143e-4bb4-92cb-c322f83ed169' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-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> 2.81 kiB </td>\n",
       "                        <td> 2.81 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360,) </td>\n",
       "                        <td> (360,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 30 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> datetime64[ns] numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >360</text>\n",
       "  <text x=\"140.000000\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,12.706308)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-07dc46a9-dd3a-4fc5-b61b-3e43477bd761' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-07dc46a9-dd3a-4fc5-b61b-3e43477bd761' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd3af02f-b4c5-481b-b52f-6e107780a551' class='xr-var-data-in' type='checkbox'><label for='data-cd3af02f-b4c5-481b-b52f-6e107780a551' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-d9090da3-37c3-4344-904b-975982aa488b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d9090da3-37c3-4344-904b-975982aa488b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fed0f0b4-0971-4d1c-8a4d-111a0f37eb7d' class='xr-var-data-in' type='checkbox'><label for='data-fed0f0b4-0971-4d1c-8a4d-111a0f37eb7d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-9c0a5ce0-d268-4554-bb16-b968d5dd0e81' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9c0a5ce0-d268-4554-bb16-b968d5dd0e81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fbb0ac1e-5197-4d5e-a4de-8ecf8d90d814' class='xr-var-data-in' type='checkbox'><label for='data-fbb0ac1e-5197-4d5e-a4de-8ecf8d90d814' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9ea29be9-d8da-4906-895a-abfb3e99a2cb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9ea29be9-d8da-4906-895a-abfb3e99a2cb' class='xr-section-summary' >Data variables: <span>(12)</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>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-e2e20f4c-1447-43be-9dcb-c9a3ec52ea86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e2e20f4c-1447-43be-9dcb-c9a3ec52ea86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4788a4b-ab15-485c-8a42-bafee4904869' class='xr-var-data-in' type='checkbox'><label for='data-c4788a4b-ab15-485c-8a42-bafee4904869' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>long_name :</span></dt><dd>Equivalent reflectivity factor H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;azimuth_surveillance&#x27;</div><input id='attrs-e78c1fed-3bf4-4420-8ccb-70ea7d4286fb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e78c1fed-3bf4-4420-8ccb-70ea7d4286fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5d652e1-cb2a-43bc-a074-b7d772a98006' class='xr-var-data-in' type='checkbox'><label for='data-d5d652e1-cb2a-43bc-a074-b7d772a98006' 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;azimuth_surveillance&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-c8755fc7-1b5f-4248-a07c-d434fb961049' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c8755fc7-1b5f-4248-a07c-d434fb961049' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e3782e2-36e8-4d77-9028-4c1c391d403a' class='xr-var-data-in' type='checkbox'><label for='data-2e3782e2-36e8-4d77-9028-4c1c391d403a' 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>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;not_set&#x27;</div><input id='attrs-7d68d100-1cd8-4389-a9b9-860545cb078e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7d68d100-1cd8-4389-a9b9-860545cb078e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-16a0d78d-7393-41b1-8bdc-c9697322a95d' class='xr-var-data-in' type='checkbox'><label for='data-16a0d78d-7393-41b1-8bdc-c9697322a95d' 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;not_set&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;not_set&#x27;</div><input id='attrs-079036bc-082d-48a3-8460-22f7b6b9f4c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-079036bc-082d-48a3-8460-22f7b6b9f4c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-acbb1b08-ad2a-4a70-ad99-4e5f8e3135a2' class='xr-var-data-in' type='checkbox'><label for='data-acbb1b08-ad2a-4a70-ad99-4e5f8e3135a2' 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;not_set&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-892762d3-a97b-44ec-b195-815e3a21ea29' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-892762d3-a97b-44ec-b195-815e3a21ea29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8402b512-12d5-4be3-b801-9efb8aa1c547' class='xr-var-data-in' type='checkbox'><label for='data-8402b512-12d5-4be3-b801-9efb8aa1c547' 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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-3e7405c3-812b-41c1-b22b-c94b7940b73d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e7405c3-812b-41c1-b22b-c94b7940b73d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc59eefc-b144-4c31-bf4e-2897fb959e00' class='xr-var-data-in' type='checkbox'><label for='data-dc59eefc-b144-4c31-bf4e-2897fb959e00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
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       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-c3a44f50-29bc-472d-9a37-5613a387d766' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3a44f50-29bc-472d-9a37-5613a387d766' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-477fea60-5628-4a9d-9a6c-f488f7e798d1' class='xr-var-data-in' type='checkbox'><label for='data-477fea60-5628-4a9d-9a6c-f488f7e798d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Differential phase HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
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       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-80a2f29d-8556-4b2b-8fe4-e47c99b2d12e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-80a2f29d-8556-4b2b-8fe4-e47c99b2d12e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-68240009-69af-40fe-9397-4b14113802ef' class='xr-var-data-in' type='checkbox'><label for='data-68240009-69af-40fe-9397-4b14113802ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>long_name :</span></dt><dd>Correlation coefficient HV</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-b020e1cc-7989-4a89-a2a3-91850b641d15' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b020e1cc-7989-4a89-a2a3-91850b641d15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-442ea948-0309-470f-96d7-ad8fdb7c662d' class='xr-var-data-in' type='checkbox'><label for='data-442ea948-0309-470f-96d7-ad8fdb7c662d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>long_name :</span></dt><dd>Radial velocity of scatterers away from instrument H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-f5740cbc-da40-4c33-95e4-c2b32a013361' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5740cbc-da40-4c33-95e4-c2b32a013361' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bd8d86d2-bf73-483c-be50-7e19bb8e3a8e' class='xr-var-data-in' type='checkbox'><label for='data-bd8d86d2-bf73-483c-be50-7e19bb8e3a8e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>long_name :</span></dt><dd>Doppler spectrum width H</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(360, 1400), meta=np.ndarray&gt;</div><input id='attrs-91d1487a-aa4d-4f11-8c89-3b92a2633caf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91d1487a-aa4d-4f11-8c89-3b92a2633caf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-532c3a72-e0f8-4438-b1a7-e2faeb78daba' class='xr-var-data-in' type='checkbox'><label for='data-532c3a72-e0f8-4438-b1a7-e2faeb78daba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>long_name :</span></dt><dd>Log differential reflectivity H/V</dd></dl></div><div class='xr-var-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> 1.92 MiB </td>\n",
       "                        <td> 1.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 1400) </td>\n",
       "                        <td> (360, 1400) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"93\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"43\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"43\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,43.00330476060838 0.0,43.00330476060838\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"63.003305\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1400</text>\n",
       "  <text x=\"140.000000\" y=\"21.501652\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,21.501652)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-d801095a-12ae-418c-b60a-050cc8cfb950' class='xr-section-summary-in' type='checkbox'  ><label for='section-d801095a-12ae-418c-b60a-050cc8cfb950' class='xr-section-summary' >Indexes: <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-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f869cfb2-8ee5-473e-a7b9-1de89b206e59' class='xr-index-data-in' type='checkbox'/><label for='index-f869cfb2-8ee5-473e-a7b9-1de89b206e59' 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(Float64Index([   0.4998779296875,     1.505126953125,       2.5048828125,\n",
       "                 3.4991455078125,   4.49615478515625,   5.50140380859375,\n",
       "                6.50115966796875,   7.49542236328125,   8.50067138671875,\n",
       "                9.50592041015625,\n",
       "              ...\n",
       "              350.49957275390625, 351.49932861328125, 352.49908447265625,\n",
       "              353.49884033203125,   354.495849609375,    355.49560546875,\n",
       "              356.49261474609375, 357.49237060546875, 358.49761962890625,\n",
       "              359.50286865234375],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f73f3bba-ccc0-4f33-a591-da38af3aab46' class='xr-index-data-in' type='checkbox'/><label for='index-f73f3bba-ccc0-4f33-a591-da38af3aab46' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3eaeff1f-6d92-4c46-8b17-02cde2fc78b1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3eaeff1f-6d92-4c46-8b17-02cde2fc78b1' 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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.505 2.505 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 dask.array<chunksize=(360,), meta=np.ndarray>\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] dask.array<chunksize=(360,), meta=np.ndarray>\n",
       "    longitude          float64 6.954\n",
       "    latitude           float64 46.77\n",
       "    altitude           float64 735.0\n",
       "Data variables:\n",
       "    DBZH               (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    sweep_mode         <U20 'azimuth_surveillance'\n",
       "    sweep_number       int64 0\n",
       "    prt_mode           <U7 'not_set'\n",
       "    follow_mode        <U7 'not_set'\n",
       "    sweep_fixed_angle  float64 0.0\n",
       "    KDP                (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    PHIDP              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    RHOHV              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    VRADH              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    WRADH              (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>\n",
       "    ZDR                (azimuth, range) float32 dask.array<chunksize=(360, 1400), meta=np.ndarray>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds = xr.open_mfdataset(fglob, engine=\"rainbow\", group=\"sweep_0\", combine=\"by_coords\")\n",
    "display(ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "If we want to have everything in a radar volume, we have to open all sweeps and build it manually"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [],
   "source": [
    "# we create an empty volume\n",
    "vol = wrl.io.xarray.RadarVolume()\n",
    "\n",
    "# we take each element in vol, add time dimension and append it to vol2\n",
    "for n in np.arange(10):\n",
    "    vol.append(xr.open_mfdataset(fglob, engine=\"rainbow\", group=\"sweep_\"+str(n), combine=\"by_coords\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<wradlib.RadarVolume>\n",
       "Dimension(s): (sweep: 10)\n",
       "Elevation(s): (0.0, 1.3, 2.9, 4.9, 7.3, 10.2, 13.8, 18.2, 23.5, 30.0)"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Gridding and Export to GIS formats\n",
    "\n",
    "- get coordinates from source Dataset with given projection\n",
    "- calculate target coordinates\n",
    "- grid using wradlib interpolator\n",
    "- export to single band geotiff\n",
    "- use GDAL CLI tools to convert to grayscaled/paletted PNG"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_target_grid(ds, nb_pixels):\n",
    "    xgrid = np.linspace(ds.x.min(), ds.x.max(), nb_pixels, dtype=np.float32)\n",
    "    ygrid = np.linspace(ds.y.min(), ds.y.max(), nb_pixels, dtype=np.float32)\n",
    "    grid_xy_raw = np.meshgrid(xgrid, ygrid)\n",
    "    grid_xy_grid = np.dstack((grid_xy_raw[0], grid_xy_raw[1]))\n",
    "    return xgrid, ygrid, grid_xy_grid\n",
    "\n",
    "\n",
    "def get_target_coordinates(grid):\n",
    "    grid_xy = np.stack((grid[..., 0].ravel(), grid[..., 1].ravel()), axis=-1)\n",
    "    return grid_xy\n",
    "\n",
    "\n",
    "def get_source_coordinates(ds):\n",
    "    xy = np.stack((ds.x.values.ravel(), ds.y.values.ravel()), axis=-1)\n",
    "    return xy\n",
    "\n",
    "\n",
    "def coordinates(da, proj, res=100):\n",
    "    # georeference single sweep\n",
    "    da = da.pipe(wrl.georef.georeference_dataset, proj=proj)\n",
    "    # get source coordinates\n",
    "    src = get_source_coordinates(da)\n",
    "    # create target grid\n",
    "    xgrid, ygrid, trg = get_target_grid(da, res)\n",
    "    return src, trg\n",
    "\n",
    "\n",
    "def moment_to_gdal(da, trg_grid, driver, ext, path=\"\", proj=None):\n",
    "    # use wgs84 pseudo mercator if no projection is given\n",
    "    if proj is None:\n",
    "        proj = wrl.georef.epsg_to_osr(3857)\n",
    "    t = da.time[0].values.astype(\"M8[s]\").astype(\"O\")\n",
    "    outfilename = f\"gridded_{da.name}_{t:%Y%m%d}_{t:%H%M%S}\"\n",
    "    outfilename = os.path.join(path, outfilename)\n",
    "    f = pathlib.Path(outfilename)\n",
    "    f.unlink(missing_ok=True)\n",
    "    res = ip_near(da.values.ravel(), maxdist=1000).reshape(\n",
    "        (len(trg_grid[0]), len(trg_grid[1]))\n",
    "    )\n",
    "    data, xy = wrl.georef.set_raster_origin(res, trg_grid, \"upper\")\n",
    "    ds = wrl.georef.create_raster_dataset(data, xy, projection=proj)\n",
    "    wrl.io.write_raster_dataset(outfilename + ext, ds, driver)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 590 ms, sys: 46.6 ms, total: 637 ms\n",
      "Wall time: 641 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "epsg_code = 2056\n",
    "proj = wrl.georef.epsg_to_osr(epsg_code)\n",
    "src, trg = coordinates(ds, proj, res=1400)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Interpolator"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 2.09 s, sys: 381 ms, total: 2.47 s\n",
      "Wall time: 2.48 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "ip_near = wrl.ipol.Nearest(src, trg.reshape(-1, trg.shape[-1]), remove_missing=7)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Gridding and Export"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 326 ms, sys: 85.2 ms, total: 411 ms\n",
      "Wall time: 421 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "moment_to_gdal(ds.DBZH, trg, \"GTiff\", \".tif\", proj=proj)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### GDAL info on created GeoTiff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Driver: GTiff/GeoTIFF\n",
      "Files: gridded_DBZH_20191021_082427.tif\n",
      "Size is 1400, 1400\n",
      "Coordinate System is:\n",
      "PROJCRS[\"CH1903+ / LV95\",\n",
      "    BASEGEOGCRS[\"CH1903+\",\n",
      "        DATUM[\"CH1903+\",\n",
      "            ELLIPSOID[\"Bessel 1841\",6377397.155,299.1528128,\n",
      "                LENGTHUNIT[\"metre\",1]]],\n",
      "        PRIMEM[\"Greenwich\",0,\n",
      "            ANGLEUNIT[\"degree\",0.0174532925199433]],\n",
      "        ID[\"EPSG\",4150]],\n",
      "    CONVERSION[\"Swiss Oblique Mercator 1995\",\n",
      "        METHOD[\"Hotine Oblique Mercator (variant B)\",\n",
      "            ID[\"EPSG\",9815]],\n",
      "        PARAMETER[\"Latitude of projection centre\",46.9524055555556,\n",
      "            ANGLEUNIT[\"degree\",0.0174532925199433],\n",
      "            ID[\"EPSG\",8811]],\n",
      "        PARAMETER[\"Longitude of projection centre\",7.43958333333333,\n",
      "            ANGLEUNIT[\"degree\",0.0174532925199433],\n",
      "            ID[\"EPSG\",8812]],\n",
      "        PARAMETER[\"Azimuth of initial line\",90,\n",
      "            ANGLEUNIT[\"degree\",0.0174532925199433],\n",
      "            ID[\"EPSG\",8813]],\n",
      "        PARAMETER[\"Angle from Rectified to Skew Grid\",90,\n",
      "            ANGLEUNIT[\"degree\",0.0174532925199433],\n",
      "            ID[\"EPSG\",8814]],\n",
      "        PARAMETER[\"Scale factor on initial line\",1,\n",
      "            SCALEUNIT[\"unity\",1],\n",
      "            ID[\"EPSG\",8815]],\n",
      "        PARAMETER[\"Easting at projection centre\",2600000,\n",
      "            LENGTHUNIT[\"metre\",1],\n",
      "            ID[\"EPSG\",8816]],\n",
      "        PARAMETER[\"Northing at projection centre\",1200000,\n",
      "            LENGTHUNIT[\"metre\",1],\n",
      "            ID[\"EPSG\",8817]]],\n",
      "    CS[Cartesian,2],\n",
      "        AXIS[\"(E)\",east,\n",
      "            ORDER[1],\n",
      "            LENGTHUNIT[\"metre\",1]],\n",
      "        AXIS[\"(N)\",north,\n",
      "            ORDER[2],\n",
      "            LENGTHUNIT[\"metre\",1]],\n",
      "    USAGE[\n",
      "        SCOPE[\"Cadastre, engineering survey, topographic mapping (large and medium scale).\"],\n",
      "        AREA[\"Liechtenstein; Switzerland.\"],\n",
      "        BBOX[45.82,5.96,47.81,10.49]],\n",
      "    ID[\"EPSG\",2056]]\n",
      "Data axis to CRS axis mapping: 1,2\n",
      "Origin = (2492961.000000000000000,1249970.687500000000000)\n",
      "Pixel Size = (100.000000000000000,-100.125000000000000)\n",
      "Metadata:\n",
      "  AREA_OR_POINT=Area\n",
      "Image Structure Metadata:\n",
      "  INTERLEAVE=BAND\n",
      "Corner Coordinates:\n",
      "Upper Left  ( 2492961.000, 1249970.688) (  6d 1'17.65\"E, 47d23'35.61\"N)\n",
      "Lower Left  ( 2492961.000, 1109795.688) (  6d 3'15.75\"E, 46d 7'56.52\"N)\n",
      "Upper Right ( 2632961.000, 1249970.688) (  7d52'34.61\"E, 47d24' 3.98\"N)\n",
      "Lower Right ( 2632961.000, 1109795.688) (  7d51'58.24\"E, 46d 8'24.24\"N)\n",
      "Center      ( 2562961.000, 1179883.188) (  6d57'16.56\"E, 46d46'13.43\"N)\n",
      "Band 1 Block=1400x1 Type=Float32, ColorInterp=Gray\n",
      "  NoData Value=-9999\n"
     ]
    }
   ],
   "source": [
    "!gdalinfo gridded_DBZH_20191021_082427.tif"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Translate exported GeoTiff to grayscale PNG"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Input file size is 1400, 1400\n",
      "Warning 1: for band 1, nodata value has been clamped to 0, the original value being out of range.\n",
      "0...10...20...30...40...50...60...70...80...90...100 - done.\n"
     ]
    }
   ],
   "source": [
    "!gdal_translate -of PNG -ot Byte -scale -30. 60. 0 255 gridded_DBZH_20191021_082427.tif grayscale.png"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Apply colortable to PNG"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(\"colors.txt\", \"w\") as f:\n",
    "    f.write(\"0 blue\\n\")\n",
    "    f.write(\"50 yellow\\n\")\n",
    "    f.write(\"100 yellow\\n\")\n",
    "    f.write(\"150 orange\\n\")\n",
    "    f.write(\"200 red\\n\")\n",
    "    f.write(\"250 white\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Display exported PNG's"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0...10...20...30...40...50...60...70...80...90...100 - done.\n"
     ]
    }
   ],
   "source": [
    "!gdaldem color-relief grayscale.png colors.txt paletted.png"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<img src=\"grayscale.png\" width=400 alt=\"grayscale png\" align=\"left\"></img>\n",
    "<img src=\"paletted.png\" width=400 alt=\"paletted png\" align=\"left\"></img>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Import with Xarray, rasterio backend"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/jgiles/mambaforge/envs/wradlib4/lib/python3.11/site-packages/pyproj/crs/_cf1x8.py:514: UserWarning: angle from rectified to skew grid parameter lost in conversion to CF\n",
      "  warnings.warn(\n"
     ]
    },
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       "    spatial_ref  int64 ...\n",
       "Data variables:\n",
       "    band_data    (band, y, x) float32 ...</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-91bdb908-1e4b-4448-8670-5dc5ece80ec6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-91bdb908-1e4b-4448-8670-5dc5ece80ec6' 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'>band</span>: 1</li><li><span class='xr-has-index'>x</span>: 1400</li><li><span class='xr-has-index'>y</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-34a30978-6780-4fc5-b02b-10bf2985207f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-34a30978-6780-4fc5-b02b-10bf2985207f' class='xr-section-summary' >Coordinates: <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-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-763dfc37-abb5-4b6d-965f-0976d825a56c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-763dfc37-abb5-4b6d-965f-0976d825a56c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf6bdc10-1767-4f70-bbdc-8fe1b521f23e' class='xr-var-data-in' type='checkbox'><label for='data-bf6bdc10-1767-4f70-bbdc-8fe1b521f23e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</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'>2.493e+06 2.493e+06 ... 2.633e+06</div><input id='attrs-f741df5c-684e-4699-b104-8bcbadf0a419' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f741df5c-684e-4699-b104-8bcbadf0a419' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0bcb8fd-1550-431c-a86d-f9a8723ef7b0' class='xr-var-data-in' type='checkbox'><label for='data-c0bcb8fd-1550-431c-a86d-f9a8723ef7b0' 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([2493011., 2493111., 2493211., ..., 2632711., 2632811., 2632911.])</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'>1.25e+06 1.25e+06 ... 1.11e+06</div><input id='attrs-2c3f7ac7-0639-43e5-872b-d0b55c91ce81' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c3f7ac7-0639-43e5-872b-d0b55c91ce81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6455511-0783-4a29-bc28-ccd30e4bf54b' class='xr-var-data-in' type='checkbox'><label for='data-c6455511-0783-4a29-bc28-ccd30e4bf54b' 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([1249920.625, 1249820.5  , 1249720.375, ..., 1110046.   , 1109945.875,\n",
       "       1109845.75 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0a4420fc-f6c0-4b81-8ff0-e0e5f1c49a9a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a4420fc-f6c0-4b81-8ff0-e0e5f1c49a9a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a5089801-1496-439c-a691-25671e1709f8' class='xr-var-data-in' type='checkbox'><label for='data-a5089801-1496-439c-a691-25671e1709f8' 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>crs_wkt :</span></dt><dd>PROJCS[&quot;CH1903+ / LV95&quot;,GEOGCS[&quot;CH1903+&quot;,DATUM[&quot;CH1903+&quot;,SPHEROID[&quot;Bessel 1841&quot;,6377397.155,299.1528128,AUTHORITY[&quot;EPSG&quot;,&quot;7004&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6150&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4150&quot;]],PROJECTION[&quot;Hotine_Oblique_Mercator_Azimuth_Center&quot;],PARAMETER[&quot;latitude_of_center&quot;,46.9524055555556],PARAMETER[&quot;longitude_of_center&quot;,7.43958333333333],PARAMETER[&quot;azimuth&quot;,90],PARAMETER[&quot;rectified_grid_angle&quot;,90],PARAMETER[&quot;scale_factor&quot;,1],PARAMETER[&quot;false_easting&quot;,2600000],PARAMETER[&quot;false_northing&quot;,1200000],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;2056&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6377397.155</dd><dt><span>semi_minor_axis :</span></dt><dd>6356078.962818189</dd><dt><span>inverse_flattening :</span></dt><dd>299.1528128</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>Bessel 1841</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>CH1903+</dd><dt><span>horizontal_datum_name :</span></dt><dd>CH1903+</dd><dt><span>projected_crs_name :</span></dt><dd>CH1903+ / LV95</dd><dt><span>grid_mapping_name :</span></dt><dd>oblique_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>46.9524055555556</dd><dt><span>longitude_of_projection_origin :</span></dt><dd>7.43958333333333</dd><dt><span>azimuth_of_central_line :</span></dt><dd>90.0</dd><dt><span>scale_factor_at_projection_origin :</span></dt><dd>1.0</dd><dt><span>false_easting :</span></dt><dd>2600000.0</dd><dt><span>false_northing :</span></dt><dd>1200000.0</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;CH1903+ / LV95&quot;,GEOGCS[&quot;CH1903+&quot;,DATUM[&quot;CH1903+&quot;,SPHEROID[&quot;Bessel 1841&quot;,6377397.155,299.1528128,AUTHORITY[&quot;EPSG&quot;,&quot;7004&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6150&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4150&quot;]],PROJECTION[&quot;Hotine_Oblique_Mercator_Azimuth_Center&quot;],PARAMETER[&quot;latitude_of_center&quot;,46.9524055555556],PARAMETER[&quot;longitude_of_center&quot;,7.43958333333333],PARAMETER[&quot;azimuth&quot;,90],PARAMETER[&quot;rectified_grid_angle&quot;,90],PARAMETER[&quot;scale_factor&quot;,1],PARAMETER[&quot;false_easting&quot;,2600000],PARAMETER[&quot;false_northing&quot;,1200000],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;2056&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>2492961.0 100.0 0.0 1249970.6875 0.0 -100.125</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2e6dd0c7-0521-42e4-bcf7-b12033067977' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e6dd0c7-0521-42e4-bcf7-b12033067977' 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>band_data</span></div><div class='xr-var-dims'>(band, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f880bd0c-e74b-4e2b-bec4-e276ee3c1946' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f880bd0c-e74b-4e2b-bec4-e276ee3c1946' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efa4d9c8-b207-42a1-9911-7ffed6defc7e' class='xr-var-data-in' type='checkbox'><label for='data-efa4d9c8-b207-42a1-9911-7ffed6defc7e' 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></dl></div><div class='xr-var-data'><pre>[1960000 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6d2fab69-7626-42ce-aa74-d3c09dbd6796' class='xr-section-summary-in' type='checkbox'  ><label for='section-6d2fab69-7626-42ce-aa74-d3c09dbd6796' class='xr-section-summary' >Indexes: <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-index-name'><div>band</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-28f8e88c-bf3a-4b1f-87de-85a45edf7213' class='xr-index-data-in' type='checkbox'/><label for='index-28f8e88c-bf3a-4b1f-87de-85a45edf7213' 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(Int64Index([1], dtype=&#x27;int64&#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-31ba85c5-cf14-43aa-9350-1ee4115f7a20' class='xr-index-data-in' type='checkbox'/><label for='index-31ba85c5-cf14-43aa-9350-1ee4115f7a20' 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(Float64Index([2493011.0, 2493111.0, 2493211.0, 2493311.0, 2493411.0, 2493511.0,\n",
       "              2493611.0, 2493711.0, 2493811.0, 2493911.0,\n",
       "              ...\n",
       "              2632011.0, 2632111.0, 2632211.0, 2632311.0, 2632411.0, 2632511.0,\n",
       "              2632611.0, 2632711.0, 2632811.0, 2632911.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=1400))</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-667e25f0-28fa-4be0-92ed-1cc8eb6b2a7d' class='xr-index-data-in' type='checkbox'/><label for='index-667e25f0-28fa-4be0-92ed-1cc8eb6b2a7d' 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(Float64Index([1249920.625,   1249820.5, 1249720.375,  1249620.25, 1249520.125,\n",
       "                1249420.0, 1249319.875,  1249219.75, 1249119.625,   1249019.5,\n",
       "              ...\n",
       "              1110746.875,  1110646.75, 1110546.625,   1110446.5, 1110346.375,\n",
       "               1110246.25, 1110146.125,   1110046.0, 1109945.875,  1109845.75],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-93d41b29-25cf-425f-941c-9550a4ba3021' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-93d41b29-25cf-425f-941c-9550a4ba3021' 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:      (band: 1, x: 1400, y: 1400)\n",
       "Coordinates:\n",
       "  * band         (band) int64 1\n",
       "  * x            (x) float64 2.493e+06 2.493e+06 ... 2.633e+06 2.633e+06\n",
       "  * y            (y) float64 1.25e+06 1.25e+06 1.25e+06 ... 1.11e+06 1.11e+06\n",
       "    spatial_ref  int64 ...\n",
       "Data variables:\n",
       "    band_data    (band, y, x) float32 ..."
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "with xr.open_dataset(\"gridded_DBZH_20191021_082427.tif\", engine=\"rasterio\") as ds_grd:\n",
    "    display(ds_grd)\n",
    "    ds_grd.band_data.plot(cmap=\"turbo\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## xradar\n",
    "### Import with xradar"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can use xradar to open the rainbow files, but only one at the time. Let's open the first one:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "files = glob.glob(fglob)\n",
    "vol_xd = xd.io.open_rainbow_datatree(files[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  --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",
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       "\n",
       "html[theme=dark],\n",
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       "body.vscode-dark {\n",
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       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
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       ".xr-wrap {\n",
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       "  min-width: 300px;\n",
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       "\n",
       ".xr-text-repr-fallback {\n",
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       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
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       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
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       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
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       "\n",
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       ".xr-section-item input {\n",
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       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
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       "\n",
       ".xr-section-summary {\n",
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       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-section-summary > span {\n",
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       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
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       "  width: 15px;\n",
       "  text-align: center;\n",
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       "\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",
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       "\n",
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       "  padding-bottom: 4px;\n",
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       "\n",
       ".xr-section-inline-details {\n",
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       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
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       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
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       "\n",
       ".xr-array-wrap {\n",
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       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
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       "\n",
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       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
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       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
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       "\n",
       ".xr-array-preview,\n",
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       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
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       "\n",
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       "\n",
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       "\n",
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       "  display: none;\n",
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       ".xr-attrs {\n",
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       "\n",
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       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
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       "  grid-column: 1 / -1;\n",
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       "\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
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       "\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
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       "  vertical-align: middle;\n",
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       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DatasetView&gt;\n",
       "Dimensions:              ()\n",
       "Data variables:\n",
       "    volume_number        int64 0\n",
       "    platform_type        &lt;U5 &#x27;fixed&#x27;\n",
       "    instrument_type      &lt;U5 &#x27;radar&#x27;\n",
       "    time_coverage_start  &lt;U20 &#x27;2019-10-21T08:24:09Z&#x27;\n",
       "    time_coverage_end    &lt;U20 &#x27;2019-10-21T08:29:33Z&#x27;\n",
       "    longitude            float64 6.954\n",
       "    altitude             float64 735.0\n",
       "    latitude             float64 46.77\n",
       "Attributes:\n",
       "    Conventions:      None\n",
       "    version:          None\n",
       "    title:            None\n",
       "    institution:      None\n",
       "    references:       None\n",
       "    source:           None\n",
       "    history:          None\n",
       "    comment:          im/exported using xradar\n",
       "    instrument_name:  None</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>datatree.DataTree</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-175be611-2479-4094-a666-44b4fd4229c4' class='xr-section-summary-in' type='checkbox'  ><label for='section-175be611-2479-4094-a666-44b4fd4229c4' class='xr-section-summary' >Groups: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.505 2.505 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:24:27.875000 .....\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_0</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-0e34e7e5-f610-4e0a-9ec5-db08280f06a4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0e34e7e5-f610-4e0a-9ec5-db08280f06a4' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-c684f006-c047-45da-829b-71f644a1a8e6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c684f006-c047-45da-829b-71f644a1a8e6' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0ad651bd-39e8-4188-99cb-5c383ed49461' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0ad651bd-39e8-4188-99cb-5c383ed49461' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.505 2.505 ... 358.5 359.5</div><input id='attrs-2cc866d0-7029-4e9f-97d2-cdff638ce813' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2cc866d0-7029-4e9f-97d2-cdff638ce813' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66bfab52-5104-445c-9f00-6ab93c2bee0a' class='xr-var-data-in' type='checkbox'><label for='data-66bfab52-5104-445c-9f00-6ab93c2bee0a' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.505127,   2.504883, ..., 357.492371, 358.49762 ,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dd37bac4-a906-417a-9772-60a4d137f8e1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd37bac4-a906-417a-9772-60a4d137f8e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-17ed1e55-18c3-42a6-b69a-1dc936d9d941' class='xr-var-data-in' type='checkbox'><label for='data-17ed1e55-18c3-42a6-b69a-1dc936d9d941' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-48b33753-b1d1-44f2-9788-6da505f8489f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48b33753-b1d1-44f2-9788-6da505f8489f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c420077b-6431-4772-bc36-8f73c0c5a389' class='xr-var-data-in' type='checkbox'><label for='data-c420077b-6431-4772-bc36-8f73c0c5a389' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:27.875000 ... 2...</div><input id='attrs-88633a39-eac5-4c30-9641-acd41c27c217' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88633a39-eac5-4c30-9641-acd41c27c217' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb507fc9-02be-468a-be15-a4ce6ca4451b' class='xr-var-data-in' type='checkbox'><label for='data-eb507fc9-02be-468a-be15-a4ce6ca4451b' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:24:27.875000000&#x27;, &#x27;2019-10-21T08:24:27.958333500&#x27;,\n",
       "       &#x27;2019-10-21T08:24:28.041666499&#x27;, ..., &#x27;2019-10-21T08:24:27.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:24:27.708333500&#x27;, &#x27;2019-10-21T08:24:27.791666499&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bd71606e-287a-4723-96c3-929491bc2123' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd71606e-287a-4723-96c3-929491bc2123' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33326f00-e6a8-418d-bd66-66865c0758b8' class='xr-var-data-in' type='checkbox'><label for='data-33326f00-e6a8-418d-bd66-66865c0758b8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-15002145-b3f2-411d-b2bf-24620522c100' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15002145-b3f2-411d-b2bf-24620522c100' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c54d0153-3f3b-429e-b433-6c869a30e5a7' class='xr-var-data-in' type='checkbox'><label for='data-c54d0153-3f3b-429e-b433-6c869a30e5a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c8c55f80-9141-4475-82d6-cbd16fc0c001' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c8c55f80-9141-4475-82d6-cbd16fc0c001' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85dcf85c-9199-433f-9c90-1723f487a0b3' class='xr-var-data-in' type='checkbox'><label for='data-85dcf85c-9199-433f-9c90-1723f487a0b3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d9c7c2df-6249-4c06-82e0-7a12d307c78c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d9c7c2df-6249-4c06-82e0-7a12d307c78c' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-26aa4fbc-e322-4d93-8a08-64c2c7f106b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-26aa4fbc-e322-4d93-8a08-64c2c7f106b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63561782-412a-4818-a824-2e17ef7ca7a9' class='xr-var-data-in' type='checkbox'><label for='data-63561782-412a-4818-a824-2e17ef7ca7a9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0b6773ea-25ac-4d46-8699-8b0cf90df13f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b6773ea-25ac-4d46-8699-8b0cf90df13f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35d465c4-3a23-42c6-b59f-faaa112b7a20' class='xr-var-data-in' type='checkbox'><label for='data-35d465c4-3a23-42c6-b59f-faaa112b7a20' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c5c6ccba-dbab-456b-a12b-a035e35f8788' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c5c6ccba-dbab-456b-a12b-a035e35f8788' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1176d5b2-3f9f-413a-90b1-5092e889cc2c' class='xr-var-data-in' type='checkbox'><label for='data-1176d5b2-3f9f-413a-90b1-5092e889cc2c' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c557d851-7713-4c87-a41a-06b2e3324e80' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c557d851-7713-4c87-a41a-06b2e3324e80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61648326-9a35-4a68-87c4-796f40db6168' class='xr-var-data-in' type='checkbox'><label for='data-61648326-9a35-4a68-87c4-796f40db6168' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2d6d99f4-3efe-4794-ae5e-9b5d49b555c1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d6d99f4-3efe-4794-ae5e-9b5d49b555c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2dd94bf4-ce95-41e0-ae8b-1351c31d4c9a' class='xr-var-data-in' type='checkbox'><label for='data-2dd94bf4-ce95-41e0-ae8b-1351c31d4c9a' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f0b6ed63-9369-4928-8f1e-8e818cebf243' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f0b6ed63-9369-4928-8f1e-8e818cebf243' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc823873-99e3-4a4a-b46a-ac5b9c393d77' class='xr-var-data-in' type='checkbox'><label for='data-bc823873-99e3-4a4a-b46a-ac5b9c393d77' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-97c8fd26-d636-4fb8-bb72-6da9ec8d0c54' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-97c8fd26-d636-4fb8-bb72-6da9ec8d0c54' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.5 2.499 ... 357.5 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:24:57.208333500...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_1</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-6f214848-ed79-4cf1-a353-fbf9ffb538aa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6f214848-ed79-4cf1-a353-fbf9ffb538aa' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-b075e1f6-d1a8-4070-acc3-07de0510512a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b075e1f6-d1a8-4070-acc3-07de0510512a' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-def1b0ee-c24f-4f20-8b9c-9dd05f51d6d5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-def1b0ee-c24f-4f20-8b9c-9dd05f51d6d5' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.5 2.499 ... 358.5 359.5</div><input id='attrs-a21bcc35-0257-492e-9838-bdf5b92d35b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a21bcc35-0257-492e-9838-bdf5b92d35b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9cb10ac-dad9-4aea-881c-6d6684a43da5' class='xr-var-data-in' type='checkbox'><label for='data-c9cb10ac-dad9-4aea-881c-6d6684a43da5' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.499634,   2.49939 , ..., 357.50061 , 358.49762 ,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-358161f7-0526-4958-9daf-07850ee3cc59' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-358161f7-0526-4958-9daf-07850ee3cc59' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1058e322-fa6b-4610-a1c1-5b7201c4880b' class='xr-var-data-in' type='checkbox'><label for='data-1058e322-fa6b-4610-a1c1-5b7201c4880b' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-949b77fc-fd33-4151-8578-372fb3dd96bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-949b77fc-fd33-4151-8578-372fb3dd96bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2c6a83c-82fa-4561-a5c8-3472f05eb31a' class='xr-var-data-in' type='checkbox'><label for='data-b2c6a83c-82fa-4561-a5c8-3472f05eb31a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:24:57.208333500 .....</div><input id='attrs-104944e0-0788-4ee3-98fc-0a5043ec4e0a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-104944e0-0788-4ee3-98fc-0a5043ec4e0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0708a97-5230-4e4a-93da-19060412806f' class='xr-var-data-in' type='checkbox'><label for='data-c0708a97-5230-4e4a-93da-19060412806f' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:24:57.208333500&#x27;, &#x27;2019-10-21T08:24:57.291666499&#x27;,\n",
       "       &#x27;2019-10-21T08:24:57.375000000&#x27;, ..., &#x27;2019-10-21T08:24:56.958333500&#x27;,\n",
       "       &#x27;2019-10-21T08:24:57.041666499&#x27;, &#x27;2019-10-21T08:24:57.125000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8848c89c-8724-4451-981a-52e060486f93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8848c89c-8724-4451-981a-52e060486f93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87a7f4e0-e63f-408e-96bb-467c57e59b44' class='xr-var-data-in' type='checkbox'><label for='data-87a7f4e0-e63f-408e-96bb-467c57e59b44' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-13790bca-de9f-4ceb-85f0-a6f899298739' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-13790bca-de9f-4ceb-85f0-a6f899298739' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e5d9b62-0793-4196-81d9-389e099940f8' class='xr-var-data-in' type='checkbox'><label for='data-0e5d9b62-0793-4196-81d9-389e099940f8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8fe83dc4-a7df-4631-9df7-c60a3e688f2f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8fe83dc4-a7df-4631-9df7-c60a3e688f2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5637b1c4-ad31-4586-a7e0-dce5efac1868' class='xr-var-data-in' type='checkbox'><label for='data-5637b1c4-ad31-4586-a7e0-dce5efac1868' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0bb089eb-31a3-4d6b-8a40-cc3eb286fa25' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0bb089eb-31a3-4d6b-8a40-cc3eb286fa25' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-98111189-68a5-449b-8565-418c164b458b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98111189-68a5-449b-8565-418c164b458b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba7c6c18-4b2a-481d-af9d-b785be1e9d01' class='xr-var-data-in' type='checkbox'><label for='data-ba7c6c18-4b2a-481d-af9d-b785be1e9d01' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-aa57a320-219e-4587-8880-3e31fb737066' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa57a320-219e-4587-8880-3e31fb737066' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b185974b-07a2-4364-946e-388e57ceb96b' class='xr-var-data-in' type='checkbox'><label for='data-b185974b-07a2-4364-946e-388e57ceb96b' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f6fe5f3-49dd-4f9f-9a2e-f57712cdbd77' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f6fe5f3-49dd-4f9f-9a2e-f57712cdbd77' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c08441db-1e88-4646-8985-286386f0b963' class='xr-var-data-in' type='checkbox'><label for='data-c08441db-1e88-4646-8985-286386f0b963' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e00f20fd-ceaa-4ed6-8d7c-91d9aabbfcaf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e00f20fd-ceaa-4ed6-8d7c-91d9aabbfcaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1580e6b4-2395-4fc9-a0e0-eda25f5cf6b1' class='xr-var-data-in' type='checkbox'><label for='data-1580e6b4-2395-4fc9-a0e0-eda25f5cf6b1' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8ade783b-fcc5-43aa-84ba-97b3980322ba' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8ade783b-fcc5-43aa-84ba-97b3980322ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc7c7ba4-7d07-41c4-b285-6632496fa35c' class='xr-var-data-in' type='checkbox'><label for='data-dc7c7ba4-7d07-41c4-b285-6632496fa35c' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4997785d-dc3b-41cb-ad24-23807bc41438' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4997785d-dc3b-41cb-ad24-23807bc41438' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a253359b-281e-4eb4-b2aa-13952b1d19e3' class='xr-var-data-in' type='checkbox'><label for='data-a253359b-281e-4eb4-b2aa-13952b1d19e3' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-65f2d652-81fa-43ff-80ad-6b2e115db383' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-65f2d652-81fa-43ff-80ad-6b2e115db383' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul 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       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.499 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:25:27.291666500...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_2</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-8167e429-ded5-48f1-9fe7-0a1ea7f63cb7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8167e429-ded5-48f1-9fe7-0a1ea7f63cb7' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-1ac3f540-edc1-4be5-a099-39754da65f3b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1ac3f540-edc1-4be5-a099-39754da65f3b' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d8789896-ede5-4b2b-89cc-54fe1f893519' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d8789896-ede5-4b2b-89cc-54fe1f893519' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.499 ... 358.5 359.5</div><input id='attrs-dc1d43be-3060-44e1-923e-babb2f6de1dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc1d43be-3060-44e1-923e-babb2f6de1dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-839fde42-34d2-4ff5-934d-ef641021ba0d' class='xr-var-data-in' type='checkbox'><label for='data-839fde42-34d2-4ff5-934d-ef641021ba0d' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.49939 , ..., 357.503357, 358.500366,\n",
       "       359.500122])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b9310c54-c4ab-4b1a-8f69-309e8a4611b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b9310c54-c4ab-4b1a-8f69-309e8a4611b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af500232-0e3d-4351-b07a-9b874e32d24f' class='xr-var-data-in' type='checkbox'><label for='data-af500232-0e3d-4351-b07a-9b874e32d24f' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-e11c74a3-e299-4bc7-835c-551132fd27ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e11c74a3-e299-4bc7-835c-551132fd27ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-780eb0d1-43f2-4a68-b9b3-a90ad2976bf4' class='xr-var-data-in' type='checkbox'><label for='data-780eb0d1-43f2-4a68-b9b3-a90ad2976bf4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:25:27.291666500 .....</div><input id='attrs-3c23a66d-bcf5-4bda-bcf4-b498bb7ec4c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3c23a66d-bcf5-4bda-bcf4-b498bb7ec4c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1bbb44a-12ee-4b81-bcb7-bad8a9e47a90' class='xr-var-data-in' type='checkbox'><label for='data-c1bbb44a-12ee-4b81-bcb7-bad8a9e47a90' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:25:27.291666500&#x27;, &#x27;2019-10-21T08:25:27.375000000&#x27;,\n",
       "       &#x27;2019-10-21T08:25:27.458333500&#x27;, ..., &#x27;2019-10-21T08:25:27.041666500&#x27;,\n",
       "       &#x27;2019-10-21T08:25:27.125000000&#x27;, &#x27;2019-10-21T08:25:27.208333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f292754-4238-4aee-be7b-6c27a5fd7600' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f292754-4238-4aee-be7b-6c27a5fd7600' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c30f4489-445b-452a-8129-31161af715ce' class='xr-var-data-in' type='checkbox'><label for='data-c30f4489-445b-452a-8129-31161af715ce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6bb54869-886e-4845-87ae-de8bd2a98149' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6bb54869-886e-4845-87ae-de8bd2a98149' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1750db1c-6fc6-4c23-a0c0-ee1ab017de90' class='xr-var-data-in' type='checkbox'><label for='data-1750db1c-6fc6-4c23-a0c0-ee1ab017de90' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4c8715c6-a163-4338-b7e0-65f7799346e4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4c8715c6-a163-4338-b7e0-65f7799346e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-928676df-4db8-4b4e-b6cd-288df28c1d38' class='xr-var-data-in' type='checkbox'><label for='data-928676df-4db8-4b4e-b6cd-288df28c1d38' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2f9b2ed6-5e37-420b-bd9d-f0b1e91e66ca' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2f9b2ed6-5e37-420b-bd9d-f0b1e91e66ca' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7b124db1-0690-4948-87e6-f720fec01e39' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b124db1-0690-4948-87e6-f720fec01e39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1264be50-c41a-45ca-a26a-f36beb2fa4e7' class='xr-var-data-in' type='checkbox'><label for='data-1264be50-c41a-45ca-a26a-f36beb2fa4e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f21b055-2733-4045-b59d-4262637de7d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f21b055-2733-4045-b59d-4262637de7d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00d64966-0d84-4bb0-a1dd-1ad8beeb1231' class='xr-var-data-in' type='checkbox'><label for='data-00d64966-0d84-4bb0-a1dd-1ad8beeb1231' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e9dd5037-b4a4-44c5-981b-199d311711c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9dd5037-b4a4-44c5-981b-199d311711c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44a3774f-cde1-484e-86f4-845e82a2cdbb' class='xr-var-data-in' type='checkbox'><label for='data-44a3774f-cde1-484e-86f4-845e82a2cdbb' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d60ac395-892d-4e5c-8dbb-e66eaa9cf56b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d60ac395-892d-4e5c-8dbb-e66eaa9cf56b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2549062a-957d-4eae-b5ee-831a259e0042' class='xr-var-data-in' type='checkbox'><label for='data-2549062a-957d-4eae-b5ee-831a259e0042' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-79acee07-a008-4b7a-82e6-813a74b1450d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-79acee07-a008-4b7a-82e6-813a74b1450d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e26dae2-7d24-473e-b8f9-5189ffbafed3' class='xr-var-data-in' type='checkbox'><label for='data-2e26dae2-7d24-473e-b8f9-5189ffbafed3' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-13edaa9f-bfc7-448e-a57f-17789d5afc85' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13edaa9f-bfc7-448e-a57f-17789d5afc85' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fea97548-25c7-4dab-9e47-d3301b8e2951' class='xr-var-data-in' type='checkbox'><label for='data-fea97548-25c7-4dab-9e47-d3301b8e2951' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a6473def-fed4-4296-a9e4-4f5fb8b91093' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a6473def-fed4-4296-a9e4-4f5fb8b91093' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.499 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:25:57.541666500...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_3</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-1c094976-4588-4069-8fcc-777ecc9f5090' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1c094976-4588-4069-8fcc-777ecc9f5090' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-834cb8f3-0977-468f-9315-568b9bd97e75' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-834cb8f3-0977-468f-9315-568b9bd97e75' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-25b9b36e-12d9-4228-bbc9-35b79284561d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-25b9b36e-12d9-4228-bbc9-35b79284561d' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.499 ... 358.5 359.5</div><input id='attrs-d8813d0e-9913-43d4-adaf-b283ae89d518' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d8813d0e-9913-43d4-adaf-b283ae89d518' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d19dd12-80c2-44e9-a2e7-e4899ed86499' class='xr-var-data-in' type='checkbox'><label for='data-1d19dd12-80c2-44e9-a2e7-e4899ed86499' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.49939 , ..., 357.497864, 358.494873,\n",
       "       359.497375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ca61333b-1a4c-4082-a38b-50c89acd7282' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ca61333b-1a4c-4082-a38b-50c89acd7282' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2da99103-7673-4ae8-8c72-844da0e8a5c9' class='xr-var-data-in' type='checkbox'><label for='data-2da99103-7673-4ae8-8c72-844da0e8a5c9' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-bd78b410-ac00-48c6-830f-04239215bbb0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd78b410-ac00-48c6-830f-04239215bbb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb0d6cae-baf7-436d-a2b1-99d2a0ee23ac' class='xr-var-data-in' type='checkbox'><label for='data-cb0d6cae-baf7-436d-a2b1-99d2a0ee23ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:25:57.541666500 .....</div><input id='attrs-2a8aa8c2-5ca6-4f38-9e6a-642c1a707d93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a8aa8c2-5ca6-4f38-9e6a-642c1a707d93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d0ff73e6-8a95-4773-b282-acf5b25d8d97' class='xr-var-data-in' type='checkbox'><label for='data-d0ff73e6-8a95-4773-b282-acf5b25d8d97' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:25:57.541666500&#x27;, &#x27;2019-10-21T08:25:57.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:25:57.708333500&#x27;, ..., &#x27;2019-10-21T08:25:57.291666500&#x27;,\n",
       "       &#x27;2019-10-21T08:25:57.375000000&#x27;, &#x27;2019-10-21T08:25:57.458333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5eba27dd-ca8a-4a7f-ba53-a0b4919bf74e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5eba27dd-ca8a-4a7f-ba53-a0b4919bf74e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-997087a6-d003-4bee-a863-35292a54c432' class='xr-var-data-in' type='checkbox'><label for='data-997087a6-d003-4bee-a863-35292a54c432' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a40b0ae3-899a-4951-9e83-e25e98669db6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a40b0ae3-899a-4951-9e83-e25e98669db6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2fe3bb24-3926-4cb5-a62b-b96430b5209d' class='xr-var-data-in' type='checkbox'><label for='data-2fe3bb24-3926-4cb5-a62b-b96430b5209d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b1c3e24c-034f-4d16-aff8-d134a6c9c2ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b1c3e24c-034f-4d16-aff8-d134a6c9c2ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efd3ed9d-da6f-4dc3-bb33-3cd518748cca' class='xr-var-data-in' type='checkbox'><label for='data-efd3ed9d-da6f-4dc3-bb33-3cd518748cca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2e1aa98b-537e-4247-9898-ce81bc4f5a61' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e1aa98b-537e-4247-9898-ce81bc4f5a61' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e60c749e-a849-4234-91e4-bc0488c66b2d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e60c749e-a849-4234-91e4-bc0488c66b2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5dec96be-d77f-4fc4-bef9-9896dff8645f' class='xr-var-data-in' type='checkbox'><label for='data-5dec96be-d77f-4fc4-bef9-9896dff8645f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-129631b8-020d-49c0-bcaf-c701d5b74179' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-129631b8-020d-49c0-bcaf-c701d5b74179' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f336fa2-f6c5-45f2-88ff-ed6b6bfb3444' class='xr-var-data-in' type='checkbox'><label for='data-4f336fa2-f6c5-45f2-88ff-ed6b6bfb3444' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5d900fc3-7b49-4769-9bd1-c2a198cda59f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5d900fc3-7b49-4769-9bd1-c2a198cda59f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f6e07e7-0091-428a-9ffb-cb484a2faa89' class='xr-var-data-in' type='checkbox'><label for='data-1f6e07e7-0091-428a-9ffb-cb484a2faa89' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-66f6a016-c8ae-4700-a090-2b86b570c4d0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-66f6a016-c8ae-4700-a090-2b86b570c4d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23fe4e00-8f1f-417c-90b5-106d0596004d' class='xr-var-data-in' type='checkbox'><label for='data-23fe4e00-8f1f-417c-90b5-106d0596004d' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fddc3590-dfde-4a75-b343-4a5d811d704f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fddc3590-dfde-4a75-b343-4a5d811d704f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d23aa93-9c52-42fd-8dc1-fb6f9e636268' class='xr-var-data-in' type='checkbox'><label for='data-6d23aa93-9c52-42fd-8dc1-fb6f9e636268' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c3628571-2097-40c4-b4ec-90e0ee53e731' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c3628571-2097-40c4-b4ec-90e0ee53e731' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b82eb87-e92b-4417-a3f9-8173ea0431c8' class='xr-var-data-in' type='checkbox'><label for='data-4b82eb87-e92b-4417-a3f9-8173ea0431c8' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-24681307-5373-4f94-8647-9b8005485421' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-24681307-5373-4f94-8647-9b8005485421' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
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       "  stroke: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.5026 1.502 2.499 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:26:27.791666500...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_4</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b10d1f4c-22a7-45d6-9221-31e512b9f603' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b10d1f4c-22a7-45d6-9221-31e512b9f603' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-69b307e8-38e1-4802-bd3c-8eae99450652' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-69b307e8-38e1-4802-bd3c-8eae99450652' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4f6d59dd-53a4-4e78-8162-58fb1b60c359' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4f6d59dd-53a4-4e78-8162-58fb1b60c359' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.5026 1.502 2.499 ... 358.5 359.5</div><input id='attrs-e068cb63-9710-4958-97cf-62b1eccc1252' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e068cb63-9710-4958-97cf-62b1eccc1252' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7047a3f6-6cd2-47a5-8894-bfc3f05f32fe' class='xr-var-data-in' type='checkbox'><label for='data-7047a3f6-6cd2-47a5-8894-bfc3f05f32fe' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.502625,   1.50238 ,   2.49939 , ..., 357.495117, 358.49762 ,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8030d98f-0117-458e-b20b-177f8928989a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8030d98f-0117-458e-b20b-177f8928989a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3447dbd5-d399-4ac9-aaf0-69659d049978' class='xr-var-data-in' type='checkbox'><label for='data-3447dbd5-d399-4ac9-aaf0-69659d049978' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-e8be46db-8d14-4371-a832-88700754cbc8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e8be46db-8d14-4371-a832-88700754cbc8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a14b7a0d-e8bb-4a1c-aab0-cc6f0cb2b8b8' class='xr-var-data-in' type='checkbox'><label for='data-a14b7a0d-e8bb-4a1c-aab0-cc6f0cb2b8b8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:26:27.791666500 .....</div><input id='attrs-6acca6a4-f0ec-46b3-90ac-0c2164081a0c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6acca6a4-f0ec-46b3-90ac-0c2164081a0c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03ec4ed6-dd78-48e2-9ce4-597591554d7e' class='xr-var-data-in' type='checkbox'><label for='data-03ec4ed6-dd78-48e2-9ce4-597591554d7e' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:26:27.791666500&#x27;, &#x27;2019-10-21T08:26:27.875000000&#x27;,\n",
       "       &#x27;2019-10-21T08:26:27.958333500&#x27;, ..., &#x27;2019-10-21T08:26:27.541666500&#x27;,\n",
       "       &#x27;2019-10-21T08:26:27.625000000&#x27;, &#x27;2019-10-21T08:26:27.708333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-91e9ca38-2039-40e0-923e-62ceeb1677a1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91e9ca38-2039-40e0-923e-62ceeb1677a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-28cfbb6d-846e-4e00-9d5c-6d8b5200521e' class='xr-var-data-in' type='checkbox'><label for='data-28cfbb6d-846e-4e00-9d5c-6d8b5200521e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-15ae7701-f1c3-4c77-9a73-cc80529e46e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15ae7701-f1c3-4c77-9a73-cc80529e46e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5185c97d-0446-4acf-ae7d-0e207ea05d25' class='xr-var-data-in' type='checkbox'><label for='data-5185c97d-0446-4acf-ae7d-0e207ea05d25' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6b2b487e-7de1-4b6b-bff7-341530309d16' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b2b487e-7de1-4b6b-bff7-341530309d16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d2a4e6d-dca8-4eff-946a-2f5cb6bcd753' class='xr-var-data-in' type='checkbox'><label for='data-3d2a4e6d-dca8-4eff-946a-2f5cb6bcd753' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7c29f751-854d-4da2-8953-f0b11dbc2d57' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7c29f751-854d-4da2-8953-f0b11dbc2d57' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c2d2fb5a-7adb-4315-9b8f-a3a38e36ff8b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2d2fb5a-7adb-4315-9b8f-a3a38e36ff8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51445833-212a-4116-b201-b4f76d7bda07' class='xr-var-data-in' type='checkbox'><label for='data-51445833-212a-4116-b201-b4f76d7bda07' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7c6b6774-b5e1-4e6a-b814-a451224f3d5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7c6b6774-b5e1-4e6a-b814-a451224f3d5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9979a94-e364-42ea-86c4-aaaf6f92fb9a' class='xr-var-data-in' type='checkbox'><label for='data-d9979a94-e364-42ea-86c4-aaaf6f92fb9a' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f22cf9e8-49f4-4bac-8ced-17f6befd8750' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f22cf9e8-49f4-4bac-8ced-17f6befd8750' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3600bdc0-ce1e-436d-b919-39561e6d9fd2' class='xr-var-data-in' type='checkbox'><label for='data-3600bdc0-ce1e-436d-b919-39561e6d9fd2' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0589db65-c97d-4204-9536-5df566974934' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0589db65-c97d-4204-9536-5df566974934' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-111c272d-9b2a-4385-a1e1-7e9f7c9c05a0' class='xr-var-data-in' type='checkbox'><label for='data-111c272d-9b2a-4385-a1e1-7e9f7c9c05a0' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8d9feff0-bfee-4ccb-b675-b3eb78331860' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8d9feff0-bfee-4ccb-b675-b3eb78331860' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1591d51-428d-40f9-a985-108fe0903026' class='xr-var-data-in' type='checkbox'><label for='data-f1591d51-428d-40f9-a985-108fe0903026' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-826f0a9e-7edf-42da-a9dd-194f5efc3f1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-826f0a9e-7edf-42da-a9dd-194f5efc3f1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5bec3149-4daf-4dae-bd35-3d16acb98fea' class='xr-var-data-in' type='checkbox'><label for='data-5bec3149-4daf-4dae-bd35-3d16acb98fea' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-43fb7810-728a-4846-bdb9-bbe49520292b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-43fb7810-728a-4846-bdb9-bbe49520292b' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul 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       "html[theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.505 2.508 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:26:57.208333500...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_5</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-c7c6f931-a8cc-4d94-b13a-f2aaf2d51639' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c7c6f931-a8cc-4d94-b13a-f2aaf2d51639' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-a4883154-134c-4167-a7fb-b6cb36dc4b76' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a4883154-134c-4167-a7fb-b6cb36dc4b76' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-15cca077-c7ca-4685-92c4-e6e787dfc5b7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-15cca077-c7ca-4685-92c4-e6e787dfc5b7' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.505 2.508 ... 358.5 359.5</div><input id='attrs-426f62b4-692f-4512-8bb5-81db623a0c0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-426f62b4-692f-4512-8bb5-81db623a0c0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-238c4b14-fe65-4d07-ab74-ba2a35269543' class='xr-var-data-in' type='checkbox'><label for='data-238c4b14-fe65-4d07-ab74-ba2a35269543' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.505127,   2.507629, ..., 357.503357, 358.500366,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9b231f3f-1455-472d-850b-da5b8c49e9d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9b231f3f-1455-472d-850b-da5b8c49e9d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fb72f5b-2582-4a39-a6d9-bb85ee2c2220' class='xr-var-data-in' type='checkbox'><label for='data-7fb72f5b-2582-4a39-a6d9-bb85ee2c2220' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-1ff5e376-416d-4f3c-a3de-aae376476c1c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1ff5e376-416d-4f3c-a3de-aae376476c1c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70eadcf8-f699-483f-b5c6-e5990ae834e5' class='xr-var-data-in' type='checkbox'><label for='data-70eadcf8-f699-483f-b5c6-e5990ae834e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:26:57.208333500 .....</div><input id='attrs-fb3f58c5-db9d-4ad1-98b2-73b82e130de9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb3f58c5-db9d-4ad1-98b2-73b82e130de9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ff3c189-3992-417f-b340-31397bf3c937' class='xr-var-data-in' type='checkbox'><label for='data-2ff3c189-3992-417f-b340-31397bf3c937' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:26:57.208333500&#x27;, &#x27;2019-10-21T08:26:57.291666500&#x27;,\n",
       "       &#x27;2019-10-21T08:26:57.375000000&#x27;, ..., &#x27;2019-10-21T08:26:56.958333500&#x27;,\n",
       "       &#x27;2019-10-21T08:26:57.041666500&#x27;, &#x27;2019-10-21T08:26:57.125000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1c7584e5-b7db-436d-8ab1-cc1de7c33936' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1c7584e5-b7db-436d-8ab1-cc1de7c33936' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f513eaa4-5e4f-4e02-bead-4cb5281da549' class='xr-var-data-in' type='checkbox'><label for='data-f513eaa4-5e4f-4e02-bead-4cb5281da549' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1a2b382b-76bb-4bdd-8bfe-f0c641956b82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1a2b382b-76bb-4bdd-8bfe-f0c641956b82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe57e2ec-9514-44b0-a062-4367e3bb157f' class='xr-var-data-in' type='checkbox'><label for='data-fe57e2ec-9514-44b0-a062-4367e3bb157f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-32bb5db9-922a-4d36-a483-89e03628ee61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-32bb5db9-922a-4d36-a483-89e03628ee61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9dee4740-0334-42a1-8b5a-37b21c90bd71' class='xr-var-data-in' type='checkbox'><label for='data-9dee4740-0334-42a1-8b5a-37b21c90bd71' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e504b594-78a7-4efc-9b02-b7a97e389469' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e504b594-78a7-4efc-9b02-b7a97e389469' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4ad55427-3bbb-4017-8a10-de1074741afd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ad55427-3bbb-4017-8a10-de1074741afd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d6a9348b-444a-4dd9-9457-52b3f16e2c48' class='xr-var-data-in' type='checkbox'><label for='data-d6a9348b-444a-4dd9-9457-52b3f16e2c48' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-288310fc-35fe-4530-8664-6df469da1b67' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-288310fc-35fe-4530-8664-6df469da1b67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02bbcf52-cb12-40e4-befe-daa717fd3701' class='xr-var-data-in' type='checkbox'><label for='data-02bbcf52-cb12-40e4-befe-daa717fd3701' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00de3e05-91b8-4dba-9116-9eec5c6e79d9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00de3e05-91b8-4dba-9116-9eec5c6e79d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c137f207-002e-41bc-be13-1517687ebb85' class='xr-var-data-in' type='checkbox'><label for='data-c137f207-002e-41bc-be13-1517687ebb85' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fb2add44-1607-4ff7-8c2d-06e45c5dce30' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fb2add44-1607-4ff7-8c2d-06e45c5dce30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-507b7d1c-966e-4bca-827a-3b0f9e80f36d' class='xr-var-data-in' type='checkbox'><label for='data-507b7d1c-966e-4bca-827a-3b0f9e80f36d' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-20e4f04e-577e-4143-b66e-02be33956b67' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-20e4f04e-577e-4143-b66e-02be33956b67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27020b14-8fe9-4518-98e1-7c5f85f23468' class='xr-var-data-in' type='checkbox'><label for='data-27020b14-8fe9-4518-98e1-7c5f85f23468' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-edf881bd-c8ab-4a35-8b28-00023bd295c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-edf881bd-c8ab-4a35-8b28-00023bd295c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d5ec99a-ad6c-47ab-a7e0-53895d9ccd2b' class='xr-var-data-in' type='checkbox'><label for='data-0d5ec99a-ad6c-47ab-a7e0-53895d9ccd2b' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-29ae0cdb-5d9f-441b-b441-803e27c59438' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-29ae0cdb-5d9f-441b-b441-803e27c59438' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
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       "\n",
       ".xr-header > div,\n",
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       "\n",
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       ".xr-array-in:checked ~ .xr-array-preview {\n",
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       "\n",
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       ".xr-dim-list {\n",
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       "\n",
       ".xr-dim-list li {\n",
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       "\n",
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       "  background-color: var(--xr-background-color-row-even);\n",
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       "\n",
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       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
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       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.502 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:27:27.375000 .....\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_6</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-198354e3-eb3f-44c8-b3cf-c3e696534415' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-198354e3-eb3f-44c8-b3cf-c3e696534415' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-41d65e81-ed93-4b3e-9acc-f65b3aeb1209' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-41d65e81-ed93-4b3e-9acc-f65b3aeb1209' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2b509298-15e2-485f-9d6e-6a6d1ff5683d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2b509298-15e2-485f-9d6e-6a6d1ff5683d' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.502 ... 358.5 359.5</div><input id='attrs-30014270-8eb8-4d8a-899c-43362a03970b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30014270-8eb8-4d8a-899c-43362a03970b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-115e15b2-4a5a-48e1-af66-d24c62216f54' class='xr-var-data-in' type='checkbox'><label for='data-115e15b2-4a5a-48e1-af66-d24c62216f54' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.502136, ..., 357.503357, 358.494873,\n",
       "       359.497375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4f7df2b0-163f-4399-8f74-2009a0671f39' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f7df2b0-163f-4399-8f74-2009a0671f39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c527607-de32-4a32-a26f-683920eb3303' class='xr-var-data-in' type='checkbox'><label for='data-4c527607-de32-4a32-a26f-683920eb3303' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-c7667fcb-02c2-4402-b874-5d3722855f3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c7667fcb-02c2-4402-b874-5d3722855f3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51130f73-987d-450d-8c63-c5f7477becd1' class='xr-var-data-in' type='checkbox'><label for='data-51130f73-987d-450d-8c63-c5f7477becd1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:27:27.375000 ... 2...</div><input id='attrs-96d1acb2-4854-4f1a-ba3b-b588957ceacb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-96d1acb2-4854-4f1a-ba3b-b588957ceacb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-242d994a-784b-402c-bc67-339fdd0636ad' class='xr-var-data-in' type='checkbox'><label for='data-242d994a-784b-402c-bc67-339fdd0636ad' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:27:27.375000000&#x27;, &#x27;2019-10-21T08:27:27.458333500&#x27;,\n",
       "       &#x27;2019-10-21T08:27:27.541666500&#x27;, ..., &#x27;2019-10-21T08:27:27.125000000&#x27;,\n",
       "       &#x27;2019-10-21T08:27:27.208333500&#x27;, &#x27;2019-10-21T08:27:27.291666500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-90887b98-994a-4098-a3d1-76b3a920ba68' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-90887b98-994a-4098-a3d1-76b3a920ba68' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7c1d358-cdd8-4b8b-8b7b-b836ed687741' class='xr-var-data-in' type='checkbox'><label for='data-e7c1d358-cdd8-4b8b-8b7b-b836ed687741' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-72b1a475-975e-40f9-84a8-531af630e945' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-72b1a475-975e-40f9-84a8-531af630e945' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-852de3b1-0a7f-48ea-a91f-5924b8756f28' class='xr-var-data-in' type='checkbox'><label for='data-852de3b1-0a7f-48ea-a91f-5924b8756f28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-685523d6-b5ef-4793-b3a2-b2a5b0b0fd62' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-685523d6-b5ef-4793-b3a2-b2a5b0b0fd62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6779af7-2490-4656-a3fb-0dca61f5cafa' class='xr-var-data-in' type='checkbox'><label for='data-e6779af7-2490-4656-a3fb-0dca61f5cafa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6d8ee3d7-24e6-4ef9-97ac-57f2aed94548' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6d8ee3d7-24e6-4ef9-97ac-57f2aed94548' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ef61febb-9346-4937-b707-8b1dd8726753' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ef61febb-9346-4937-b707-8b1dd8726753' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37fb293f-d26c-47c0-8b04-e333378e66e1' class='xr-var-data-in' type='checkbox'><label for='data-37fb293f-d26c-47c0-8b04-e333378e66e1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b3e39474-afbd-4c5e-bb94-98b486180a65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b3e39474-afbd-4c5e-bb94-98b486180a65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7be4cc04-f3e1-41fd-9a0f-29ebf2023731' class='xr-var-data-in' type='checkbox'><label for='data-7be4cc04-f3e1-41fd-9a0f-29ebf2023731' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d55d7f00-cfdd-4a6e-aaf0-ccd79c1a3433' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d55d7f00-cfdd-4a6e-aaf0-ccd79c1a3433' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3670acee-418b-452d-8b91-15191ef4574a' class='xr-var-data-in' type='checkbox'><label for='data-3670acee-418b-452d-8b91-15191ef4574a' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-26f17319-ed4f-48d5-93e6-be4cc4cf3975' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-26f17319-ed4f-48d5-93e6-be4cc4cf3975' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a61eaaf-9bc4-48d9-b858-880f4cd4f2e8' class='xr-var-data-in' type='checkbox'><label for='data-0a61eaaf-9bc4-48d9-b858-880f4cd4f2e8' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8123f074-fa1f-45dd-8406-264707dfe3ae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8123f074-fa1f-45dd-8406-264707dfe3ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c5bd7d5-62fe-442d-af42-75c9853f4bb6' class='xr-var-data-in' type='checkbox'><label for='data-3c5bd7d5-62fe-442d-af42-75c9853f4bb6' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ac2feff1-46a2-48ab-b4d5-a7a757ab227c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac2feff1-46a2-48ab-b4d5-a7a757ab227c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a4aae62-f7dc-4112-b6ae-9d43cadb383e' class='xr-var-data-in' type='checkbox'><label for='data-4a4aae62-f7dc-4112-b6ae-9d43cadb383e' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a45204f8-7d0b-466e-9b94-87b1254be796' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a45204f8-7d0b-466e-9b94-87b1254be796' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
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       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4971 1.505 2.502 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:28:27.541666499...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_7</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b1b1bb61-ef70-4039-a1cc-da10b08f8409' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b1b1bb61-ef70-4039-a1cc-da10b08f8409' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-8b6de1d7-398d-4513-8945-2c1f9a120262' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8b6de1d7-398d-4513-8945-2c1f9a120262' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-49a1679b-3f6b-4aff-a8b1-8b769cad92af' class='xr-section-summary-in' type='checkbox'  checked><label for='section-49a1679b-3f6b-4aff-a8b1-8b769cad92af' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4971 1.505 2.502 ... 358.5 359.5</div><input id='attrs-aece3713-d443-4996-a8fc-cad50a17daf0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aece3713-d443-4996-a8fc-cad50a17daf0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-978d00e5-bcf3-4fd6-b88b-070af42ebbcd' class='xr-var-data-in' type='checkbox'><label for='data-978d00e5-bcf3-4fd6-b88b-070af42ebbcd' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.497131,   1.505127,   2.502136, ..., 357.503357, 358.500366,\n",
       "       359.500122])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-276d43ee-54f7-4242-bbda-fed7ca9f6ece' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-276d43ee-54f7-4242-bbda-fed7ca9f6ece' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4506550f-dd0b-474c-bf95-7ea3a1c7ffc6' class='xr-var-data-in' type='checkbox'><label for='data-4506550f-dd0b-474c-bf95-7ea3a1c7ffc6' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-b8392943-0411-4804-acd1-b163a5969cb9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8392943-0411-4804-acd1-b163a5969cb9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24ee0f81-8431-468b-b894-609a45326c69' class='xr-var-data-in' type='checkbox'><label for='data-24ee0f81-8431-468b-b894-609a45326c69' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:28:27.541666499 .....</div><input id='attrs-e6566e59-4844-4164-9526-8e008c4fbb0b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e6566e59-4844-4164-9526-8e008c4fbb0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97bd3fa6-3210-46be-93fb-1614e0acce3b' class='xr-var-data-in' type='checkbox'><label for='data-97bd3fa6-3210-46be-93fb-1614e0acce3b' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:28:27.541666499&#x27;, &#x27;2019-10-21T08:28:27.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:28:27.708333500&#x27;, ..., &#x27;2019-10-21T08:28:27.291666499&#x27;,\n",
       "       &#x27;2019-10-21T08:28:27.375000000&#x27;, &#x27;2019-10-21T08:28:27.458333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3159dc44-f480-483e-bd82-117c460ad761' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3159dc44-f480-483e-bd82-117c460ad761' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2072189c-dba4-4701-9b28-4458f2a7861d' class='xr-var-data-in' type='checkbox'><label for='data-2072189c-dba4-4701-9b28-4458f2a7861d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-16540987-caaa-475c-81e6-be0470f1a856' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16540987-caaa-475c-81e6-be0470f1a856' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6fbd795-1207-48f8-b25f-20dcb8a5e879' class='xr-var-data-in' type='checkbox'><label for='data-b6fbd795-1207-48f8-b25f-20dcb8a5e879' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a7cd2451-0654-4764-968a-a8f3ae0bb3c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a7cd2451-0654-4764-968a-a8f3ae0bb3c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d5b7446-99f7-47ee-b696-0947775a0585' class='xr-var-data-in' type='checkbox'><label for='data-7d5b7446-99f7-47ee-b696-0947775a0585' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a6c999b5-ecbb-4e8a-bd4a-09a869ac2039' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a6c999b5-ecbb-4e8a-bd4a-09a869ac2039' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0992ab6c-ddea-47fb-80c9-34b97928f61d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0992ab6c-ddea-47fb-80c9-34b97928f61d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8e81a96-a8e4-4095-8968-164cada3e49d' class='xr-var-data-in' type='checkbox'><label for='data-e8e81a96-a8e4-4095-8968-164cada3e49d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-764fdf2b-4bf7-4675-80f9-ff4cc03d8c93' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-764fdf2b-4bf7-4675-80f9-ff4cc03d8c93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4cb17e83-e857-4b60-aeda-cbba5d8b95a3' class='xr-var-data-in' type='checkbox'><label for='data-4cb17e83-e857-4b60-aeda-cbba5d8b95a3' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cbd1cd84-ac33-428d-8f4a-3e153eb87559' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cbd1cd84-ac33-428d-8f4a-3e153eb87559' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a60c8627-c060-417a-aa8d-89ab83d5fefc' class='xr-var-data-in' type='checkbox'><label for='data-a60c8627-c060-417a-aa8d-89ab83d5fefc' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8a0541ad-43d2-4055-93df-4f7bfd7f287f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8a0541ad-43d2-4055-93df-4f7bfd7f287f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dccf504e-3d12-4674-bf6c-743b13fc3b1b' class='xr-var-data-in' type='checkbox'><label for='data-dccf504e-3d12-4674-bf6c-743b13fc3b1b' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6fa42598-94b8-4853-a4f6-19c8ebabfebb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6fa42598-94b8-4853-a4f6-19c8ebabfebb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-628e1156-de7f-4cdf-8c1a-e79440421a08' class='xr-var-data-in' type='checkbox'><label for='data-628e1156-de7f-4cdf-8c1a-e79440421a08' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a7042ad2-8fcc-4641-abbb-8e48f2b1fed1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a7042ad2-8fcc-4641-abbb-8e48f2b1fed1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b10295b-e336-4c69-800c-3f146873ebf1' class='xr-var-data-in' type='checkbox'><label for='data-6b10295b-e336-4c69-800c-3f146873ebf1' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2ee73e7c-f471-498f-a351-cd346e75425c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2ee73e7c-f471-498f-a351-cd346e75425c' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 100%;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul 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       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4971 1.502 2.505 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:28:57.625000 .....\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_8</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-8f496c0f-1d85-45f5-9868-3b2e95d00624' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8f496c0f-1d85-45f5-9868-3b2e95d00624' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-aa32602b-3b99-4b1b-9570-01a695c39614' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-aa32602b-3b99-4b1b-9570-01a695c39614' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-41bf7c6d-b112-4d2d-abbe-ca6c7e32f9cc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-41bf7c6d-b112-4d2d-abbe-ca6c7e32f9cc' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4971 1.502 2.505 ... 358.5 359.5</div><input id='attrs-abce97ba-5b45-481e-932d-f56fc95143fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-abce97ba-5b45-481e-932d-f56fc95143fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4479b11e-7d1d-4654-aaac-a4fbb92a65fd' class='xr-var-data-in' type='checkbox'><label for='data-4479b11e-7d1d-4654-aaac-a4fbb92a65fd' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.497131,   1.50238 ,   2.504883, ..., 357.50061 , 358.500366,\n",
       "       359.502869])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3bedeadd-013d-4e76-938b-2901bbdbb8e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3bedeadd-013d-4e76-938b-2901bbdbb8e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-295446ff-871c-4425-b321-203b9486dbfc' class='xr-var-data-in' type='checkbox'><label for='data-295446ff-871c-4425-b321-203b9486dbfc' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-adaabbb3-5df6-4be8-a233-475aced060d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-adaabbb3-5df6-4be8-a233-475aced060d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98518327-2670-4aa1-9b1b-a2a36c324428' class='xr-var-data-in' type='checkbox'><label for='data-98518327-2670-4aa1-9b1b-a2a36c324428' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:28:57.625000 ... 2...</div><input id='attrs-92a3b999-33aa-47a7-b6c6-7757c1f7a860' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92a3b999-33aa-47a7-b6c6-7757c1f7a860' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-13ce0473-fe3e-4d6e-967b-e74a69f9c407' class='xr-var-data-in' type='checkbox'><label for='data-13ce0473-fe3e-4d6e-967b-e74a69f9c407' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:28:57.625000000&#x27;, &#x27;2019-10-21T08:28:57.708333500&#x27;,\n",
       "       &#x27;2019-10-21T08:28:57.791666499&#x27;, ..., &#x27;2019-10-21T08:28:57.375000000&#x27;,\n",
       "       &#x27;2019-10-21T08:28:57.458333500&#x27;, &#x27;2019-10-21T08:28:57.541666499&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-51ff7e69-792c-4b8f-9a8f-6085acd1d5e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51ff7e69-792c-4b8f-9a8f-6085acd1d5e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfad3174-e5fc-46f0-82a8-46e5077fd88c' class='xr-var-data-in' type='checkbox'><label for='data-cfad3174-e5fc-46f0-82a8-46e5077fd88c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b03046c8-81c9-4b43-ae6c-ae917b1b3833' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b03046c8-81c9-4b43-ae6c-ae917b1b3833' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db8b078f-7a54-4ea2-aad1-c498abf72f66' class='xr-var-data-in' type='checkbox'><label for='data-db8b078f-7a54-4ea2-aad1-c498abf72f66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ee9acf90-4ad7-4893-b0bf-571dd59e52da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee9acf90-4ad7-4893-b0bf-571dd59e52da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0643c98c-4906-48df-9c83-d0c2cad041cc' class='xr-var-data-in' type='checkbox'><label for='data-0643c98c-4906-48df-9c83-d0c2cad041cc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-435bd531-bd14-4270-86a8-86e26f157c29' class='xr-section-summary-in' type='checkbox'  checked><label for='section-435bd531-bd14-4270-86a8-86e26f157c29' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-63319097-bfde-40ff-be40-3c0c08755934' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63319097-bfde-40ff-be40-3c0c08755934' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2323f17e-7a6d-4673-9fb7-b38bed630f57' class='xr-var-data-in' type='checkbox'><label for='data-2323f17e-7a6d-4673-9fb7-b38bed630f57' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-27d9007d-a843-489c-a4ee-4e5e724a4782' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-27d9007d-a843-489c-a4ee-4e5e724a4782' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f87d3f0-d313-4e19-9fe9-050155a47e25' class='xr-var-data-in' type='checkbox'><label for='data-4f87d3f0-d313-4e19-9fe9-050155a47e25' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9380f92c-0f94-4777-8819-e28615e835f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9380f92c-0f94-4777-8819-e28615e835f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c4f07a6-035c-4104-8913-e323442cfb67' class='xr-var-data-in' type='checkbox'><label for='data-1c4f07a6-035c-4104-8913-e323442cfb67' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-01cd9789-6b46-46b5-8543-691e341f38e6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-01cd9789-6b46-46b5-8543-691e341f38e6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2173d22f-7588-4063-b89c-f8604f424e29' class='xr-var-data-in' type='checkbox'><label for='data-2173d22f-7588-4063-b89c-f8604f424e29' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0087b854-35dd-4360-be32-6f685b7b8c3a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0087b854-35dd-4360-be32-6f685b7b8c3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8140520-b708-4777-afec-ed3bcc41cee2' class='xr-var-data-in' type='checkbox'><label for='data-f8140520-b708-4777-afec-ed3bcc41cee2' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2db4a036-be1e-4c5c-96b9-606b3ac37608' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2db4a036-be1e-4c5c-96b9-606b3ac37608' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cdd5b5c4-8bb9-4fd1-a0bf-ee57e4a62a0e' class='xr-var-data-in' type='checkbox'><label for='data-cdd5b5c4-8bb9-4fd1-a0bf-ee57e4a62a0e' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fe62402a-5deb-496e-ba19-99f0c18c610f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fe62402a-5deb-496e-ba19-99f0c18c610f' 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></ul></div></div><div style='display: inline-grid;'><div style='grid-column-start: 1;border-right: 0.2em solid;border-color: var(--xr-border-color);height: 1.2em;width: 0px;'></div><div style='grid-column-start: 2;grid-row-start: 1;height: 1em;width: 20px;border-bottom: 0.2em solid;border-color: var(--xr-border-color);'></div><div style='grid-column-start: 3;'><ul class='xr-sections'><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "\n",
       ".xr-header > div,\n",
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       "\n",
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       ".xr-dim-list {\n",
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       ".xr-dim-list li {\n",
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       "\n",
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       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>sweep_9</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-5635b935-bab9-4d69-9539-4b4598e0a9f8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5635b935-bab9-4d69-9539-4b4598e0a9f8' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-712a5c61-bbc9-430c-8774-069fba0c3d17' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-712a5c61-bbc9-430c-8774-069fba0c3d17' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a2527907-643f-4507-a96d-aff3a4c31462' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a2527907-643f-4507-a96d-aff3a4c31462' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.497 ... 358.5 359.5</div><input id='attrs-a95cab7f-8621-4a2d-9eee-cfb7492421ca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a95cab7f-8621-4a2d-9eee-cfb7492421ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ec0c63f-3090-4ebe-b4d4-bbcf73f690b0' class='xr-var-data-in' type='checkbox'><label for='data-8ec0c63f-3090-4ebe-b4d4-bbcf73f690b0' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.496643, ..., 357.497864, 358.494873,\n",
       "       359.497375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-633f37c9-03da-4fc0-a95d-4493be6aadae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-633f37c9-03da-4fc0-a95d-4493be6aadae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2bcafab2-5bb4-4be5-882b-a7676a239cfc' class='xr-var-data-in' type='checkbox'><label for='data-2bcafab2-5bb4-4be5-882b-a7676a239cfc' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-469d0913-1d33-4b53-85ca-69f43ec75b52' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-469d0913-1d33-4b53-85ca-69f43ec75b52' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b1960a1-75a4-4502-a38a-a925831cfdee' class='xr-var-data-in' type='checkbox'><label for='data-4b1960a1-75a4-4502-a38a-a925831cfdee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:29:27.541666499 .....</div><input id='attrs-707a2273-6c31-4717-86b9-73c9bab1a85d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-707a2273-6c31-4717-86b9-73c9bab1a85d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e00e119d-5cc1-47da-bd4f-5b6acabca492' class='xr-var-data-in' type='checkbox'><label for='data-e00e119d-5cc1-47da-bd4f-5b6acabca492' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:29:27.541666499&#x27;, &#x27;2019-10-21T08:29:27.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.708333500&#x27;, ..., &#x27;2019-10-21T08:29:27.291666499&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.375000000&#x27;, &#x27;2019-10-21T08:29:27.458333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4c76bb4d-da5c-477c-96e2-be114df6b36b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4c76bb4d-da5c-477c-96e2-be114df6b36b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7383fce-122a-4d8d-878f-b7f91ce4402c' class='xr-var-data-in' type='checkbox'><label for='data-b7383fce-122a-4d8d-878f-b7f91ce4402c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f6be8429-0564-4692-8afd-dffc48806113' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6be8429-0564-4692-8afd-dffc48806113' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5249bd35-f4e7-464c-a9c8-81cbe4a49916' class='xr-var-data-in' type='checkbox'><label for='data-5249bd35-f4e7-464c-a9c8-81cbe4a49916' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4dd970a8-d43b-4f20-91e0-3f8ca652cc9d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4dd970a8-d43b-4f20-91e0-3f8ca652cc9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-add60d4c-87c3-4fb6-ae05-b1fd3b13c84d' class='xr-var-data-in' type='checkbox'><label for='data-add60d4c-87c3-4fb6-ae05-b1fd3b13c84d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a315ee83-a5e9-4bd9-b15c-805d9e82a131' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a315ee83-a5e9-4bd9-b15c-805d9e82a131' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9e36549f-b31e-4cff-8a10-d8961a116f1a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9e36549f-b31e-4cff-8a10-d8961a116f1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5b8e064-67c0-49de-8d56-f443a957ca41' class='xr-var-data-in' type='checkbox'><label for='data-e5b8e064-67c0-49de-8d56-f443a957ca41' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0fbcba3d-d66c-4986-adb2-f889e768a5ca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0fbcba3d-d66c-4986-adb2-f889e768a5ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5275a774-5bbc-4b5c-8230-373664478501' class='xr-var-data-in' type='checkbox'><label for='data-5275a774-5bbc-4b5c-8230-373664478501' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-11f52048-4e6d-417a-8c19-dc4b17c1abd0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-11f52048-4e6d-417a-8c19-dc4b17c1abd0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61c7c913-e9bf-488d-88f2-d4a3e9da6cce' class='xr-var-data-in' type='checkbox'><label for='data-61c7c913-e9bf-488d-88f2-d4a3e9da6cce' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9341a3a2-de9a-4bb3-9fde-05dcd27695dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9341a3a2-de9a-4bb3-9fde-05dcd27695dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b060d7d6-b1e0-48e6-9cd6-ec73d37acb01' class='xr-var-data-in' type='checkbox'><label for='data-b060d7d6-b1e0-48e6-9cd6-ec73d37acb01' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6c823975-84a9-4648-b8ba-07a46f7f58e5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6c823975-84a9-4648-b8ba-07a46f7f58e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e2ab560-dec0-45ac-96aa-d4dc25b63309' class='xr-var-data-in' type='checkbox'><label for='data-7e2ab560-dec0-45ac-96aa-d4dc25b63309' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dcc1a5e3-6b3d-49a2-befc-92ac0540e3a7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dcc1a5e3-6b3d-49a2-befc-92ac0540e3a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22eb014e-809f-400d-832f-e798e76848fa' class='xr-var-data-in' type='checkbox'><label for='data-22eb014e-809f-400d-832f-e798e76848fa' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fcd0611d-2753-44ac-85cf-1b13bf60c0aa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fcd0611d-2753-44ac-85cf-1b13bf60c0aa' 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></ul></div></div></div></div></li><li class='xr-section-item'><input id='section-31828ea2-eefe-4941-9400-70b16069b816' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-31828ea2-eefe-4941-9400-70b16069b816' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f02cf781-18d7-4bb2-87f1-c9527cae520b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f02cf781-18d7-4bb2-87f1-c9527cae520b' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-607b068b-d7a7-4c42-aacb-4533ebb9d015' class='xr-section-summary-in' type='checkbox'  checked><label for='section-607b068b-d7a7-4c42-aacb-4533ebb9d015' class='xr-section-summary' >Data variables: <span>(8)</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>volume_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-1cca5a8e-a184-4e34-ba41-9a1f340f8dee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1cca5a8e-a184-4e34-ba41-9a1f340f8dee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f90a228-747b-4a46-b77c-b4303e0d0ee5' class='xr-var-data-in' type='checkbox'><label for='data-9f90a228-747b-4a46-b77c-b4303e0d0ee5' 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>platform_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;fixed&#x27;</div><input id='attrs-959b0d8b-6986-4613-adfb-079fbefe20c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-959b0d8b-6986-4613-adfb-079fbefe20c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce6d7cb8-4844-43d9-89e9-e96aae98a2a5' class='xr-var-data-in' type='checkbox'><label for='data-ce6d7cb8-4844-43d9-89e9-e96aae98a2a5' 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;fixed&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>instrument_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;radar&#x27;</div><input id='attrs-a68cc98a-fc97-4ce1-9028-e02df68958ca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a68cc98a-fc97-4ce1-9028-e02df68958ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a09f8ad9-9dcc-468e-8bdc-99f5548f8277' class='xr-var-data-in' type='checkbox'><label for='data-a09f8ad9-9dcc-468e-8bdc-99f5548f8277' 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;radar&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_coverage_start</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2019-10-21T08:24:09Z&#x27;</div><input id='attrs-ffe57240-456a-48ad-993d-b0e41098a192' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ffe57240-456a-48ad-993d-b0e41098a192' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39501f01-fcb2-42a4-82d2-ccd5f8137142' class='xr-var-data-in' type='checkbox'><label for='data-39501f01-fcb2-42a4-82d2-ccd5f8137142' 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;2019-10-21T08:24:09Z&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_coverage_end</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2019-10-21T08:29:33Z&#x27;</div><input id='attrs-23cd82b8-8770-4c91-b3a1-9ed26ea58d24' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23cd82b8-8770-4c91-b3a1-9ed26ea58d24' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce36e69b-0c3b-4ead-bba9-92a1e28be038' class='xr-var-data-in' type='checkbox'><label for='data-ce36e69b-0c3b-4ead-bba9-92a1e28be038' 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;2019-10-21T08:29:33Z&#x27;, dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.954</div><input id='attrs-85626aa9-cb8e-4543-a186-7dc87e0c1e97' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-85626aa9-cb8e-4543-a186-7dc87e0c1e97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eccf057b-7366-4e7c-bb2f-e6992013bd38' class='xr-var-data-in' type='checkbox'><label for='data-eccf057b-7366-4e7c-bb2f-e6992013bd38' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(6.953958)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>735.0</div><input id='attrs-796f22d2-0c33-4b64-8bd7-9e9be708763f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-796f22d2-0c33-4b64-8bd7-9e9be708763f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8ac2646-286e-4698-b761-8fc59fea23c0' class='xr-var-data-in' type='checkbox'><label for='data-c8ac2646-286e-4698-b761-8fc59fea23c0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(735.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>46.77</div><input id='attrs-8a057772-7490-47a1-a63d-b81cf5ea3da9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a057772-7490-47a1-a63d-b81cf5ea3da9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2a72988-9d81-42ad-a2c8-55f25a735395' class='xr-var-data-in' type='checkbox'><label for='data-a2a72988-9d81-42ad-a2c8-55f25a735395' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(46.769715)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-23f0d6c7-5edd-4abe-8b90-7ab732a1df32' class='xr-section-summary-in' type='checkbox'  checked><label for='section-23f0d6c7-5edd-4abe-8b90-7ab732a1df32' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>None</dd><dt><span>version :</span></dt><dd>None</dd><dt><span>title :</span></dt><dd>None</dd><dt><span>institution :</span></dt><dd>None</dd><dt><span>references :</span></dt><dd>None</dd><dt><span>source :</span></dt><dd>None</dd><dt><span>history :</span></dt><dd>None</dd><dt><span>comment :</span></dt><dd>im/exported using xradar</dd><dt><span>instrument_name :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "DataTree('root', parent=None)\n",
       "│   Dimensions:              ()\n",
       "│   Data variables:\n",
       "│       volume_number        int64 0\n",
       "│       platform_type        <U5 'fixed'\n",
       "│       instrument_type      <U5 'radar'\n",
       "│       time_coverage_start  <U20 '2019-10-21T08:24:09Z'\n",
       "│       time_coverage_end    <U20 '2019-10-21T08:29:33Z'\n",
       "│       longitude            float64 6.954\n",
       "│       altitude             float64 735.0\n",
       "│       latitude             float64 46.77\n",
       "│   Attributes:\n",
       "│       Conventions:      None\n",
       "│       version:          None\n",
       "│       title:            None\n",
       "│       institution:      None\n",
       "│       references:       None\n",
       "│       source:           None\n",
       "│       history:          None\n",
       "│       comment:          im/exported using xradar\n",
       "│       instrument_name:  None\n",
       "├── DataTree('sweep_0')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.505 2.505 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:24:27.875000 .....\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_1')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.5 2.499 ... 357.5 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:24:57.208333500...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_2')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.502 2.499 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:25:27.291666500...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_3')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.502 2.499 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:25:57.541666500...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_4')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.5026 1.502 2.499 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:26:27.791666500...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_5')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.505 2.508 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:26:57.208333500...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_6')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4999 1.502 2.502 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:27:27.375000 .....\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_7')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4971 1.505 2.502 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:28:27.541666499...\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "├── DataTree('sweep_8')\n",
       "│       Dimensions:            (azimuth: 360, range: 1400)\n",
       "│       Coordinates:\n",
       "│         * azimuth            (azimuth) float64 0.4971 1.502 2.505 ... 358.5 359.5\n",
       "│           elevation          (azimuth) float64 ...\n",
       "│         * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "│           time               (azimuth) datetime64[ns] 2019-10-21T08:28:57.625000 .....\n",
       "│           longitude          float64 ...\n",
       "│           latitude           float64 ...\n",
       "│           altitude           float64 ...\n",
       "│       Data variables:\n",
       "│           KDP                (azimuth, range) float32 ...\n",
       "│           sweep_mode         <U20 ...\n",
       "│           sweep_number       int64 ...\n",
       "│           prt_mode           <U7 ...\n",
       "│           follow_mode        <U7 ...\n",
       "│           sweep_fixed_angle  float64 ...\n",
       "└── DataTree('sweep_9')\n",
       "        Dimensions:            (azimuth: 360, range: 1400)\n",
       "        Coordinates:\n",
       "          * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "            elevation          (azimuth) float64 ...\n",
       "          * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "            time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "            longitude          float64 ...\n",
       "            latitude           float64 ...\n",
       "            altitude           float64 ...\n",
       "        Data variables:\n",
       "            KDP                (azimuth, range) float32 ...\n",
       "            sweep_mode         <U20 ...\n",
       "            sweep_number       int64 ...\n",
       "            prt_mode           <U7 ...\n",
       "            follow_mode        <U7 ...\n",
       "            sweep_fixed_angle  float64 ..."
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol_xd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DatasetView&gt;\n",
       "Dimensions:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>datatree.DataTree</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-3a08a431-1939-49e2-aad1-48a505db3fb7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3a08a431-1939-49e2-aad1-48a505db3fb7' class='xr-section-summary'  title='Expand/collapse section'>Groups: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><div style='display: inline-grid; grid-template-columns: 100%'></div></div></li><li class='xr-section-item'><input id='section-a205cc74-14fa-478a-9aff-4b58a327e4af' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a205cc74-14fa-478a-9aff-4b58a327e4af' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e0ac1820-1a05-406d-9304-df7737d949ae' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e0ac1820-1a05-406d-9304-df7737d949ae' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.497 ... 358.5 359.5</div><input id='attrs-376aeeaf-1b24-43bd-b668-5122461a546c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-376aeeaf-1b24-43bd-b668-5122461a546c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea42e49d-cea0-4813-b14f-65d49978fe81' class='xr-var-data-in' type='checkbox'><label for='data-ea42e49d-cea0-4813-b14f-65d49978fe81' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.496643, ..., 357.497864, 358.494873,\n",
       "       359.497375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d0c21787-8405-4ac5-bed4-a88a989c1223' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0c21787-8405-4ac5-bed4-a88a989c1223' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33c84c7c-d8b8-4f40-a590-d471cbf4166f' class='xr-var-data-in' type='checkbox'><label for='data-33c84c7c-d8b8-4f40-a590-d471cbf4166f' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-e41f47e4-baca-4b69-a8af-cbec0db591b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e41f47e4-baca-4b69-a8af-cbec0db591b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f101d1d-3a4a-452a-b2ab-695c72bdc490' class='xr-var-data-in' type='checkbox'><label for='data-3f101d1d-3a4a-452a-b2ab-695c72bdc490' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:29:27.541666499 .....</div><input id='attrs-fd7abb4a-4142-45a7-ae17-82ea3d640acf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd7abb4a-4142-45a7-ae17-82ea3d640acf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fe5b87a-7ba3-4d0f-9fe1-520733301194' class='xr-var-data-in' type='checkbox'><label for='data-6fe5b87a-7ba3-4d0f-9fe1-520733301194' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:29:27.541666499&#x27;, &#x27;2019-10-21T08:29:27.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.708333500&#x27;, ..., &#x27;2019-10-21T08:29:27.291666499&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.375000000&#x27;, &#x27;2019-10-21T08:29:27.458333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-31fdf11b-1e44-4e3c-babc-c808aff982ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-31fdf11b-1e44-4e3c-babc-c808aff982ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2095e1e6-c61c-44c4-b203-57aa09d044d8' class='xr-var-data-in' type='checkbox'><label for='data-2095e1e6-c61c-44c4-b203-57aa09d044d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-43e3aeb3-31f2-4f92-88b4-fc1da97f23b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43e3aeb3-31f2-4f92-88b4-fc1da97f23b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a59f897-1238-4941-927a-e643dbe7cf87' class='xr-var-data-in' type='checkbox'><label for='data-7a59f897-1238-4941-927a-e643dbe7cf87' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-499ee63c-bad3-48a9-8874-d5f2fa5e330b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-499ee63c-bad3-48a9-8874-d5f2fa5e330b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b8e1354-bc35-434e-a1f4-1aa19d774960' class='xr-var-data-in' type='checkbox'><label for='data-5b8e1354-bc35-434e-a1f4-1aa19d774960' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c0810d53-9e1e-42de-a4bb-38fa152daa1a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c0810d53-9e1e-42de-a4bb-38fa152daa1a' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b2891a5e-3571-4c78-ac16-b16fbec6b8e3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2891a5e-3571-4c78-ac16-b16fbec6b8e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de9993e6-1fb4-40d9-a55b-a31e83326eed' class='xr-var-data-in' type='checkbox'><label for='data-de9993e6-1fb4-40d9-a55b-a31e83326eed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fcc6dd6c-8b32-4244-82d9-99e6e6d65b8b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fcc6dd6c-8b32-4244-82d9-99e6e6d65b8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59fb1015-95c6-4ff7-b833-d8c56ec3c375' class='xr-var-data-in' type='checkbox'><label for='data-59fb1015-95c6-4ff7-b833-d8c56ec3c375' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-70f9cb27-e3ea-4096-9224-82a5e5a2253e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-70f9cb27-e3ea-4096-9224-82a5e5a2253e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa29630e-15df-4e24-9ac2-46f71e69215b' class='xr-var-data-in' type='checkbox'><label for='data-aa29630e-15df-4e24-9ac2-46f71e69215b' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c47b8701-555e-42bc-b72f-b692425bcc83' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c47b8701-555e-42bc-b72f-b692425bcc83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9cc19266-fb8a-4641-b2f3-2e914aae5bec' class='xr-var-data-in' type='checkbox'><label for='data-9cc19266-fb8a-4641-b2f3-2e914aae5bec' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d47a4c45-3dbd-4097-b705-6699d59a9085' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d47a4c45-3dbd-4097-b705-6699d59a9085' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6251624-d31b-4e95-beef-1f6826899d3d' class='xr-var-data-in' type='checkbox'><label for='data-f6251624-d31b-4e95-beef-1f6826899d3d' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-92aab3b3-fb69-402b-be70-583235d5b50e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-92aab3b3-fb69-402b-be70-583235d5b50e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae0c1f96-e46f-491a-86e0-5f447662e318' class='xr-var-data-in' type='checkbox'><label for='data-ae0c1f96-e46f-491a-86e0-5f447662e318' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c6714b7b-b73f-471e-92da-0ce8d87552e3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c6714b7b-b73f-471e-92da-0ce8d87552e3' 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": [
       "DataTree('sweep_9', parent=\"root\")\n",
       "    Dimensions:            (azimuth: 360, range: 1400)\n",
       "    Coordinates:\n",
       "      * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "        elevation          (azimuth) float64 ...\n",
       "      * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "        time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "        longitude          float64 ...\n",
       "        latitude           float64 ...\n",
       "        altitude           float64 ...\n",
       "    Data variables:\n",
       "        KDP                (azimuth, range) float32 ...\n",
       "        sweep_mode         <U20 ...\n",
       "        sweep_number       int64 ...\n",
       "        prt_mode           <U7 ...\n",
       "        follow_mode        <U7 ...\n",
       "        sweep_fixed_angle  float64 ..."
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol_xd[\"sweep_9\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can transform it to an xarray Dataset like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       ".xr-var-attrs,\n",
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
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       "\n",
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       "\n",
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       ".xr-var-data,\n",
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       ".xr-index-data,\n",
       ".xr-attrs {\n",
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       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
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       "\n",
       "dl.xr-attrs {\n",
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       "  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",
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       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</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-557d8a04-abde-4af4-9a47-afb79b47d1d6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-557d8a04-abde-4af4-9a47-afb79b47d1d6' 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'>azimuth</span>: 360</li><li><span class='xr-has-index'>range</span>: 1400</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a335cd3c-c35b-4f56-b957-6986a62df5e6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a335cd3c-c35b-4f56-b957-6986a62df5e6' 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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4999 1.502 2.497 ... 358.5 359.5</div><input id='attrs-a72de916-6933-4157-9268-a34ca874198a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a72de916-6933-4157-9268-a34ca874198a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-42f6f800-de26-4320-a020-7101744127e1' class='xr-var-data-in' type='checkbox'><label for='data-42f6f800-de26-4320-a020-7101744127e1' 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>standard_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  0.499878,   1.50238 ,   2.496643, ..., 357.497864, 358.494873,\n",
       "       359.497375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b965f928-0968-46f3-81c6-8ddef93ca873' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b965f928-0968-46f3-81c6-8ddef93ca873' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09b4a89a-8491-4992-aef3-dfb926b6b999' class='xr-var-data-in' type='checkbox'><label for='data-09b4a89a-8491-4992-aef3-dfb926b6b999' 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>standard_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>25.0 75.0 ... 6.992e+04 6.998e+04</div><input id='attrs-10415e1c-9547-4931-9535-7894f75ad269' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10415e1c-9547-4931-9535-7894f75ad269' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7380003-374e-4e1e-a54e-b82dc521421c' class='xr-var-data-in' type='checkbox'><label for='data-c7380003-374e-4e1e-a54e-b82dc521421c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>50.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>25.0</dd></dl></div><div class='xr-var-data'><pre>array([2.5000e+01, 7.5000e+01, 1.2500e+02, ..., 6.9875e+04, 6.9925e+04,\n",
       "       6.9975e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-10-21T08:29:27.541666499 .....</div><input id='attrs-0e824e29-0461-4147-9f0e-41453c279ce5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e824e29-0461-4147-9f0e-41453c279ce5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5925c401-c6fd-4d30-bd17-3eaeb0731c20' class='xr-var-data-in' type='checkbox'><label for='data-5925c401-c6fd-4d30-bd17-3eaeb0731c20' 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>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2019-10-21T08:29:27.541666499&#x27;, &#x27;2019-10-21T08:29:27.625000000&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.708333500&#x27;, ..., &#x27;2019-10-21T08:29:27.291666499&#x27;,\n",
       "       &#x27;2019-10-21T08:29:27.375000000&#x27;, &#x27;2019-10-21T08:29:27.458333500&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1ac573d3-e1c3-4f25-a103-8b198ebfc541' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1ac573d3-e1c3-4f25-a103-8b198ebfc541' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8ed9b4d-fb2d-4e7d-94b5-cf41602ed33b' class='xr-var-data-in' type='checkbox'><label for='data-a8ed9b4d-fb2d-4e7d-94b5-cf41602ed33b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-23a8c72e-ade1-48a9-92bd-dd0d9d529a88' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-23a8c72e-ade1-48a9-92bd-dd0d9d529a88' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d501b316-1765-456d-9307-b53dd50c4ab0' class='xr-var-data-in' type='checkbox'><label for='data-d501b316-1765-456d-9307-b53dd50c4ab0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5d80b170-fd6e-4649-a857-0ff25cc79d03' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d80b170-fd6e-4649-a857-0ff25cc79d03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c400658-307f-44e6-9986-2b17a4ae311e' class='xr-var-data-in' type='checkbox'><label for='data-5c400658-307f-44e6-9986-2b17a4ae311e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f69b49e7-a97c-439c-b595-2d732fb97182' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f69b49e7-a97c-439c-b595-2d732fb97182' class='xr-section-summary' >Data variables: <span>(6)</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>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0ae97010-2455-4e2f-b76e-c734ce230a91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ae97010-2455-4e2f-b76e-c734ce230a91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6d94a59-c1ad-4128-8633-a27815e33665' class='xr-var-data-in' type='checkbox'><label for='data-c6d94a59-c1ad-4128-8633-a27815e33665' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>long_name :</span></dt><dd>Specific differential phase HV</dd></dl></div><div class='xr-var-data'><pre>[504000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f193364e-c672-4f70-b02c-fb8b891c4c65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f193364e-c672-4f70-b02c-fb8b891c4c65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67c2ae37-614d-40cb-a33b-7b3d4bfcd45d' class='xr-var-data-in' type='checkbox'><label for='data-67c2ae37-614d-40cb-a33b-7b3d4bfcd45d' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f585326b-1c66-4fed-9baf-3d47ec7d61df' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f585326b-1c66-4fed-9baf-3d47ec7d61df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0e4b446-2cf4-4793-96b9-feb792376ee1' class='xr-var-data-in' type='checkbox'><label for='data-c0e4b446-2cf4-4793-96b9-feb792376ee1' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-67863529-0282-4515-b750-3fb51f597f5c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-67863529-0282-4515-b750-3fb51f597f5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1ea1c1d-e8c6-44b4-8201-46bab28bbd43' class='xr-var-data-in' type='checkbox'><label for='data-a1ea1c1d-e8c6-44b4-8201-46bab28bbd43' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c774059b-2e30-40f8-9052-f825ce8ea092' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c774059b-2e30-40f8-9052-f825ce8ea092' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-584efeec-2435-4d87-ae67-093939d93e3a' class='xr-var-data-in' type='checkbox'><label for='data-584efeec-2435-4d87-ae67-093939d93e3a' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-95052dac-8ef8-43b3-8263-29b6b5820202' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-95052dac-8ef8-43b3-8263-29b6b5820202' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4f763c6-7585-4c45-b24c-03ff7e11475c' class='xr-var-data-in' type='checkbox'><label for='data-c4f763c6-7585-4c45-b24c-03ff7e11475c' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-200a2b54-6f47-4fa1-a0a4-28d101e62836' class='xr-section-summary-in' type='checkbox'  ><label for='section-200a2b54-6f47-4fa1-a0a4-28d101e62836' class='xr-section-summary' >Indexes: <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-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b9ef3207-ea47-4bac-80e9-47991aab9dba' class='xr-index-data-in' type='checkbox'/><label for='index-b9ef3207-ea47-4bac-80e9-47991aab9dba' 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(Float64Index([   0.4998779296875,   1.50238037109375,   2.49664306640625,\n",
       "                 3.4991455078125,   4.49615478515625,   5.50140380859375,\n",
       "                 6.4984130859375,   7.50091552734375,    8.4979248046875,\n",
       "                9.50042724609375,\n",
       "              ...\n",
       "              350.49957275390625,  351.5020751953125, 352.49908447265625,\n",
       "              353.49884033203125, 354.49859619140625, 355.49835205078125,\n",
       "                356.495361328125, 357.49786376953125,   358.494873046875,\n",
       "              359.49737548828125],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d05218da-2dc2-4c49-a131-17d0c64c8c40' class='xr-index-data-in' type='checkbox'/><label for='index-d05218da-2dc2-4c49-a131-17d0c64c8c40' 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(Float64Index([   25.0,    75.0,   125.0,   175.0,   225.0,   275.0,   325.0,\n",
       "                375.0,   425.0,   475.0,\n",
       "              ...\n",
       "              69525.0, 69575.0, 69625.0, 69675.0, 69725.0, 69775.0, 69825.0,\n",
       "              69875.0, 69925.0, 69975.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=1400))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6bad1567-8db2-4369-aaea-e95ced60c2b9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6bad1567-8db2-4369-aaea-e95ced60c2b9' 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:            (azimuth: 360, range: 1400)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.4999 1.502 2.497 ... 358.5 359.5\n",
       "    elevation          (azimuth) float64 ...\n",
       "  * range              (range) float32 25.0 75.0 125.0 ... 6.992e+04 6.998e+04\n",
       "    time               (azimuth) datetime64[ns] 2019-10-21T08:29:27.541666499...\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables:\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    sweep_mode         <U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           <U7 ...\n",
       "    follow_mode        <U7 ...\n",
       "    sweep_fixed_angle  float64 ..."
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol_xd[\"sweep_9\"].to_dataset()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can then open several files into datatrees, transform them to xarray Dataset and merge them into a single Dataset."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Export to ODIM with xradar"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [],
   "source": [
    "xd.io.to_odim(vol_xd, \"test_odim_vol_xd.h5\", source=\"RAD\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Open other formats"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [],
   "source": [
    "armor = \"../../data/qc/uah-armor/cfrad.20080411_182230.747_to_20080411_182629.530_ARMOR_SUR.nc\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "armor_swp = xr.open_dataset(armor, group=\"sweep_0\",  engine=\"cfradial1\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
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       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\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: 4319, range: 992, azimuth: 360)\n",
       "Coordinates:\n",
       "  * time                       (time) datetime64[ns] 2008-04-11T18:22:30.7469...\n",
       "  * range                      (range) float32 1e+03 1.125e+03 ... 1.249e+05\n",
       "  * azimuth                    (azimuth) float32 0.02747 1.052 ... 358.0 359.1\n",
       "    elevation                  (azimuth) float32 ...\n",
       "    latitude                   (time) float64 ...\n",
       "    longitude                  (time) float64 ...\n",
       "    altitude                   (time) float64 ...\n",
       "Data variables: (12/47)\n",
       "    sweep_number               float64 ...\n",
       "    sweep_mode                 |S32 ...\n",
       "    prt_mode                   |S32 ...\n",
       "    follow_mode                |S32 ...\n",
       "    sweep_fixed_angle          float32 ...\n",
       "    ray_start_range            (azimuth) float32 ...\n",
       "    ...                         ...\n",
       "    PHIDP                      (azimuth, range) float32 ...\n",
       "    RHOHV                      (azimuth, range) float32 ...\n",
       "    WIDTH                      (azimuth, range) float32 ...\n",
       "    VEL                        (azimuth, range) float32 ...\n",
       "    REF                        (azimuth, range) float32 ...\n",
       "    VR                         (azimuth, range) float32 ...</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-8c5ecf15-69b8-4f97-bff4-89a98ea795a8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8c5ecf15-69b8-4f97-bff4-89a98ea795a8' 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>: 4319</li><li><span class='xr-has-index'>range</span>: 992</li><li><span class='xr-has-index'>azimuth</span>: 360</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-098f9665-8a96-488a-90dc-2216421dc77f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-098f9665-8a96-488a-90dc-2216421dc77f' 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'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2008-04-11T18:22:30.746999979 .....</div><input id='attrs-c95517d4-ae48-4340-ab86-84737259041b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c95517d4-ae48-4340-ab86-84737259041b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1636f6e0-f341-48e0-a7b1-a34ed292ef83' class='xr-var-data-in' type='checkbox'><label for='data-1636f6e0-f341-48e0-a7b1-a34ed292ef83' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time in seconds since volume start</dd><dt><span>comment :</span></dt><dd>times are relative to the volume start_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2008-04-11T18:22:30.746999979&#x27;, &#x27;2008-04-11T18:22:30.795000076&#x27;,\n",
       "       &#x27;2008-04-11T18:22:30.842000007&#x27;, ..., &#x27;2008-04-11T18:26:29.530000000&#x27;,\n",
       "       &#x27;2008-04-11T18:26:29.530000000&#x27;, &#x27;2008-04-11T18:26:29.530000000&#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'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 1.125e+03 ... 1.249e+05</div><input id='attrs-bdf2251d-42cb-49a4-8ed9-e21eb7e14740' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bdf2251d-42cb-49a4-8ed9-e21eb7e14740' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9fd97e75-4bc2-4fb1-92c5-6cb6751c993f' class='xr-var-data-in' type='checkbox'><label for='data-9fd97e75-4bc2-4fb1-92c5-6cb6751c993f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Range from instrument to center of gate</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>1000.0</dd><dt><span>meters_between_gates :</span></dt><dd>125.0</dd></dl></div><div class='xr-var-data'><pre>array([  1000.,   1125.,   1250., ..., 124625., 124750., 124875.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.02747 1.052 2.0 ... 358.0 359.1</div><input id='attrs-97b89a97-2153-4cb0-bd97-3eb3eb179d14' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-97b89a97-2153-4cb0-bd97-3eb3eb179d14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bf6f9a0-5761-4c25-b5af-38cd194cfa0c' class='xr-var-data-in' type='checkbox'><label for='data-3bf6f9a0-5761-4c25-b5af-38cd194cfa0c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ray_azimuth_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>array([2.746582e-02, 1.051941e+00, 1.999512e+00, ..., 3.572122e+02,\n",
       "       3.579703e+02, 3.590579e+02], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e6b6af8b-ef99-4a5b-9d94-5daed7461b7a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e6b6af8b-ef99-4a5b-9d94-5daed7461b7a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73d1e7bf-833f-4b9a-8408-934865dac059' class='xr-var-data-in' type='checkbox'><label for='data-73d1e7bf-833f-4b9a-8408-934865dac059' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ray_elevation_angle</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>positive :</span></dt><dd>up</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8fe9bb24-e3a2-4799-a5b7-ca30c4db3216' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8fe9bb24-e3a2-4799-a5b7-ca30c4db3216' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ea092ee-5af8-4a02-be13-12a2b5f0d0b5' class='xr-var-data-in' type='checkbox'><label for='data-8ea092ee-5af8-4a02-be13-12a2b5f0d0b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[4319 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b6dad65a-f070-4abd-989e-076915ae5ebd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6dad65a-f070-4abd-989e-076915ae5ebd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0f19bd4-75eb-4e1b-b291-dc82a207e28a' class='xr-var-data-in' type='checkbox'><label for='data-a0f19bd4-75eb-4e1b-b291-dc82a207e28a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[4319 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-09e3c13d-b384-4a96-9a59-b3ad05747d7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-09e3c13d-b384-4a96-9a59-b3ad05747d7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ec25cdc-9205-46db-a579-21e57831c9cc' class='xr-var-data-in' type='checkbox'><label for='data-0ec25cdc-9205-46db-a579-21e57831c9cc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>positive :</span></dt><dd>up</dd></dl></div><div class='xr-var-data'><pre>[4319 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-aae027d6-c2ec-4e3d-81d8-f2e988adf994' class='xr-section-summary-in' type='checkbox'  ><label for='section-aae027d6-c2ec-4e3d-81d8-f2e988adf994' class='xr-section-summary' >Data variables: <span>(47)</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>sweep_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4a724c46-0221-439c-b480-d3de2da683c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a724c46-0221-439c-b480-d3de2da683c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0bdec745-a430-4325-8ba2-e640e4e226c1' class='xr-var-data-in' type='checkbox'><label for='data-0bdec745-a430-4325-8ba2-e640e4e226c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>sweep_index_number_0_based</dd><dt><span>units :</span></dt><dd></dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>|S32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9d280700-fbc6-4944-b96c-870ac67e3396' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9d280700-fbc6-4944-b96c-870ac67e3396' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0bfd5479-3a3e-4966-b9b0-4dea9d81a04f' class='xr-var-data-in' type='checkbox'><label for='data-0bfd5479-3a3e-4966-b9b0-4dea9d81a04f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>scan_mode_for_sweep</dd><dt><span>options :</span></dt><dd>sector, coplane, rhi, vertical_pointing, idle, azimuth_surveillance, elevation_surveillance, sunscan, pointing, calibration, manual_ppi, manual_rhi, sunscan_rhi, doppler_beam_swinging, complex_trajectory, electronic_steering</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=|S32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>|S32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-77f479ea-8649-429c-85ba-8987bd771258' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-77f479ea-8649-429c-85ba-8987bd771258' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d19a680-c72b-4465-8c63-f0882046b45d' class='xr-var-data-in' type='checkbox'><label for='data-4d19a680-c72b-4465-8c63-f0882046b45d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>transmit_pulse_mode</dd><dt><span>options :</span></dt><dd>fixed, staggered, dual</dd><dt><span>meta_group :</span></dt><dd>radar_parameters</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=|S32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>|S32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7528ce54-1c21-4afd-856b-1302c95570f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7528ce54-1c21-4afd-856b-1302c95570f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4e19387-609e-4d4f-8e15-c92d2885260c' class='xr-var-data-in' type='checkbox'><label for='data-f4e19387-609e-4d4f-8e15-c92d2885260c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>follow_mode_for_scan_strategy</dd><dt><span>options :</span></dt><dd>none, sun, vehicle, aircraft, target, manual</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=|S32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0922de5a-788a-4a2f-b5bb-05ae33195ca0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0922de5a-788a-4a2f-b5bb-05ae33195ca0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05d734c5-8c17-4450-9326-7b40d59bffcf' class='xr-var-data-in' type='checkbox'><label for='data-05d734c5-8c17-4450-9326-7b40d59bffcf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ray_target_fixed_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ray_start_range</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5af9818f-a9da-405e-ba9c-48400cb179a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5af9818f-a9da-405e-ba9c-48400cb179a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c3b47ba4-60ee-438f-b3ac-96dfa5a5defb' class='xr-var-data-in' type='checkbox'><label for='data-c3b47ba4-60ee-438f-b3ac-96dfa5a5defb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>start_range_for_ray</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ray_gate_spacing</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00da0781-de54-4652-bdb7-819fb7c5e49d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00da0781-de54-4652-bdb7-819fb7c5e49d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57715a63-6b68-4751-b081-3d688239b48b' class='xr-var-data-in' type='checkbox'><label for='data-57715a63-6b68-4751-b081-3d688239b48b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>gate_spacing_for_ray</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pulse_width</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00853d28-ce2c-4305-a812-c75324edc392' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00853d28-ce2c-4305-a812-c75324edc392' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a8468f2-a7ec-4811-bd7c-1b5990f23a0a' class='xr-var-data-in' type='checkbox'><label for='data-1a8468f2-a7ec-4811-bd7c-1b5990f23a0a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>transmitter_pulse_width</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=timedelta64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f506f61b-8f6d-42ee-b4fb-6a77b3884cad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f506f61b-8f6d-42ee-b4fb-6a77b3884cad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60d0e86c-7381-4d3c-9c18-d4cab2093428' class='xr-var-data-in' type='checkbox'><label for='data-60d0e86c-7381-4d3c-9c18-d4cab2093428' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pulse_repetition_time</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=timedelta64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_ratio</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0a161359-46dc-4071-ba90-2dce65077182' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a161359-46dc-4071-ba90-2dce65077182' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7cb5fa00-c23f-42ed-a9fa-6f4644bd7aa3' class='xr-var-data-in' type='checkbox'><label for='data-7cb5fa00-c23f-42ed-a9fa-6f4644bd7aa3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pulse_repetition_frequency_ratio</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=timedelta64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nyquist_velocity</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1caefb51-b3ac-484e-8160-bf6deda8107b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1caefb51-b3ac-484e-8160-bf6deda8107b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1696f8fc-9c46-4f91-b815-4bd107db87b4' class='xr-var-data-in' type='checkbox'><label for='data-1696f8fc-9c46-4f91-b815-4bd107db87b4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>unambiguous_doppler_velocity</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>unambiguous_range</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c521eff0-d1e6-4a66-b68c-d4109da208a3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c521eff0-d1e6-4a66-b68c-d4109da208a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4770d506-a245-44d1-86bd-1d62c6f93fda' class='xr-var-data-in' type='checkbox'><label for='data-4770d506-a245-44d1-86bd-1d62c6f93fda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>unambiguous_range</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>antenna_transition</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-73939725-0297-4a46-b12a-e5f1bd858797' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73939725-0297-4a46-b12a-e5f1bd858797' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33540c3c-9357-4fca-853d-7d1e03220335' class='xr-var-data-in' type='checkbox'><label for='data-33540c3c-9357-4fca-853d-7d1e03220335' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>antenna_is_in_transition_between_sweeps</dd><dt><span>units :</span></dt><dd></dd><dt><span>comment :</span></dt><dd>1 if antenna is in transition, 0 otherwise</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>georefs_applied</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-628de851-0a0b-4002-99dd-2ee65222f202' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-628de851-0a0b-4002-99dd-2ee65222f202' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91b61f0a-d40b-42a3-b4c4-d855823a611f' class='xr-var-data-in' type='checkbox'><label for='data-91b61f0a-d40b-42a3-b4c4-d855823a611f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>georefs_have_been_applied_to_ray</dd><dt><span>units :</span></dt><dd></dd><dt><span>comment :</span></dt><dd>1 if georefs have been applied, 0 otherwise</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n_samples</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-95c2a387-23ac-438e-8e59-81b85e3665f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95c2a387-23ac-438e-8e59-81b85e3665f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-237cffdb-1e4d-49d4-a4e7-e9aef8392012' class='xr-var-data-in' type='checkbox'><label for='data-237cffdb-1e4d-49d4-a4e7-e9aef8392012' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>number_of_samples_used_to_compute_moments</dd><dt><span>units :</span></dt><dd></dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>r_calib_index</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f3153542-76bb-4126-9eb7-2830bfe00f4a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3153542-76bb-4126-9eb7-2830bfe00f4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e93ea8ab-55e1-4fd7-848c-39abd498d5d9' class='xr-var-data-in' type='checkbox'><label for='data-e93ea8ab-55e1-4fd7-848c-39abd498d5d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>calibration_data_array_index_per_ray</dd><dt><span>units :</span></dt><dd></dd><dt><span>meta_group :</span></dt><dd>radar_calibration</dd><dt><span>comment :</span></dt><dd>This is the index for the calibration which applies to this ray</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>measured_transmit_power_h</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69e495b9-f2d6-4d1f-a50d-bf2dcfefad92' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69e495b9-f2d6-4d1f-a50d-bf2dcfefad92' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69fdd756-5480-4139-bf3d-55198c36ec52' class='xr-var-data-in' type='checkbox'><label for='data-69fdd756-5480-4139-bf3d-55198c36ec52' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>measured_radar_transmit_power_h_channel</dd><dt><span>units :</span></dt><dd>dBm</dd><dt><span>meta_group :</span></dt><dd>radar_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>measured_transmit_power_v</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00c846ea-743e-4b1c-8974-b6fd1245dee3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00c846ea-743e-4b1c-8974-b6fd1245dee3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a2ff2ad-7571-4d8b-bd58-e4dcf38f9e26' class='xr-var-data-in' type='checkbox'><label for='data-2a2ff2ad-7571-4d8b-bd58-e4dcf38f9e26' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>measured_radar_transmit_power_v_channel</dd><dt><span>units :</span></dt><dd>dBm</dd><dt><span>meta_group :</span></dt><dd>radar_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>scan_rate</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7b5a4502-75f5-4cd5-99cb-7d1df04dc858' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b5a4502-75f5-4cd5-99cb-7d1df04dc858' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05036081-eaa9-4c91-84a8-cca3c29d0564' class='xr-var-data-in' type='checkbox'><label for='data-05036081-eaa9-4c91-84a8-cca3c29d0564' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>antenna_angle_scan_rate</dd><dt><span>units :</span></dt><dd>degrees per second</dd><dt><span>meta_group :</span></dt><dd>instrument_parameters</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>georef_time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-09870f05-a4c1-45f3-a299-7c4feb132a8d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-09870f05-a4c1-45f3-a299-7c4feb132a8d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2173cfc2-350a-4deb-9992-54de2c92901c' class='xr-var-data-in' type='checkbox'><label for='data-2173cfc2-350a-4deb-9992-54de2c92901c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>georef time in seconds since volume start</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=timedelta64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>georef_unit_num</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-06728b5b-c2f4-4d70-bdf4-4b7c6a3df0b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06728b5b-c2f4-4d70-bdf4-4b7c6a3df0b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-caea4c7f-fb60-4dfc-a3c5-9ac9a6016aee' class='xr-var-data-in' type='checkbox'><label for='data-caea4c7f-fb60-4dfc-a3c5-9ac9a6016aee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>georef hardware unit number</dd><dt><span>units :</span></dt><dd></dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>georef_unit_id</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-19943970-e79e-48e1-96b8-b33af9755f60' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19943970-e79e-48e1-96b8-b33af9755f60' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bdb5590-d593-48d0-bc3a-a273814c2d5b' class='xr-var-data-in' type='checkbox'><label for='data-9bdb5590-d593-48d0-bc3a-a273814c2d5b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>georef hardware id or serial number</dd><dt><span>units :</span></dt><dd></dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude_agl</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f192f07d-4530-40a0-9fa6-0f828d69c4a8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f192f07d-4530-40a0-9fa6-0f828d69c4a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-99f343ee-391b-493e-afaf-5e6e4352a5a6' class='xr-var-data-in' type='checkbox'><label for='data-99f343ee-391b-493e-afaf-5e6e4352a5a6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>altitude_above_ground_level</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>positive :</span></dt><dd>up</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heading</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-85a93fc0-a770-40b3-922f-bdc2ec79d928' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-85a93fc0-a770-40b3-922f-bdc2ec79d928' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eef44330-5a17-41e7-9202-1c454125d8f7' class='xr-var-data-in' type='checkbox'><label for='data-eef44330-5a17-41e7-9202-1c454125d8f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_heading_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>roll</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2fe8338b-4115-4f14-ad30-6503e8914b04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2fe8338b-4115-4f14-ad30-6503e8914b04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d011ee3b-b8bb-4057-a8c3-43f6a7a3fbd7' class='xr-var-data-in' type='checkbox'><label for='data-d011ee3b-b8bb-4057-a8c3-43f6a7a3fbd7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_roll_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pitch</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ae9fd685-d864-41d4-8ab9-b81e69954a2f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae9fd685-d864-41d4-8ab9-b81e69954a2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93c59143-6de2-43bf-8fdb-ec0324a4f35c' class='xr-var-data-in' type='checkbox'><label for='data-93c59143-6de2-43bf-8fdb-ec0324a4f35c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_pitch_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>drift</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8eae87a9-42f1-421d-90d4-cab088a25afa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8eae87a9-42f1-421d-90d4-cab088a25afa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbae7916-311d-435e-86ad-87e132479e1f' class='xr-var-data-in' type='checkbox'><label for='data-dbae7916-311d-435e-86ad-87e132479e1f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_drift_angle</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rotation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-905636ef-af15-4493-9d6e-41ede583cbe2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-905636ef-af15-4493-9d6e-41ede583cbe2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78875c84-c0f8-46a6-8c77-efe1ae19640c' class='xr-var-data-in' type='checkbox'><label for='data-78875c84-c0f8-46a6-8c77-efe1ae19640c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ray_rotation_angle_relative_to_platform</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tilt</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-549efaf8-b7e2-4aa0-aa7a-9e499dac42c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-549efaf8-b7e2-4aa0-aa7a-9e499dac42c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de8aaa39-b815-41d1-afd3-127e36f18641' class='xr-var-data-in' type='checkbox'><label for='data-de8aaa39-b815-41d1-afd3-127e36f18641' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ray_tilt_angle_relative_to_platform</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>eastward_velocity</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e6e8baee-3d88-46d9-86d3-3a06dc481ed5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e6e8baee-3d88-46d9-86d3-3a06dc481ed5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d73355fb-c091-4435-9b8f-3f3792ed1316' class='xr-var-data-in' type='checkbox'><label for='data-d73355fb-c091-4435-9b8f-3f3792ed1316' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_eastward_velocity</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>northward_velocity</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ac4cd994-ef25-4863-853d-ac0b7c8021ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ac4cd994-ef25-4863-853d-ac0b7c8021ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-835fb67e-9845-43ff-9202-ab14ad943de0' class='xr-var-data-in' type='checkbox'><label for='data-835fb67e-9845-43ff-9202-ab14ad943de0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_northward_velocity</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_velocity</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-29dfcdb5-cd12-4525-b941-c12b03cff4fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29dfcdb5-cd12-4525-b941-c12b03cff4fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a28ab042-3fa5-4143-bcb6-89cc24fdb3df' class='xr-var-data-in' type='checkbox'><label for='data-a28ab042-3fa5-4143-bcb6-89cc24fdb3df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_vertical_velocity</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>eastward_wind</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bdeff138-3bcc-4b49-8649-b27f451bdb3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bdeff138-3bcc-4b49-8649-b27f451bdb3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d711224d-0edd-4a05-ab4d-1cd783fe22ca' class='xr-var-data-in' type='checkbox'><label for='data-d711224d-0edd-4a05-ab4d-1cd783fe22ca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>eastward_wind_speed</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>northward_wind</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-13877121-b018-4a8e-ad40-e86231e4d90f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-13877121-b018-4a8e-ad40-e86231e4d90f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3263fc69-0100-4791-8f67-fa6a313742ad' class='xr-var-data-in' type='checkbox'><label for='data-3263fc69-0100-4791-8f67-fa6a313742ad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>northward_wind</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_wind</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-465dbe0e-e591-48ca-a447-95ab01285ea0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-465dbe0e-e591-48ca-a447-95ab01285ea0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef80894c-1cf3-4306-99be-55df54e08561' class='xr-var-data-in' type='checkbox'><label for='data-ef80894c-1cf3-4306-99be-55df54e08561' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>upward_air_velocity</dd><dt><span>units :</span></dt><dd>meters per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heading_change_rate</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8236611f-0d6a-4dd8-953b-5b2160f87269' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8236611f-0d6a-4dd8-953b-5b2160f87269' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c51139e4-7f4d-465f-85f9-325b93b7d491' class='xr-var-data-in' type='checkbox'><label for='data-c51139e4-7f4d-465f-85f9-325b93b7d491' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_heading_angle_rate_of_change</dd><dt><span>units :</span></dt><dd>degrees per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pitch_change_rate</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-84987147-2ec8-4766-88a1-e76407457ab7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84987147-2ec8-4766-88a1-e76407457ab7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d276584-ee10-4959-b757-6913f3992d73' class='xr-var-data-in' type='checkbox'><label for='data-0d276584-ee10-4959-b757-6913f3992d73' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>platform_pitch_angle_rate_of_change</dd><dt><span>units :</span></dt><dd>degrees per second</dd><dt><span>meta_group :</span></dt><dd>platform_velocity</dd></dl></div><div class='xr-var-data'><pre>[360 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PID</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c6d99743-2496-448f-8c1b-34a38558462d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c6d99743-2496-448f-8c1b-34a38558462d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c59e910f-cbcf-48dc-91cb-37f9c3ecfd8f' class='xr-var-data-in' type='checkbox'><label for='data-c59e910f-cbcf-48dc-91cb-37f9c3ecfd8f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>particle_id</dd><dt><span>units :</span></dt><dd></dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8107524f-e853-4a53-b133-d78735ca76c8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8107524f-e853-4a53-b133-d78735ca76c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ad403e4-2e82-4140-b5c2-f076568b61c4' class='xr-var-data-in' type='checkbox'><label for='data-5ad403e4-2e82-4140-b5c2-f076568b61c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>specific_differential_phase</dd><dt><span>units :</span></dt><dd>deg/km</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DBZ</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dce9e746-276a-4dbc-bf29-afca5e4e4e6c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dce9e746-276a-4dbc-bf29-afca5e4e4e6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa5a7e0d-43d8-43df-9dba-17426249aa93' class='xr-var-data-in' type='checkbox'><label for='data-aa5a7e0d-43d8-43df-9dba-17426249aa93' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>dbz_corrected_for_attenuation</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8ba35780-c4e3-404e-b23b-5902b91054e8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8ba35780-c4e3-404e-b23b-5902b91054e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-260017d7-62b5-48be-9d88-03205b74816d' class='xr-var-data-in' type='checkbox'><label for='data-260017d7-62b5-48be-9d88-03205b74816d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>zdr_corrected_for_attenuation</dd><dt><span>units :</span></dt><dd>dB</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-066a52e4-bea2-4958-be96-e1640af61c12' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-066a52e4-bea2-4958-be96-e1640af61c12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e842f9b1-fd83-4a4d-b844-8d426f416352' class='xr-var-data-in' type='checkbox'><label for='data-e842f9b1-fd83-4a4d-b844-8d426f416352' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>PHIDP_level3</dd><dt><span>units :</span></dt><dd>deg</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-007652c8-6ec7-4d65-b273-d80d0ab13c74' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-007652c8-6ec7-4d65-b273-d80d0ab13c74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59233f2b-11ac-44b2-8e6d-333082d1360a' class='xr-var-data-in' type='checkbox'><label for='data-59233f2b-11ac-44b2-8e6d-333082d1360a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>RHOHV_level3</dd><dt><span>units :</span></dt><dd></dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WIDTH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5c2ea130-896a-4ec8-abad-22c46cea3545' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5c2ea130-896a-4ec8-abad-22c46cea3545' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9eca3175-8d14-4bae-8860-c285b2977593' class='xr-var-data-in' type='checkbox'><label for='data-9eca3175-8d14-4bae-8860-c285b2977593' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>WIDTH_level3</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VEL</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9b4694cd-9f43-4cc3-a33f-6f69e442863b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9b4694cd-9f43-4cc3-a33f-6f69e442863b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b16628e8-a1a0-42ef-9c37-c4a153d29e4d' class='xr-var-data-in' type='checkbox'><label for='data-b16628e8-a1a0-42ef-9c37-c4a153d29e4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>VEL</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>REF</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-90c24fe9-44e1-424a-80a1-d1617835a4e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-90c24fe9-44e1-424a-80a1-d1617835a4e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aaf417ea-34e4-4fa2-a345-bd5f404f74c8' class='xr-var-data-in' type='checkbox'><label for='data-aaf417ea-34e4-4fa2-a345-bd5f404f74c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>dbz_corrected_for_attenuation</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c0ded321-5f0d-4578-8ad6-ac7db74bd952' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0ded321-5f0d-4578-8ad6-ac7db74bd952' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31dd3024-caf9-496a-ab95-fffb3b9c85de' class='xr-var-data-in' type='checkbox'><label for='data-31dd3024-caf9-496a-ab95-fffb3b9c85de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>VEL</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>sampling_ratio :</span></dt><dd>1.0</dd><dt><span>grid_mapping :</span></dt><dd>grid_mapping</dd></dl></div><div class='xr-var-data'><pre>[357120 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-061f80ff-b894-4fc3-8c15-affda7d28440' class='xr-section-summary-in' type='checkbox'  ><label for='section-061f80ff-b894-4fc3-8c15-affda7d28440' class='xr-section-summary' >Indexes: <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-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9ea4ac6c-6b2d-482e-bd8c-b953b13d504b' class='xr-index-data-in' type='checkbox'/><label for='index-9ea4ac6c-6b2d-482e-bd8c-b953b13d504b' 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(Float64Index([  1000.0,   1125.0,   1250.0,   1375.0,   1500.0,   1625.0,\n",
       "                1750.0,   1875.0,   2000.0,   2125.0,\n",
       "              ...\n",
       "              123750.0, 123875.0, 124000.0, 124125.0, 124250.0, 124375.0,\n",
       "              124500.0, 124625.0, 124750.0, 124875.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=992))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ba5f8df1-0d95-40e8-9faa-1b8edd45385a' class='xr-index-data-in' type='checkbox'/><label for='index-ba5f8df1-0d95-40e8-9faa-1b8edd45385a' 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(Float64Index([   0.0274658203125,   1.05194091796875,      1.99951171875,\n",
       "                 3.0596923828125,   4.04022216796875,   5.07293701171875,\n",
       "                 6.0699462890625,      7.00927734375,      8.02001953125,\n",
       "                9.00604248046875,\n",
       "              ...\n",
       "              350.04364013671875, 351.03790283203125,  352.0184326171875,\n",
       "                353.045654296875,   354.056396484375, 355.03692626953125,\n",
       "                356.055908203125, 357.21221923828125, 357.97027587890625,\n",
       "              359.05792236328125],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=360))</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-9ee77881-9a84-45f4-a2db-4a11df5ebfee' class='xr-index-data-in' type='checkbox'/><label for='index-9ee77881-9a84-45f4-a2db-4a11df5ebfee' 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;2008-04-11 18:22:30.746999979&#x27;,\n",
       "               &#x27;2008-04-11 18:22:30.795000076&#x27;,\n",
       "               &#x27;2008-04-11 18:22:30.842000007&#x27;,\n",
       "               &#x27;2008-04-11 18:22:30.890000104&#x27;,\n",
       "               &#x27;2008-04-11 18:22:30.937000036&#x27;,\n",
       "               &#x27;2008-04-11 18:22:30.984999895&#x27;,\n",
       "               &#x27;2008-04-11 18:22:31.032999992&#x27;,\n",
       "               &#x27;2008-04-11 18:22:31.079999923&#x27;,\n",
       "               &#x27;2008-04-11 18:22:31.128000020&#x27;,\n",
       "               &#x27;2008-04-11 18:22:31.176000118&#x27;,\n",
       "               ...\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;,\n",
       "                  &#x27;2008-04-11 18:26:29.530000&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=4319, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e7abbcab-ccd6-431c-a167-0f368b2cbe96' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e7abbcab-ccd6-431c-a167-0f368b2cbe96' 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: 4319, range: 992, azimuth: 360)\n",
       "Coordinates:\n",
       "  * time                       (time) datetime64[ns] 2008-04-11T18:22:30.7469...\n",
       "  * range                      (range) float32 1e+03 1.125e+03 ... 1.249e+05\n",
       "  * azimuth                    (azimuth) float32 0.02747 1.052 ... 358.0 359.1\n",
       "    elevation                  (azimuth) float32 ...\n",
       "    latitude                   (time) float64 ...\n",
       "    longitude                  (time) float64 ...\n",
       "    altitude                   (time) float64 ...\n",
       "Data variables: (12/47)\n",
       "    sweep_number               float64 ...\n",
       "    sweep_mode                 |S32 ...\n",
       "    prt_mode                   |S32 ...\n",
       "    follow_mode                |S32 ...\n",
       "    sweep_fixed_angle          float32 ...\n",
       "    ray_start_range            (azimuth) float32 ...\n",
       "    ...                         ...\n",
       "    PHIDP                      (azimuth, range) float32 ...\n",
       "    RHOHV                      (azimuth, range) float32 ...\n",
       "    WIDTH                      (azimuth, range) float32 ...\n",
       "    VEL                        (azimuth, range) float32 ...\n",
       "    REF                        (azimuth, range) float32 ...\n",
       "    VR                         (azimuth, range) float32 ..."
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "armor_swp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7efb8c3f7ed0>"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "armor_swp[\"DBZ\"].plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Summary\n",
    "We've just learned how to use $\\omega radlib$'s xarray backends to make radar volume data available as xarray Datasets and DataArrays. Accessing, plotting and exporting data has been shown.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Resources and references\n",
    "\n",
    "- [xarray](https://docs.xarray.dev)\n",
    "- [dask](https://docs.dask.org)\n",
    "- [matplotlib](https://matplotlib.org/stable/index.html)\n",
    "- [matplotlib axisartist](https://matplotlib.org/stable/tutorials/toolkits/axisartist.html)\n",
    "- [cartopy](https://scitools.org.uk/cartopy/docs/latest)\n",
    "- [gdal](https://gdal.org/index.html)\n",
    "- [wradlib xarray backends](https://docs.wradlib.org/en/stable/notebooks/fileio/wradlib_xarray_backends.html)\n",
    "- [rioxarray](https://corteva.github.io/rioxarray/stable/)\n",
    "- [wradlib scan strategy](https://docs.wradlib.org/en/stable/notebooks/visualisation/wradlib_plot_scan_strategy.html)\n",
    "- [Leonardo - Rainbow5](https://electronics.leonardo.com/en/products/rainbow-5-application-software)\n",
    "- [OPERA ODIM_H5](https://www.eumetnet.eu/activities/observations-programme/current-activities/opera/)\n",
    "- [WMO JET-OWR](https://community.wmo.int/governance/commission-membership/commission-observation-infrastructure-and-information-systems-infcom/commission-infrastructure-officers/infcom-management-group/standing-committee-measurements-instrumentation-and-traceability-sc-mint/joint-expert-team)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
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