CSNOW-compositemaps-explore.ipynb

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    "# Explore C-SNOW composite maps\n",
    "\n",
    "1/5/2022. Emilio Mayorga\n",
    "\n",
    "Explore the C-SNOW composite maps generated by `CSNOW_inspect.py`"
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   "source": [
    "from pathlib import Path\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import requests\n",
    "from shapely.geometry import box\n",
    "import geopandas as gpd\n",
    "import xarray as xr"
   ]
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   "source": [
    "dirpth = Path(\"./experimental_sentinel1_snow_depth_data\")\n",
    "ncfile = \"CSNOW_Experimental_CONUS_2019May_10Dmedian_latlon.nc\"\n",
    "\n",
    "ncpth = dirpth / ncfile"
   ]
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (longitude: 6002, latitude: 2502, time: 3)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float64 -125.0 -125.0 -125.0 ... -65.01 -65.0\n",
       "  * latitude     (latitude) float64 50.01 50.0 49.99 49.98 ... 25.02 25.01 25.0\n",
       "  * time         (time) datetime64[ns] 2019-05-01 2019-05-11 2019-05-21\n",
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       "Attributes:\n",
       "    grid_mapping:  spatial_ref</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-e36bb46a-b8c0-4e4a-8c9b-b6701c687c0e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e36bb46a-b8c0-4e4a-8c9b-b6701c687c0e' 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'>longitude</span>: 6002</li><li><span class='xr-has-index'>latitude</span>: 2502</li><li><span class='xr-has-index'>time</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-51662fd8-e7ca-4860-90bd-545be52a23a5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-51662fd8-e7ca-4860-90bd-545be52a23a5' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-125.0 -125.0 ... -65.01 -65.0</div><input id='attrs-a425b73d-0ff8-4453-8de6-017608edce7c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a425b73d-0ff8-4453-8de6-017608edce7c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ef23f3c-d3cc-424d-98ee-9768b49d9ad4' class='xr-var-data-in' type='checkbox'><label for='data-3ef23f3c-d3cc-424d-98ee-9768b49d9ad4' title='Show/Hide data 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([-125.0051, -124.9951, -124.9851, ...,  -65.0151,  -65.0051,  -64.9951])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>50.01 50.0 49.99 ... 25.01 25.0</div><input id='attrs-98941ee5-a8bd-4235-97f9-2ec4f1b9747e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98941ee5-a8bd-4235-97f9-2ec4f1b9747e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48a1ff8d-2503-43f9-a361-1d2e223e4e5c' class='xr-var-data-in' type='checkbox'><label for='data-48a1ff8d-2503-43f9-a361-1d2e223e4e5c' title='Show/Hide data 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([50.006647, 49.996647, 49.986647, ..., 25.016647, 25.006647, 24.996647])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-05-01 2019-05-11 2019-05-21</div><input id='attrs-93dc922e-3856-4bc4-b2f4-d9db537d292f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93dc922e-3856-4bc4-b2f4-d9db537d292f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-970ecae1-4208-4048-a94b-6901f66540a7' class='xr-var-data-in' type='checkbox'><label for='data-970ecae1-4208-4048-a94b-6901f66540a7' title='Show/Hide data 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;2019-05-01T00:00:00.000000000&#x27;, &#x27;2019-05-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-05-21T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9a5e9758-7549-4315-bfd6-20639bf7abca' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9a5e9758-7549-4315-bfd6-20639bf7abca' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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-c42378c0-6e82-41f9-a08a-6e1b48296f9d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c42378c0-6e82-41f9-a08a-6e1b48296f9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bd7d8e5-aa47-4e28-898c-73b525a5e4c6' class='xr-var-data-in' type='checkbox'><label for='data-6bd7d8e5-aa47-4e28-898c-73b525a5e4c6' title='Show/Hide data 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>-125.01010007469871 0.01 0.0 50.01164712276346 0.0 -0.01</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snd</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fe12891f-6771-4b7f-a47c-c03185cf5542' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fe12891f-6771-4b7f-a47c-c03185cf5542' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70c6fc93-fc5f-4a35-9c8d-817117525e0e' class='xr-var-data-in' type='checkbox'><label for='data-70c6fc93-fc5f-4a35-9c8d-817117525e0e' title='Show/Hide data 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>snow_depth</dd><dt><span>standard_name :</span></dt><dd>snow_depth</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[45051012 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-63b12e3f-5ffc-41f9-bf6c-e4bb82aa4b3c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-63b12e3f-5ffc-41f9-bf6c-e4bb82aa4b3c' 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>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (longitude: 6002, latitude: 2502, time: 3)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float64 -125.0 -125.0 -125.0 ... -65.01 -65.0\n",
       "  * latitude     (latitude) float64 50.01 50.0 49.99 49.98 ... 25.02 25.01 25.0\n",
       "  * time         (time) datetime64[ns] 2019-05-01 2019-05-11 2019-05-21\n",
       "Data variables:\n",
       "    spatial_ref  int64 ...\n",
       "    snd          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    grid_mapping:  spatial_ref"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xr.open_dataset(ncpth)\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4a85d771-f0e3-4a62-9aef-520bf4b7817b",
   "metadata": {},
   "source": [
    "Map the entire CONUS domain, for the first time step"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a50d4e31-9134-46ab-92fe-6fb69aa81435",
   "metadata": {},
   "source": [
    "## Plot maps in Wyoming CSO snowmodel domain, for closer inspection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "85228dc7-d368-4979-a3b0-c064bd3dbce5",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load CSO domain JSON\n",
    "cso_snowmodel_domains_url = \"https://raw.githubusercontent.com/snowmodel-tools/preprocess_python/master/CSO_domains.json\"\n",
    "domains_resp = requests.get(cso_snowmodel_domains_url)\n",
    "domains = domains_resp.json()\n",
    "\n",
    "# Use Wyoming domain\n",
    "domain = 'WY'\n",
    "\n",
    "# Domain bounding box and projection\n",
    "bbox = domains[domain]['Bbox']\n",
    "bbox_proj = domains[domain]['stn_proj']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "5cd73d57-5e57-4780-9f78-958f53bbcd9a",
   "metadata": {},
   "outputs": [],
   "source": [
    "bbox_latlon_gs = gpd.GeoSeries(\n",
    "    box(bbox['lonmin'], bbox['latmin'], bbox['lonmax'], bbox['latmax']), \n",
    "    crs=bbox_proj\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "340d7633-9d6a-4cc3-b545-599731cada6b",
   "metadata": {},
   "source": [
    "Plot with the WY domain bounding box"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "423b466e-50b3-4845-ac1d-2ae727fdd9e3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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68xbsJVj5jX148BszmDK8mRe/ug/7PbiOvi+toW3JM0G6qIdhTuoGnHONQVKiM6Wkx/qVw1eRSIiZtYb/riYYkDwRWCVpGARdYQnGNuWVLpnNSd1QMEA0bbRRx8+b3fVcEABL1BEAgbePiEyE0ARtTy2BSc3d0rTceBWbzFvNdV/unPN12K/mMmV4M30GDmTryxbS8tcrWT/8fSXnyznnXPkqGgQlDUgv5xLOZPERgvEes+icouoE8s+G0SFaCswXCFNvB9WVfXbdkbYVL9B65j4dx3aYt2HW6xa6dkvrAja6+YGO1/N/MIPFl+0J93VM3s/Lp+xDU3Mwd+wbu23BnVf+gZbW4HifIUMAaF+7lva1a4P7/PmK3A/rnHMlCibQbipra5Q2QZlVrtAbzmGYnhW8L3Ctmf1U0mbA9QQzbzwHTDezV/Nda7A2tb10cMfraKDqUkVapvR1417z+e/twzY/ntttf1PzWFILnsiaJrX/bvR/agVtq1/KetyrQp1rLJIeivSeL/davzjkd5PP3Hqv4WVd54kbnuK+8x74vJn9IYl8VauKlgTDmcWbw20XM/tpuP8VMzvYzEaH/+YNgFF9tx8JdC8VRrds1h82sUt69enTUW3a0rqApt3Gdlw3fe10KS6fbAEQyBkAAZrueYTFZ7y/I68trQtoaV1A3+1H8r/rxzH2uxcUvK9zrrakP1dSL47ptrneU3Nzhz711c7VdTKrMdOyBcT+tz7IsvMm0bZsOU0bbMh7B+5G6u236TNuZ6YMb+a2W4NZe9YfsmdHminDu7f35fLux4qb2m77M+/ryPuU4c3Bvfr346n9rmbrn2cPrM652pL+jJrcNL3jS3XTVpVf3COFaLfytphzh9a8mps27f1fjt/JJRogm+7amu0PvA+A16fvxuA/BT+3L3wS6Ax4/W+fRyk2+MeDJaWLantqSdB79Ov7MLlpuleLOlfDooEvradKfamwTbDcazSCmisJZhOn/S514AsdP6cDIMDq/+vsNBOn+jNp783Zrsvr1jP3YcEZM3o8H865ZOX7PGnaanGXLWmJrCzfIGMk6iIIlmOL/9dZ9VhM9Wccaz41qeA5/SZ3HR40/Ly5iefDOde7Kh30XOlqJgiO2WP7qqwezPdtb9C19+U8VtCk5kR7vTrnelZvBj1DwSTaZWyN0iZYM0EQOqs94wyYz6WldQGa8AEg6CFaroqV2u5bQJ9BgzwQOueKlsjK8h4Eq1dmMMwVELPtnzK8GZv/GG3/3BZrbwd6py0wn3R+2tesqbq8OedcPamp3qFzUjd0BMB8JaRo8IumgSDATBneTN8PP9exb8rwZvqM27mjp2hPy8xjtHQ5ZXgz0544iNOGrPC2BOdcLEb5vUMbZcaYmisJZpbuWloX0DZ5Aksuzj1OL5omV/VlNAAWW9Va6Pz3puyZ93jmNfqO2LrLsdOGrOCx9W8XlSfnXONKpjq0MdRcEIx64/hJQaluzny2+1vu/7JS2tXiBMK4wbJfS+Gxh9E8tq0IhnO0tC7guR8GQzg+0H+jrOmcc86VrqaD4Puu6ux9Weog90zZAluhtscktbQu4KUvdY5dPP/TV7Db/E9W/L7OufqRRO9QX0+wxrx9xF5dVnkoRWaQyxUQC51Tzj2nDG9mKMHYxX2+8UUGL3mLR2b9qax7OOcaS8rKn/HF2wSrWLZSWToA9tZYwlJLitFq0CV/6Gw77LvlFmzyyCvcPutP3PjWoLLz50MtnGscQccYbxOMo6ZLgpm9KksNgKMe3JhnJ65LZL7OYpdiit5v9EmdVbptq1bDqtXsf9rJ3HvTGR2zzccZl5jrGZL4XTnnXD2pyZJgVLQElmtViUKenbgu6WzFLhkWyvPAfy5i/zu/2W3/iu/uk+XseNd0ztW3RHqHNkh1aE2XBOMoJhhUonSUWVpN67vtCNqeW1EwffvatWwweS20dh3eMXRBW7dz02Mgm3YbS+qRrusZesnPucZhibQJJpSZKlfzJcFM6aBTzaWh9VP35ODbnqCpeWyX/enhEFHpEmXTVou7BLINbum+dNOU4c20tC4gtUE/oOtaZqkXxzB5359U7e/EOed6Q10FwWor7WQNxJOa6X/bPOZM2LLb6vPb/qDwYrqFpoibMryZ56cM6Dbd2tQd9ubdzTYoIvfOuVqVxPCIRpk7tC6qQ6NTqaVLTpnBp8+mmzD78btzdizpqQB6241/ZHX7Ok7YZt+sx9NVmmnpZ+q6GGdzt2eMzqc6uWk6U37YXHVfCpxzPSO9nmA5UgnlpdrVVUkQcrcBtr/6Wq+v09d36OZMHb5bzgAIXdv9WloX0NK6oMszjZ1xKn232wbIPmbRqzudc6kkhkg0SMeYuguCUL1j4tpeejnv8VV/37nbvnRQ3P6mkwHY7hfzafvf81nTp587XRVarb8H55yrFjUdBIvt/NLUv38Fc1O+Lac9ie03vuP16a2dk4Iv+8RMRs3+PKn167utkgHw+gmdq9inO8g455JXzZ3u0tK9Q309wcJqOghmKtQGllq/vodykt/Lp+Ye46d7HwWC0tySCe8CwXNNGd7MmM/nnh/1gZ9f3PFz3y2GJpNR51wXk5um10RNSzLjBHv7KXpGXQVBKL2DS09+u9t8xtycJbX0/sz2y8xJATJ98PSTYVKQpm31S73e/ulcLcv8PIi+9vdWfamL3qFp0d6h6deVvh8UN1Va3y2G8saHdgCCYJfuDZr+N7NjzDNta7tN5/bMBZO63Wvjm7JPHp6ZR+dcfvnex32HbUXbyher//2UQMeWuOklHQL8FugDXGZm52Yc3wm4Atgd+K6ZnR85thxYA7QDbWY2Idy/KfAXYCSwHDjazF4r64FyyFsSlDQrxvbHSmSspxU7AXa24Qlx/O/zoxlww/0dr3f5/alA12+Xc1I3BEHxE8dz2radPUnT99nha51LSGXT0rqA4fcP7lLarOaqG+d6U7SUl/k+ySwRPn3GqB7NW6mSGSdYmKQ+wEXAVGAscKyksRmnvQp8GTif7A40s/HpABg6C7jTzEYDd4avK6JQSXBn4PN5jovgF1CzkvpGFzfIbP2zYEB8uvS3wz9373K8c0hEM7Cg27jBXNa1bM/G5wyC+xYwdeqxPHPsEDj+P6w7cm82vvH+rGm8lOhcpzjv4R2+kf8LaAOaCCw1s2UAkq4DpgEdM4GY2WpgtaTDirjuNOCA8OcrgbuBbyWQ324KBcHvmtm/850g6YeFbhJ+W5gPvGBmH5V0DvAF4KXwlO+Y2ewY+c2rlsbNpYPb+3kYCHquptav7xbwoq+XXrg37/9y94CW+tDu/OcDVzDlviCwHrZ4OBu9HhwbtPh1Zof36jaBwC5jaF+02FeXcA0hyVViqp2RwNyhQe/Q/SWdGtk908xmRl5vDUTHbK0A9irqNnCHJAMuiVx7SzNbCWBmKyVtUfQDxJS3OtTMri90gTjnAF8BnszYd0FYBB6fRADMVOmOLsW+GdLnRzu+aMIHOl7ftjx3z08InicaAKPXs77qEixvHXMbCyb+GYD2x55iyvBm+ozbmT5DhnRJO3vODT6UwjWEXNWdxaiVAAhBe14SG3CPmU2IbDMzbpUt0hbTr3RfM9udoDr1S5L2L/GRSxard6ikMZIulXSHpH+lt5hpRwCHAZeVk9Fal/4W2rTV4o7A88zRAwHoO3K7riXAvfNXf6bfjH2324b9TzuZf159OaPnb9BRutz1d6d2XC8968ztj/6I9tdf73KNaEect4/YqyOf1Vp6di5JmX/r6htMPL/+sIldzit1wezeZDGHQSSwqO4KYJvI6xFAa/x8Wmv472rgZoLqVYBVkoYBhP+ujnvNYsUdInED8DBwNvDNyBbHb4Az6T4V3emSFkq6XNIm2RJKOlnSfEnzX3rppWyn1JzJTdOZMryZdz86kYHPByW4W+fOAuCAx94OTro/CJJ9hw/rlj76Zmz73/Ns9LegV+jvd/9Tx/6tf9Z1CMaU4c0Zc492v9bAOYu8I41rCLm+6FnbewD0v7VzhZZaC369YB4wWtIoSf2BY4BZcRJKGiBpUPpn4CPA4+HhWcAJ4c8nAH9PNNcRcYdItJnZjGIvLumjwGoze0jSAZFDM4AfExSbfwz8CvhcZvqw6D0TYMKECbGL2KWs6l6KaPpCwyUy77XBLQ+yBUFJ7dDJ04HF3P2Bjbp0hHnnqn70P3xjUuvWZb1Gx2TZw5uBoDNN5mTbTVst5o3jf81+X9mbAXRvT0xfo33t2i4zzaTbEP1DwFW7Qu+1RvxCF6nOLOMihdObWZuk04EWgiESl5vZIkmnhMcvlrQVQZ+QwUBK0lcJepJuDtwsCYJYdK2Z3R5e+lzgekknAc8RfMBVRN4gGI7VAPiHpNMIiqvvpo+b2asFrr8vcLikQ4ENgcGS/mRmn4nc41LgllIyX01KCRZvHD+JKcMBFnfsG3vJqTzROoMpw5u5c+w/mLKu+4oSmffNDMBNWy0m9eIYmrZazMgrzmPZuUFN9NRlnyb10ONkil4jc8o1D4SuljVKG2CmFEl0jIl5XtCnY3bGvosjP79IUE2a6U2CbvDZrvkKcHDMLJSlUEnwIYLfRfq3Ga0CNWD7fInN7NvAtwHCkuAZZvYZScPSPX+AI+gsApctzh99b/5xz0ndwL+W78gBGxqwgClXNaM+fbD2dgC2+eFc+GJQQpw6ai8++dRy/rLTVh3pcwWlOUPuBHX+0Qf13GJ55Jwb+ClHalrOfEV/d6cuWcqM0e8v/UGd6yHZlhXLNr9u9LhzaYV6h44ys+2BncOfOzaC4mypzpP0mKSFwIHA14q9QKl/yD0RAAvl7efbj+Ogz57E7j8Jeh7f/vzDHY3yQEeHldS773D98ZM7lk7KZU7qBnjttWDWXDNSK0d3bCc++FlSK0czWUcxmPfyTiKe/t0cNvFQPj7gLd44blLOc52rZ7VcCgTAOj4OytoaQdw2wbkEU94U2peTmd1NMOARMzsubrokNW20UW/cNqu3h/Zj6O/n0nrmPuz7tb0Z2Na9vS5oH4S2yL5Cb87gW3Bn9eoVW8HkfX/C2mM2gj//teAk4tFv1ff/4mKmXO3zJLrqFf3CafuN75iAPrr/kPd9jtvfuDzW9Wo++IXSs76Uw1eRACRtJWkPYCNJu0naPdwOADbuiQzGVeiP972PTOC2Z7LPnFJp2fI2+Jpg5oltbn2Z/15wCU3NY0l9aHf6Dh/W0SY3ddReBa8TNXXHs2hpXUDqxTEdnWNSL45h6Wl9+O+vL+k4L980Uc7Vkuh7Ih0Ao8f67jCKt/fvvk5nvUtmnGBvP0XPKFQSnAJ8lqBR81d0tg2+CXynctkqrNBsMH0GDqR97dqO1/3umM+U4c3MyRyo0QOy9V770Md+yV2XXkp6Iu3UgieY07qAnS7rHOOXevedLmkKaVvyDIfuegCzH7+bKcObadr4BFLrmhk2vX9HE3O2adgyO9bMSd3AWQuP4mdbLCzpeZ3rKfk+A9LH+j/zbJf91TyTlOt5hdoEryT4+DzFzA4yswPDbZqZ3dQzWYwnc+xPNAD2tILrGr44pmMs0pThzbySeouW1gU0bbWY7b4/N/Z9sr2RZz9+NxAEu9S6daw7cm/u/e0l7Pu1L3aepKas6aOvHxqvWHOWOlcPanFAfD7padN8Ud3CCg6WN7MU8MVC51WzdZ8oZiq7ZGR7Q+VaK/BTI/bpGJf3zG/2jnWtXN9ko7PAtLQuYFDL40wZ3szAvwRVwYcddBR9t9i8+3RpYWDc6/hfc/BdX2fEAwPpu0NtzJjvXKnqLfilJdEpxqtDu5oj6QyC9Z3eSu+MMU6wYoqpzsi11l4S98/3Bsqsdsk3OXbaDl+9v+B1s+aDYPq19OwzabMX/5e9HjmKIYctAaDtqSXd7t165j5se81y2l5o5b7zguE916zZlFuu2oC/TKq/DwhX+5KozqzH4OeKF3fatM8BXwLuIRg7+BDBDAA1paeXTUrfsxJvtmzXbFv+Pw4ds2/QHrhV0EN0yvBmHtjtrx0lv3R+oumHnzeXtheC6f4O3XE/AD496FXemPIuzlWjQu+pfMcboj0wkcmzG6M6NFZJMBwXWLPirslXSLlvnnc/OpENbsk+L2FSa/u1r13L+sMm8vMnDuVbm9Kt2jM6kDjXvSY3TWfzuZtw+5uZE8Y7Vz1ydXDJ1XzQSCW/JKZN8+rQCEn9gFOB9DIXdxOs/fRehfKVqKBXaOlvgFzBr5hrFuqRVkr+cl2z/60P8q9bB/Avmmn78ATuuuNbXeYTLfSB0EgfFq625fsiV2wa15jitgnOAPoBvw9fHxfuy7fqfEWUUhrru9lmFchJ8ZJ482UbzgB0mTIt3dM0fX7nAHolVip2rpo1+jCIFCp/7tByJ+CuEXHbBPc0sxPM7F/hdiKwZyUzlqS2V16pyHWr8U2WDnI7/ugCoDNIRkuCLa0Lisr75KbpTBlwPE8/PzzZzDpXhjhjBNMarvSXRO/Q3n6GHhK3JNguaQczewZA0vZAe+WylYymjTuXISpVtVar5GtD1MQPsO05c+H7X+s4Z3LTdOawpOOcPgMHFtVOknr7bU7fbl+a9vghLfN+kMATOFe6zBmPGi7IFRAEsnKXUkomL5Uk6cIYp71pZmfnOhi3JPhN4C5Jd0v6N/Av4Bsx0yaqmD/21Lp1vH5C8pNAV3JsUaGV3TPvne3c2//2p2770mnS4wif/ea4vJNpZ0sLsH7TDWOlca4nVWOtjOsR0+gcsZBrOzLfBeL2Dr1T0mhgR4J+s0+ZWU30nx9y5X1lpc9sW6jmb5yr/28f0tOwQe71Bzt8r/h73NXyrRJz51xysrX5Ffx7byCJ9A6tjSESF4Qzm+UkaZN8x+NWhwLsAYwM0zRLwsyuKiJ9r8pX9ZcvyFXqG2auapw+u4yhfdHibEny22QTFlz4dQgrBzqqPpXMH3Kjfpi46hLn/ehVpEFNZg3UZpbNzH5T7jlxh0hcDewAPEpnW6ABVRcEW1oXsN+Xv8iAv/bMihFx3nDFBNJ0ACx6XNOrrzK5aTpLrpjA6BPnF8yTc/Wu0cYGNjJJo4D/o7OgBoCZHV4obdyS4ARgrFl1DJ/M1/15yvBmBlBcAMx3vfSbqFAgy/aGy0zTd/QOtC15pmB++m4/krZly0t6E3sAdLUoiYDlf/NRSQyWr4nq0LS/AX8A/gEUtVZQ3I4xjwNbFZen6rDkos7Js3u78fzWf99EnyFDOl7netO2LVte1HUbvju4q2nRnp6F3qPR8bHRv/PMn+t1YuzYLIGttrxjZhea2V1m9u/0Fidh3JLg5sATkh4EOjrExClq9ramd7rG+Tgltky5jhczTgnSk1a/DuQOVNX4xt37M79m0LVBB6NqzJ+rL4U6ovm0aIUl0TGmxgLhbyX9ALiDrjHq4UIJ4wbBc0rLV+/ruy6YJeVHL+/Mf8fFGxKQT5w3W675DCvdYF+p6w669r7OZaA2/DQt71xTkfs4lynue8YDYMP7AMFMZgfRWR1q4eu84g6RyFuslHSfmSU/IC+PuNMibfe9uUz5XvaV1KPyTSeWea9KfOssJkCmz339s5MY8sfyhoDE0bTRRhw28VBufXA2ty2fV/H7OVcMD4DdJbEeYHX0AIntCGB7M1tfbMK4bYKF9PgI6iTa9/rs0jmVWCnzacZpn8g8P3Oge/Q5+o7eoaj7DljZ1iPzora8dRW3PjgbgMMmHtrrbauudpXyt+OTvRfP6KwSLXmrjXGCaQuAIaUkLGacYD5V852hz7idaV/4ZJd9uXp4ZhuPF6eUFyfg5ZOZj4/0/xRArJ6jUf1a5vHqZyYx+E/3dcv3IePOpv3xp0vK4+Sm6fQdsTW3PfebLvubtlqMvfG5oq7lXFScv0UPbK4EWwJPSZpHkf1WkioJVo24ATAJcXqzRfOQKx/WVvqKVIP/1FkdOrlpesdE2ekAWEw+0+f2Hbo59r4BjLrm5x37m7ZaTOrFMbSvWUNL6wJGXvSrkvPsXJQHvQowJbD19kMU5QcEVaI/A34V2QpKqiRY1eXmYgNgrumXMtsFy8lHtjbNuB8Gk5um03eHUbQ982zHvj6bbsLsx+/ucq10QJwyvJn1U/eMPf3brQvujLz6dsdPh+1/BC2tNwMw5msPMfn/fGYOlyz/W0pIAm2CtSTucIhsYpUEJQ2Q1BT+PEbS4eFCu2nHlZqBnpS5ynqx0m16hYZGZAs22eY5LCcf0QAI0P7qawAd6whGvXTaPvS/LX6HlvQk24dN+miX/bct/gWH7XM4S95by9oj9ujY722ELi7/W3FJknRLuefELQneA3wwnIj0TmA+8Eng0wBm9njM6ySinDdSR1f/EheWTeJNXKkFP6e+fxItaztfp59xKHNjXyOat7b/Pd/lWHr/6H4Dufe3lzB16bGkHnmizFy7RuEBsIeVWxKsjZLkfpJm5TkuYGy+C8QNgjKzdZJOAv6fmZ0n6ZG4uewtuapWfvTyzhW5x0f6HZPYdYvRd8TWtK14odvaiZml0FLGN2Yee+ZXk0ivVOEB0OWTq/o9V+czrwpNTiKrSNTGtGnTYpyTd9hE7CAoaRJBye+kItMiqQ9B6fEFM/uopE2BvxBMdrocONrMXot7vTiyvaF2uehURvy0a6ko1/jAUga2W3u8dYZztQ0Wc89oulsfnJ23ZFtq8MtWfbzjpS8z5RvNLPndXozmgdj5dS4f/xtKWG1OfVa0ctoC0+L2Dv0qQQ+Jm81sUbiy/F1F3OcrQLTb5lnAnWY2mqB69awirlXUgPKoET+d2+2DvZhq0WKnSSumZ2o5HwKHHnJM2e2daV9e+jQtrQs6vhxk5r3tqWCJpmWfmJnI/Vx9SrIN3LlKihUEw8lIDwd+F75eZmZfjpNW0gjgMOCyyO5pQHohxCuBj8fNcFoxQSN6bm+2BWaKDrYHeOXkfUrKT/vCJ0t+ruj9AS4cHa+quJz7ufrmE7r3vrIHyhcxRELSIZKelrRUUrcCjaSdJN0n6V1JZ0T2byPpLklPSlok6SuRY+dIekHSo+F2aBK/l2ziric4iWCZioHAtpKagS+a2Wkxkv8GOBMYFNm3pZmtBDCzlZK2yHHfk4GTAbbddts4We1xpQbHbJN4V2Lul7hTvPUdsXXHrDCZDtn8ZFIH7M7ST/Vlk0f78vDZM/jO6nE8NL4m2gxcL/IA2It6oDo0bOq6CJgMrADmSZplZtEOA68CX6Z7YacN+IaZPSxpEPCQpDmRtBeY2fmVfYL41aG/AaYArwCY2QJg/0KJJH0UWG1mD5WSOTObaWYTzGzC0KFDux1P4g0Wtxox39IspZZKS71GNn3fv31Z6dtWvMDYS07tKOEdduCRHcfaX32NOddewbMfvZSHz54B0CUAelWXS8v2t+B/H3VtIrA0rB1cD1xHRmcVM1ttZvOA9zL2r0yv8mBmawiazLYuJROS9pU0R9JiScskPStpWZy0sWeMMbPnM3bF6QWyL3C4pOUEv5yDJP0JWCVpWJj5YcDquPlI2oRzTqX1W53VkPmCYilLKkUVM2VUsR8cbUuXlRVI56RuYJsfBp2Gpgxvpu3ppbz7sYlA8DvZ9XenAnDss8Gk7M/+PH7VrWtMlRoK5OJSAhv7S5of2U7OuMnWQDQ2rKCEQCZpJLAbhL3tAqdLWijp8nB4Xj5/AH4N7AfsSbAQ/J5x7h03CD4vaR/AJPUP63WfLJTIzL5tZiPMbCRwDPAvM/sMMAs4ITztBODvMfNRslwluc1mzuWxr8zoeJ3Z1pXUmzj9gZDvesXMGBPVtPHGBc+PbtmkZ5eBzi8CG/zjwY6fHz89+B39edS/mDpyTxafMKP7RVzD8+rPKpHEorpBdeo96dq4cMvsEZetTaSoilhJA4Ebga+a2Zvh7hnADsB4YCWFp0B7w8xuC0udr6S3OPePGwRPAb5EEOFXhBn7Usy02ZwLTJa0hKAu+dxSL5TvTRcngKV7QRYqAZY7TVr6574jtyspfVTmM2eOD4xa94m9Ct5jctP0bsE/+vsYc8/xjL72FCD4kpBav54pw5sZcu/mBfPqGku5Uwu6hPTcyvIrgG0ir0cArXEThzOP3QhcY2Y3dWTfbJWZtZtZCriUoNo1W/rdJe0O3CXpl5ImpfeF+wuKu57gy4Szw5TKzO4G7g5/fgU4uJzrpcVZFT5z1YdomuiHf741BbOlBVh/2ET63/pg7Py1Lf9f7HF7uVbQLsbGNz3QbV+u9RTTpgxvZqf5/Vn3id2ABSze/6pguMQtJ9JE50LNr+/3clF5cc7VnXnAaEmjgBcIavw+FSehJBFUYz5pZr/OODYs3XmSYGLsXLOSZZYQJ0R+jrWobty5Q8dIulPS4+HrcZLOjpO2GmULLun5MvPJ1vV7wzmPFn3/QoGslCqlcpeoST97+t/fDp/Hf37XWfPx5aVPM+faK4rOl2scxXxB81JihSWyikTh3t9m1gacDrQQNJFdH44lP0XSKQCStpK0Avg6cLakFZIGE/QZOY6gr0jmUIjzJD0maSFwIPC1HPc/0MwOBE5K/xzZ9/k4v6q4s75cCnwTuCS88UJJ1wI/iZm+V1ViJfi01PrOGXme/cUkRn3rPtYeszcDr7u/pOslWQqMitNJId+XgMM2fqesWWlcffOgVn16amV5M5sNzM7Yd3Hk5xcJqkkz3UuOFYjMrNhFGf4KZFZ/3gDskeXcLuK2CW5sZpl1fm0x01ZUUh++5y8vLWhFjfpWsLZfnABYyvJOpYiz8kVU3+HDOn6eMryZw/ac2vF61Ve9R6jrzgOg6y3hQPwjgfdJ+kRk+yywYZxrxA2CL0vagbC5VNJRBD12qkIS1YdnjNw7qewkolAvUvXtl/N4Lr9Y3r19MFNb60paWhdw0IlBTUL7i6s6jm36RN55aF2DKbXDGHjNQcX1XMeY3rYj8FFgCPCxyLY78IU4F4gbBL9EUBW6k6QXCOYSPaW4vFZWEoEwPWfmaydOAqDPoEHZknWoRDVr5lRquaRXo29pXRC7PfCso7tXkWfrFTtleDP9WoL1B629vaO9tN8d8xObo9TVNi/9VbkGWVnezP5uZicCHzWzEyPbl80s1hpyBYNgOC3OqWb2YWAosJOZ7Wdm/ysv+8krNyCl27w2uSKo1mxfs6ZgmqQ/DOKs6JDZuzVOHiY3TccefKzb/m7tfP8a0XGvZb8Mvgy8+elJtLQuYMWNuzJleDNvHVVdpWbXc8op/TlXQask/UPSS5JWS/p7uNBDQQWDoJm1EzYumtlb4fQ2VSs6KL6UoJgOCpWqrsk3/Vo+2TqlpEuuEHw47X7KBXmnrYpz35adbu249pJPB23bg6+5jynDmxlxZNBLecBf76f1TG8fbDRJLSjtVaE9wEDlbr39DMW5FrgeGAYMJ+gU8+c4CeNWhz4iaZak46KNj6XltWfEfaPlOq/YN3yxb+58c4hmm1w7l2hw3Gxm99J/5uDlXPc9e1lnQN3+9pPYbf4nAVh27W5Zzx/x/6p+TWWXIC/91aDGaReEYOH3q82sLdz+RMwniBsENyWYPPsgOhseP1pSVntJsW/iuG1tmfKlSfobcLHjGvP5YKQf1bJD/sBOm73E7W/3Z8kBf+QzT7/QcSwdpFNvv91ln6tPXv1Zo4weGSdYRe6SdJakkZK2k3QmcKukTcNF3HOKO2PMiYlks0Z0zhwzvePn9z4ygX53zM+ZJl8pK3Pe0Ogk2UmNByx3suLdfn4qj3y7cz7QV/d9hR8deyIX/Ln8oSOuNnnwczXkk+G/X8zY/zmCrwQ52wfjrid4YZbdbwDzzazik1+XKh1k0m/mXG1j2aZSa2ldwAFf/AJThkNT//55A2CmOAGp3BUpoveKe99oW2mX8yY1s8X/m8vEtafw4E8vpmmrxcxJdeal0HRyzuXjNQW9oPaqM8tiZqNKTRu3OnRDgkmzl4TbOIIq0pMk/abUm/eEbKWtOIHmrFXNbPCPYH6A1Pr1ZQ0NSHIlikLPUsp6hS03XgXAwBfeY+qovThk/PeZuv0ZXc/xoRENxUuBdaCB2gQlbSzpbEkzw9ejw/VsC4o7bdr7gYPCeeKQNAO4g2AFiO797qtMnDd0ZunokYz+IOWWhLKVSDPzF+cbc5IBNX299LP1u2M+KYCFXVfJmnzMZ2m655Gc6V19SfpvzLkecAXwEJDutr6CoIfoLYUSxi0Jbg0MiLweAAwPh0+8Gz+f1SPbG73bm3bvZl46bZ/YpaBKBoRyl4wq5boATbuNpemeR+i7Q/baBv+gc5l8GEQVaKBSYGgHMzuPcPV6M3ubmKM84gbB84BHJV0h6Y/AI8D5kgYA/yw+vz2j7N6d9y9g6O/nMmV4c1HXylZFWagNMNvYxvSHSea+bvnMoZhhIrk+uFKPPAHArf/5W5f8uvrjPUHrSIPMGBOxXtJG0DG15w7ELKDFCoJm9geCYubfwm0/M7ssHDz/zVJy3JPK/Va6+vR9mNw0PfF2sWzte4WqRqMfUnG+cUfPifMhV0yVrH9g1ockg5+XAKtD2QPla680+APgdmAbSdcAdwJnxkkYdz1BESyC22xmfwP6Ssq60m+1yVdyirty+xa/Cwahx2kXLPXDJO7UZ9n0xAdP5rNPbppO351GV/y+rrL8i4yrB2Y2B/gE8FmCmWImhAu5FxS3Y8zvgRTBYPkfAWuAG4E9i8xrzeszbmfaMzqO5BK3yrJWP4janlrS21lwJajVvzdXpNoqyZVEUuYagunVjbaVtK2ZPVzoGnGD4F5mtrukRwDM7DVJ/YvIa6+L2yaXli04vX3HKO798I9if4iUOug9M23SJb1iVr9Y86lJDLr2vi77ajlwN6pi/s+j5xXTs9qrQl0v+FX474bABGABQYeYccADwH6FLhA3CL4XriaRbnQcSlAybBjBgHGYzPSiSoNxlPLhUckPnWggzgyA2c5z1SvXcJyklDNZvXPlMrMDASRdB5xsZo+Fr3cFzsiXNi1u79ALgZuBLST9FLgX+FnROa5ihYZMRNvEkgiAcTq0RCU1g38S53spsD5kq/2I24nKg151S6JjjGqrOnWndAAEMLPHCSZ4KShu79BrCHra/JygzvXjZlZT74Jsb/hS0iWZlzgfNJX6pl10RxzF/b7kqkVmlXq+jlXFVoGm07kqlcjk2TU1gfaTki6TdICkD0m6FIhVWslbHZox+/ZqIuszSdrUzF4tKbu9JHPWlswPhkpVMWa7T6nXSTovsVlD1X7XlWz/55lfror5m/Dg56rQicCpwFfC1/cAM3Kf3qlQm+BDBO2AArYFXgt/HgI8B5Q8aWm18E4exVvx3X2465Rf9nY2XEz5OlmVM2G7q2JJjPOroepQM3sHuCDcupF0o5kdme1Y3jouMxtlZtsDLcDHzGxzM9uMYC3Bm8rLdu/IVu3TiG/sQs+c78NxxE/nctw2+yadJZegcsadujrRWNOmFZJzKaW4DT17mtns9Aszuw34ULm56i3ZAkCp1UKFZm2pVIAtZ5aPfB1e4naIaMQvDrUizqQKHgDrXOPNGFNIzqeJGwRfDpepSK/a+12ClebzkrShpAclLZC0SNIPw/3nSHpB0qPhdmjMfCQmX+eUSk+EXWpHhGzn9+R8jx4Aq58HQOeKEzcIHgsMJRgmcXP487Ex0r1LsARTM0F31UMk7R0eu8DMxofb7JxXqKB8PUbLHaxeam/UauMrAtSXSq444qpIEqtI1FdJMGdX11iD5cNeoF8peGL3dAasDV/2C7eq/NWW++04XxVrvnOy3b83hm/EWlrKVbVKzS3rfwc1qP6CWF6SDgLuN7N1OU75Vq60eUuCks6JcfO850jqI+lRgiEWc8zsgfDQ6ZIWSrpc0iY50p4sab6k+S+99FKhrJSkUGDKVt3Ym6WjJIZaZBMnYHs1Wm0rZxo/56rcZwmW+7tP0nmSPhaNK2Z2R66EhUqCn5f0Zp7jAo4Bzsl1Qrjw7nhJQ4Cbw+lsZgA/Jviu8mOC+d8+lyXtTGAmwIQJEyr2vaaYYRL1/KFQz89W7yr5hcjVHlH+jC+1NGOMmR0PIGk4cBRwETCcGLWdhU64FBgU45yCzOx1SXcDh5jZ+en94cj+W+Jco5LiBMKemKsz/W+ue5XSi7VcXgKsfx746kzHrC/lqJ0ZYyR9Bvgg8AHgZeB3wH/ipM0bBM3sh2VmbCjwXhgANwI+DPxC0jAzSy95cQTweDn3SUIpPTTjtPEVGj4Rd2or53LJ1p6cr423kiuUuCrRYIPlgd8AzwAXA3eZ2fK4CeOuIlGqYcCV4QoUTcD1ZnaLpKsljSf4NS8HvljhfCSilKEUxX7gFPuhlGs6rErwD8zqVMw4VQ+Arh6Z2eaSdgH2B34qaTTwtJkdVyhtRYOgmS0Edsuyv2DGelq+jiCVrIKs1MTY/gHX2Ap1bPK/j/rWk22Ckg4Bfgv0AS4zs3Mzju8EXAHsDnw3ozksa9pw3uq/ACMJCkpHm9lrefIwmGBqz+3CNO8j5nJ/vjRAHtkG1Jfz4VFMEC23fTJb+lLv72MF60OcGY5cneihMYJhLd9FwFRgLHCspLEZp70KfBk4v4i0ZwF3mtlo4M7wdT73Ah8DFgKfNLMdzeyEOM8QqyQoaQxBj84tzWxXSeOAw83sJ3HS17J8M/BnSqqkGKeDTLHXyvU6X3WZrxbunCtgIrDUzJZBx+K204An0ieY2WpgtaTDikg7DTggPO9K4G7yjPUzs3HhNQZRZGtm3OrQS4FvApeEN1wo6Vqg7oMgxAt6SQWLJKsz47ZZxrlXtqphD5DOVadEFsWNl35r4PnI6xXAXjHvkC/tlunOk2a2UtIW+S4UDr27Gtg0eKmXgBPCxXXzilsdurGZPZixry1mWleE3qiuyhXMfWV552pUctWh+6cnLAm3kzPulG0cRdzwW07aTDOBr5vZdma2LfCNcF9BxUygvUM6g5KOIlhhvqHFmZQ4TlCpRh4AnXPAPWY2IbJlBpYVwDaR1yOA1pjXzpd2laRhAOG/qwtca4CZ3ZV+YWZ3AwPiZCJudeiXCKLqTpJeAJ4FPhMzbUPI1YO0t6sNk+jZ6oHPuRrUM9Wh84DRkkYBLxDMIPapmHfIl3YWcAJwbvjv3wtca5mk7xFUiUIQn56Nk4m4E2gvAz4saQDQZGZr4qRrBLnm3OyJwBFncH2xbX7p6+ba7wHRuRqQQJtgnPlizKxN0ukEC6/3AS43s0WSTgmPXyxpK2A+MBhISfoqMNbM3syWNrz0ucD1kk4CngMKffB8DvghwWLvAu4BTozznHmDoKSv59gPgJn9Os5NGlFPlf7iBsKevJ9zrnGES+HNzth3ceTnFwmqOmOlDfe/AhxcRB5eIxiGUbRCJcH0vKE7AnsSFFEhGI9xTyk3rHe1siRRscGsGp/BOeegYxjfGQQD5TvimpkdVCht3o4xZvbDcP7QzYHdzewbZvYNYA9yRPZG1lslpGKmzYp7LPOccgffO+d6UOMtqnsD8AhwNsFwvvRWUNyOMdsC6yOv1xNEXFcl8nXMiR7PlS59rpf4nKt9PThOsFq0mdmMUhLGHSJxNfCgpHMk/QB4ALiqlBs2op4qMZV7Hw+Azrka9Q9Jp0kaJmnT9BYnYawgaGY/Jehp8xrwOnCimf2s5OzWuXoPJunnq/fndK6mNU5VKATDKL4JzAUeCrf5cRLGnTt0W4KFCm+O7jOz54rOaoOqdFVjnMH6ca9TiSWfnHM9qMHWEzSzUaWmjVsdeivB6u+3EMzovQy4rdSb1qveHhQfZ2WJYtdAdM7VnnSbYFlbbz9EESRNDyfPRtLZkm6S1G0Zv2ziVod+wMzGhdtogtm/7y09y/WvWkpKSS7f5JxzVep7ZrZG0n7AFIKVJy4ukAYocT1BM3uYYNygy5Av+PXULDLlTsJdLQHcOVeixhsi0R7+exgww8z+DvSPkzBum2B05pgmghWCXyomhy7QG8MQvArUucaSxMryNRYEX5B0CfBh4BeSNiBmIS/uOMFBkZ/bCNoIbywqi67H5VswN9d+LwU652rQ0cAhwPlm9nq48kSig+WfMLMun46SphOM0nc1It+A+SRXs3fO9bLaq84si5mtI5g8O/16JTGX+4sbBL9N94CXbZ+LIelAU+z1Sl29vlbmRXWu4TXYEIlyFFpFYipwKLC1pAsjhwbjK8sX1JMrLpRyn2jwzCwNpvdlHst3Dedc9eiJpZTqQaGGw1aCUffv0DkK/yGC1SSmVDZr9a1aOqLky0dmUHTOuXqTtyRoZguABZKuMTMv+dWhQqXVuD1LvTToXBXx6tDY8pYEJV0f/viIpIWZWw/kr+bVYnDINs6wFp/DuYbVWGMEy1KoY8xXwn8/WumMuN4RLcVllvp8FXnnXL0rtKhuuovpaWb2v+gGnFb57NW3pAJMuaW0fHOKRkuF5dwn7rylzrnyJTJ3aIOUBuNOmzY5y76phRJJ2lDSg5IWSFok6Yfh/k0lzZG0JPx3k2IyXWu8KrGTB0LneohXicZSqE3wVEmPATtmtAc+C8RpE3wXOMjMmoHxwCGS9gbOAu4MJ+O+M3ztytBTgbbc+/gXAudcNSlUErwW+BjBkIiPRbY9zOwzhS5ugbXhy37hZsA0glm+Cf/9eNE5rxPVWDIqt7dorjQeAJ3rGV4VGl+hIRJvAG8AxwJI2gLYEBgoaWCcRXUl9SEYW/h+4CIze0DSlun2RjNbGV43W9qTgZMBtt122/hPVYXizuNZLXzYg3M1zIdIxBZ3FYmPAb8GhgOrge2AJ4FdCqU1s3ZgvKQhwM2Sdo2bOTObCcwEmDBhQk3/lxQqXSURcJLuzVlMCS7OM6TPydYL1TmXoAZq0ytX3I4xPwH2BhaHy9gfDPy3mBuZ2evA3QQzfa8KZ/km/Hd1MdeqR9XSU7TS16/2ErBzrrHEDYLvmdkrQJOkJjO7i6CjS16ShoYlQCRtRLDW01MEbYwnhKedAPy9yHzXnLilqWpU6eEN1frcztUqJbQ1grirSLwuaSBwD3CNpNXEm0B7GHBl2C7YBFxvZrdIug+4XtJJwHNAQ3wK5hqUHuVtcc65RHibYCxxS4LTgLeBrwG3A88Q9BLNy8wWmtluZjbOzHY1sx+F+18xs4PNbHT476ulPkAtyjYtWdLXr/R1ks6/D6Z3zvWGWEHQzN4ys3YzazOzK83swrB61FVANQWDXL1aK5XHanp252pWEkMkvCQIktZIejPLtkbSmz2VyXpVa9WeHqCcqxE+W0xsheYOHWRmg7Nsg8xscE9lsp7lCoTlVg8mUeVabB6yneuB07lekEQQbJBAGLdN0DnnnKs7HgSrQKU7ylRKJfJci78H56qNSGDqtN5+iB7iQbDKVXt1ogct56pQD1aHSjpE0tOSlkrqthiCAheGxxdK2j3cv6OkRyPbm5K+Gh47R9ILkWOHlv7LyC/uOEHXgPJNw+YL7jrnwjHgFxEst7cCmCdplpk9ETltKjA63PYCZgB7mdnThJOuhNd5Abg5ku4CMzu/0s/gJcEqUm3Vix7knKtNiSyqG+9WE4GlZrbMzNYD1xGMK4+aBlwVrip0PzAkPW1mxMHAM+GC7T3Kg2CVyRa0yg1GSQfXfCvNR/NabL69atW5BCVTHbq/pPmR7eSMu2wNPB95vSLcV+w5xwB/zth3elh9enklF173IFiFertE2FvByGeNca7q3GNmEyLbzIzj2QqMma2Jec+R1B84HIh+8MwAdiCoLl0J/KrYjMflbYIuNi+pOVcj0rO+lHmNGFYA20RejwBaizxnKvCwma3quHXkZ0mXArfEyk0JvCRYpWq5NOglOud6Wc8NlJ8HjJY0KizRHUOwSlDULOD4sJfo3sAb6UXVQ8eSURWa0WZ4BPB47BwVyYOgK0slgrUHUOfK1ENDJMysDTgdaCFYaP16M1sk6RRJp4SnzQaWAUuBS4HT0uklbUzQs/SmjEufJ+kxSQuBAwkWb6gIrw6tYpVaKT5plRgu4UtKOVcbzGw2QaCL7rs48rMBX8qRdh2wWZb9xyWczZy8JFjlcq3i0FvyjRusxL16+3mdq0U+Y0x8HgRrRDUEg0ovo5TvvtXw/M7VjB6cMabWeRCsIT0RhMop0WWmTc+J6tWazrlq5UGwBiQ1gL7YgJTv3HzVoh74nOtdMit7wxqjKOhBsEYkGVR6OkB5VaZzPcyrQmPzIFjDyl10t9Z4MHUunkQ6xjRIIPQgWOMaLTA02vM65yrLg2ANqcXSm3OuF3h1aGweBGtMUp1OerJElSu/pT6HlwadKyCBqlCvDnVVrdxAmG05pGzXLKWHaPpYdHxfEr1GvSTsnEuaB8E6UGrJKKkSZaH7Zx6PBkMfTuFcBfhg+dg8CLrEq1fjBMVsgTHOPTxgOldYEr1DG4UHwRoWDQjVsPp8vlJhtv2Z58ctFXogdM4lpaKrSEjaBrgK2ApIATPN7LeSzgG+ALwUnvqdcCZyV8eKCZD5ruFB0LkCkqjObJDSYKVLgm3AN8xsZ2Bv4EuSxobHLjCz8eHmAbBESZYGnXP1IYmeob6KRALMbKWZPRz+vIZg0cWtK3nPRuSB0DnXVTj3Z7lbA+ixRXUljQR2Ax4A9gVOl3Q8MJ+gtPhaljQnAyeHL9dKeroHsro58HIP3KdipC7f4Wr+eTJsLqmunoc6+//Bn6cU2/XAPVwWPRIEJQ0EbgS+amZvSpoB/Jig1vnHwK+Az2WmM7OZwMyeyGMkr/PNbEJP3rOS/Hmqmz9PdavV52m0Hp7lqHgQlNSPIABeY2Y3AZjZqsjxS4FbKp0P55xrGN4xJraKtgkqqJf7A/Ckmf06sn9Y5LQjgMcrmQ/nnHMum0qXBPcFjgMek/RouO87wLGSxhN811gOfLHC+ShGj1a/9gB/nurmz1PdavN5DJQq7xKNUp1a0SBoZveSvadt1Q6JCNsh64Y/T3Xz56luNfs8Xh0aW4/1DnXOOdczvGNMfD5tmnPOuYbVsEFQ0nRJiySlJE2I7J8s6SFJj4X/HhQ5tke4f6mkC5UxIK835XmezSTdJWmtpN9lpKm55wmPfTvM89OSpkT2V+3zZJLULOm+ML//kDQ4cizr81UzSeMl3S/pUUnzJU2MHKvF5/lL+CyPSloe6dNQG8+TxED5BilJNmwQJOiR+gngnoz9LwMfM7MPACcAV0eOzSAYvD863A7pgXzGlet53gG+B5yRJU3NPU847d4xwC4E+f29pD7h4Wp+nkyXAWeFf2c3A9+Egs9Xzc4Dfmhm44Hvh69r9nnM7JPpaR0JhnjdBLXzPEmsItEo1akNGwTN7Ekz6zYDjZk9Ymat4ctFwIaSNgiHdQw2s/vMzAgmBv94z+U4vzzP81bYQemd6P5afR5gGnCdmb1rZs8CS4GJ1f48WexIZ4CfAxwZ/pz1+Xohf8UyIF2afR+Qfg/V6vMAHcO8jgb+HO6q6edx3TVsEIzpSOARM3uXYM7TFZFjK6jteVBr9Xm2Bp6PvE7nu9ae53Hg8PDn6cA24c+5nq/afRX4paTngfOBb4f7a/V50j4IrDKzJeHr2nieQovlxtkaRF33DpX0T4JlnDJ918z+XiDtLsAvgI+kd2U5rUf/VMp5nmyXy7KvFp4nV757/Xky5Xs+gmkCL5T0fWAWsD6dLMv5VfGRVOB5Dga+ZmY3SjqaYJKMD1OjzxP5+zuWzlIgVPHzRCVRndko1aF1HQTN7MOlpJM0gqCd5ngzeybcvQIYETltBJ1VPj2i1OfJoVafZwWdpSbozHevP0+mGM/3EQBJY4DDwn25nq/X5XseSVcBXwlf3kDQ5gk1+jwAkvoStEvvEdldtc/jSuPVoRkkDQFuBb5tZv9N7zezlcAaSXuH7QTHA8WWvqpGDT/PLOCYsJ12FEEHmAdr7XkkbRH+2wScDVwcHsr6fL2Ty6K0Ah8Kfz4ISFcf1urzQFCSfcrMotXstfE8RgLLKDVGUbCuS4L5SDoC+H/AUOBWSY+a2RTgdOD9wPckfS88/SNmtho4FfgjsBFwW7hVhTzPg6TlBJ0W+kv6OMHzPEENPo+ZLZJ0PfAEwaLNXzKz9jBZ1T5PFsdK+lL4803AFQAFnq+afQH4bVh6eodwCbQafh4IeoFGq0Jr6nnKrs5sjBiIrEEWTnTOuUYg6Re77v2FMzcZOrqs67Qun8szj/3t82b2hwL3OwT4LdAHuMzMzs04rvD4ocA64LPpxdbDL+hrgHagLb1slaRNgb8AIwnmlz4625qzSfDqUOeccyUJx0heBEwFxhLUcIzNOG0qnWN3TyYYzxt1YDgmMzopxlnAnWY2GrgzfF0RHgSdc67OJDFQPmZ16kRgqZktM7P1wHUEYymjpgFXWeB+YIi6LqeXzTTgyvDnK6ngmF8Pgs45V2/MIFXmFgTB/cNp8NLbyRl3ijNuMt85BtyhYIrK6LW3DDu7pTvxbVHW7yOPhu0Y45xzrqB7zOyEPMfjjJvMd86+ZtYa9paeI+kpM8uc+rGivCTonHP1JokZY+JVh8YZN5nznPQUlWHv+5vpnIJuVbrKNPx3dazclMCDoHPO1ZkenDx7HjBa0ihJ/QmGlczKOGcWcLwCewNvmNlKSQMkDQKQNIBg8ojHI2nSJdATqOCYXw+CriBJaytwzcMlnRX+/PEsPcriXONuZSyzFOP8pyUdnuXYSEmPZ0tXjyR9J/LzRuGSQeslbd6b+XJJKXOgfMeA+QJ3MWsjGFvdAjwJXB+OpTxF0inhabOBZQSTjV8KnBbu3xK4V9ICggkHbjWz28Nj5wKTJS0BJoevK8LbBF2vMLNZdH5j/DhwC8EA5Er7tJnNr+QNJPWp1gHUEd8BfgZgZm8D48MxW84VxcxmEwS66L6LIz8b8KUs6ZYBzTmu+QrBfLQV5yVBF1tYnfFLSY8rWAz2k+H+A8JS1l8lPSXpmnCALJIODffdq2Ch21vC/Z+V9DtJ+xCspvDLsDSyQ7SEJ2nz9IdzWGK5TtJCSX8hmBkmnbePKFik9mFJN0gaGON59pC0QNJ9RN6kkvqEzzkvvNcXw/1Nkn6vYLHfWyTNlnRUeGy5pO9LuheYnis/4T3/HfaGa4m0e3xZ0hPh/a7Lk+cBki4P8/aIpGnh/pGS/hPe7+Hw94qkYZLuCX+3j0v6oKRzgXTp75pY//mutvTcEIma5yVBV4xPAOMJvr1tDsyTlO7JtRvBQqOtwH+BfSXNBy4B9jezZyX9OfOCZjZX0izgFjP7K4ByLwh/KrDOzMZJGgekZ53YnGD+zQ+b2VuSvgV8HfhRgee5Avg/M/u3pF9G9p9E0G6xp6QNgP9KuoNgIuWRwAcIumw/CVweSfeOme0X5uemzPxI+jnBVHDTzOyl8EvETwlWlDgLGGVm7yqYvzaX7wL/MrPPhec9qGA1hNXAZDN7R9Jogum+JgCfAlrM7KcKBjZvbGb/kXR6uGCsq0fxO7Y0PA+Crhj7AX8Oq/pWSfo3sCfwJsEk1isAJD1KECzWAsvCxUch+GDOHGdUjP2BCwHMbKGkheH+vQlmq/hvGED7A/flu5Ck9wFDzOzf4a6rCWa2gKCBfly6lEewSOxogue/wcxSwIuS7sq47F8K5GdHYFeCruAQTDO1MkyzELhG0t+Av+XJ+keAwyWdEb7eENiW4MvH7ySNJ5iCakx4fB5wuaR+wN/M7NE813au4XgQdMXIWUQD3o383E7wt5Xv/Hza6Kyq3zDjWLbvtwLmmNmxRdxDOa6VPvZ/ZtbSZad0WI7z097Klx9JHwAWmdmkLGkPIwjyhxNM3r5L2OkgW96ONLOnM659DrCKoJTeRDCJNWZ2j6T9w+tfLemXZnZVgedwNS6oziyvKFhu+lrhbYKuGPcAnwzbzIYSfGjnW0bmKWB7SSPD15/Mcd4aYFDk9XI613A7KrL/HuDTAJJ2BcaF++8nqH59f3hsYwVr9OVkZq8Db0jaL9z16cjhFuDUsPSEpDEKunDfCxwZtg1uCRyQ4/K58vM0MFTSpHB/P0m7KFhOaRszuws4ExgC5GrTbAH+T+poc90t3P8+YGVYSj2OoJSJpO2A1WZ2KcFCt7uH57+Xfj5XhwxIlbk1Rgz0IOiKcjNBtd0C4F/AmWb2Yq6Tw16HpwG3hx1GVgFvZDn1OuCbYUePHYDzCYLQXIK2x7QZwMCwGvRMwgBsZi8BnwX+HB67H9gpxvOcCFwUdox5O7L/MoKeqg8rGDZxCUHJ9kaCgb/pfQ9ke55c+QnnVjwK+IWCbuGPAvsQBKw/SXoMeAS4IAzS2fwY6AcsDPP243D/74ETJN1PUBWaLpUeADwq6RHgSILZ/AFmhtfwjjGuoflSSq6iJA00s7VhyeUiYImZXdBLebkbOKOcIRKR59mMIAjvm++LQC1R0At3gpm93Nt5caWT9IvxzZ87c9NN31/WdVa8cD+LF88quJRSrfOSoKu0L4QdZRYRVNld0ot5eRX4o7IMli/CLeHz/Af4cT0EQIWD5QlKmKlezo5LQs9Nm1bzvGOMq6iw1NcrJb9MZvaJBK5xQAJZKUjSicBXMnb/18y6DTouV3qwfNLXdb0p3owv+S/RGFHQg6BzVcjMriAYx+icqyAPgs45V2eSmPGl1PFNtcaDoHPO1ZuYE2Dnv0YyWal23jHGOedcw/KSoHPO1RsDldvPt0FKgh4EnXOu3hjeOzQmD4LOOVdvGmicX7m8TdA551zD8pKgc87VGWEJrCKRUGaqnAdB55yrN0kMkWiQ+lSvDnXOOdewvCTonHP1Jr0mYDkaoyDoQdA55+pNEm2CjTJEwqtDnXPONSwvCTrnXL1JZLB8Ijmpeh4EnXOu3njv0Ng8CDrnXL0xvGNMTN4m6JxzrmF5SdA55+qMzGeMicuDoHPO1ZtEFtVtjCjo1aHOOecalpcEnXOuHnnv0Fg8CDrnXL1JpDo0maxUO68Odc65epNKYIsZBCUdIulpSUslnZXluCRdGB5fKGn3cP82ku6S9KSkRZK+EklzjqQXJD0aboeW+JsoyEuCzjnnSiKpD3ARMBlYAcyTNMvMnoicNhUYHW57ATPCf9uAb5jZw5IGAQ9JmhNJe4GZnV/pZ/CSoHPO1R3rGCZRzhbDRGCpmS0zs/XAdcC0jHOmAVdZ4H5giKRhZrbSzB4GMLM1wJPA1sn9DuLxIOicc/UmPXdoOVtgf0nzI9vJGXfaGng+8noF3QNZwXMkjQR2Ax6I7D49rD69XNImJf0eYvAg6JxzLpd7zGxCZJuZcVxZ0mQWIfOeI2kgcCPwVTN7M9w9A9gBGA+sBH5VSubj8DZB55yrNykLtnLEqw5dAWwTeT0CaI17jqR+BAHwGjO7qfPWtir9s6RLgVuKyXoxvCTonHN1p8yqULO4vUPnAaMljZLUHzgGmJVxzizg+LCX6N7AG2a2UpKAPwBPmtmvowkkDYu8PAJ4vMRfREFeEnTOuXrTQ0spmVmbpNOBFqAPcLmZLZJ0Snj8YmA2cCiwFFgHnBgm3xc4DnhM0qPhvu+Y2WzgPEnjw0wsB75Y5sPk5EHQOedcycKgNTtj38WRnw34UpZ095K9vRAzOy7hbObkQdA55+pNIivLN8aUMR4EnXOu3lgSHWOSyUq1844xzjnnGpaXBJ1zrt5YKtjKukZjFAU9CDrnXL1Jok2wQepDvTrUOedcw/KSoHPO1ZskOsaUm75GeBB0zrl6k8hg+cbgQdA55+pNIivLN0YQ9TZB55xzDctLgs45V48apCRXLg+CzjlXb1KpYCtHgwRRrw51zjnXsLwk6Jxz9cYn0I7Ng6BzztUd7x0alwdB55yrNylfRSIubxN0zjnXsLwk6Jxz9cYMK3MVCWuQoqAHQeecqzc+d2hsXh3qnHOuYXlJ0Dnn6k0iE2g3RknQg6BzztUbM58xJiavDnXOOdewvCTonHP1JpGllJLJSrXzIOicc3XGLIWVWR1a7hCLWuFB0Dnn6k0ic4cmkpOq522CzjnnGpaXBJ1zrt6kDOQTaMfhQdA55+qOQdlteo0RBL061DnnXMPykqBzztUZS1n5E2A3RudQD4LOOVd3LJVAdWhjREGvDnXOuTpjFpYGy9liFiQlHSLpaUlLJZ2V5bgkXRgeXyhp90JpJW0qaY6kJeG/myTxe8nGg6BzzrmSSOoDXARMBcYCx0oam3HaVGB0uJ0MzIiR9izgTjMbDdwZvq4Irw51zrn68t5z9jSr7bmyLrKWNwHeK3DaRGCpmS0DkHQdMA14InLONOAqMzPgfklDJA0DRuZJOw04IEx/JXA38K2yHigHD4LOOVdfzn2FF29O6FoTJc2PvJ5pZjMjr7cGno+8XgHslXGNbOdsXSDtlma2EsDMVkraovRHyM+DoHPO1REzWws8lNDlHiKsvsxB2bIQ85w4aSvO2wSdc86VagWwTeT1CKA15jn50q4Kq0wJ/12dYJ678CDonHOuVPOA0ZJGSeoPHAPMyjhnFnB82Et0b+CNsKozX9pZwAnhzycAf6/UA3h1qHPOuZKYWZuk04EWoA9wuZktknRKePxiYDZwKLAUWAecmC9teOlzgeslnQQ8B0yv1DPIGmSSVOeccy6TV4c655xrWB4EnXPONSwPgs455xqWB0HnnHMNy4Ogc865huVB0DnnXMPyIOicc65h/X+kS1LtYytEFAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 504x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "_, ax = plt.subplots(1, figsize=(7, 7))\n",
    "ds.snd.isel(time=0).plot(ax=ax, robust=True);\n",
    "bbox_latlon_gs.plot(ax=ax, edgecolor='red', facecolor='none');"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77544a5e-a054-4f2e-b650-18b733e73ccd",
   "metadata": {},
   "source": [
    "Select on the WY domain and plot these zoomed maps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a8dcfb6e-1ce4-4afe-a82c-e45e8f2601f3",
   "metadata": {},
   "outputs": [],
   "source": [
    "wy_ds = ds.sel(\n",
    "    latitude=slice(bbox['latmax'], bbox['latmin']),\n",
    "    longitude=slice(bbox['lonmin'], bbox['lonmax'])\n",
    ").copy(deep=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9518260b-6264-4816-9dcd-426be23f6e70",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
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       "\n",
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       "  fill: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (longitude: 168, latitude: 222, time: 3)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float64 -111.2 -111.1 -111.1 ... -109.5 -109.5\n",
       "  * latitude     (latitude) float64 44.58 44.57 44.56 ... 42.39 42.38 42.37\n",
       "  * time         (time) datetime64[ns] 2019-05-01 2019-05-11 2019-05-21\n",
       "Data variables:\n",
       "    spatial_ref  int64 0\n",
       "    snd          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    grid_mapping:  spatial_ref</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-3c3ce0c9-8480-4873-99b9-37021e48fcf0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3c3ce0c9-8480-4873-99b9-37021e48fcf0' 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'>longitude</span>: 168</li><li><span class='xr-has-index'>latitude</span>: 222</li><li><span class='xr-has-index'>time</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4744272d-0986-4d00-9949-28474eb80a00' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4744272d-0986-4d00-9949-28474eb80a00' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-111.2 -111.1 ... -109.5 -109.5</div><input id='attrs-3826ee55-de28-47b8-bb63-bc5abb5beaf4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3826ee55-de28-47b8-bb63-bc5abb5beaf4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3897e1e6-013d-49a7-95a3-6dbb43b97af5' class='xr-var-data-in' type='checkbox'><label for='data-3897e1e6-013d-49a7-95a3-6dbb43b97af5' title='Show/Hide data 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([-111.1551, -111.1451, -111.1351, -111.1251, -111.1151, -111.1051,\n",
       "       -111.0951, -111.0851, -111.0751, -111.0651, -111.0551, -111.0451,\n",
       "       -111.0351, -111.0251, -111.0151, -111.0051, -110.9951, -110.9851,\n",
       "       -110.9751, -110.9651, -110.9551, -110.9451, -110.9351, -110.9251,\n",
       "       -110.9151, -110.9051, -110.8951, -110.8851, -110.8751, -110.8651,\n",
       "       -110.8551, -110.8451, -110.8351, -110.8251, -110.8151, -110.8051,\n",
       "       -110.7951, -110.7851, -110.7751, -110.7651, -110.7551, -110.7451,\n",
       "       -110.7351, -110.7251, -110.7151, -110.7051, -110.6951, -110.6851,\n",
       "       -110.6751, -110.6651, -110.6551, -110.6451, -110.6351, -110.6251,\n",
       "       -110.6151, -110.6051, -110.5951, -110.5851, -110.5751, -110.5651,\n",
       "       -110.5551, -110.5451, -110.5351, -110.5251, -110.5151, -110.5051,\n",
       "       -110.4951, -110.4851, -110.4751, -110.4651, -110.4551, -110.4451,\n",
       "       -110.4351, -110.4251, -110.4151, -110.4051, -110.3951, -110.3851,\n",
       "       -110.3751, -110.3651, -110.3551, -110.3451, -110.3351, -110.3251,\n",
       "       -110.3151, -110.3051, -110.2951, -110.2851, -110.2751, -110.2651,\n",
       "       -110.2551, -110.2451, -110.2351, -110.2251, -110.2151, -110.2051,\n",
       "       -110.1951, -110.1851, -110.1751, -110.1651, -110.1551, -110.1451,\n",
       "       -110.1351, -110.1251, -110.1151, -110.1051, -110.0951, -110.0851,\n",
       "       -110.0751, -110.0651, -110.0551, -110.0451, -110.0351, -110.0251,\n",
       "       -110.0151, -110.0051, -109.9951, -109.9851, -109.9751, -109.9651,\n",
       "       -109.9551, -109.9451, -109.9351, -109.9251, -109.9151, -109.9051,\n",
       "       -109.8951, -109.8851, -109.8751, -109.8651, -109.8551, -109.8451,\n",
       "       -109.8351, -109.8251, -109.8151, -109.8051, -109.7951, -109.7851,\n",
       "       -109.7751, -109.7651, -109.7551, -109.7451, -109.7351, -109.7251,\n",
       "       -109.7151, -109.7051, -109.6951, -109.6851, -109.6751, -109.6651,\n",
       "       -109.6551, -109.6451, -109.6351, -109.6251, -109.6151, -109.6051,\n",
       "       -109.5951, -109.5851, -109.5751, -109.5651, -109.5551, -109.5451,\n",
       "       -109.5351, -109.5251, -109.5151, -109.5051, -109.4951, -109.4851])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>44.58 44.57 44.56 ... 42.38 42.37</div><input id='attrs-125c9d1c-3b70-416e-807a-25f3c6834aea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-125c9d1c-3b70-416e-807a-25f3c6834aea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc984f45-2119-4e80-b049-ce37aafd689c' class='xr-var-data-in' type='checkbox'><label for='data-fc984f45-2119-4e80-b049-ce37aafd689c' title='Show/Hide data 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([44.576647, 44.566647, 44.556647, ..., 42.386647, 42.376647, 42.366647])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-05-01 2019-05-11 2019-05-21</div><input id='attrs-4fdbad52-e21c-4619-8f9e-a61ce6116ccc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4fdbad52-e21c-4619-8f9e-a61ce6116ccc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34bb0976-1745-4500-8e4e-d2b4e1060145' class='xr-var-data-in' type='checkbox'><label for='data-34bb0976-1745-4500-8e4e-d2b4e1060145' title='Show/Hide data 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;2019-05-01T00:00:00.000000000&#x27;, &#x27;2019-05-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-05-21T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3785ceee-ecec-43c4-9b9b-0726b89c200c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3785ceee-ecec-43c4-9b9b-0726b89c200c' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</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-a3104d4d-3bfe-45c8-b218-b95318445dfa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a3104d4d-3bfe-45c8-b218-b95318445dfa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e2f2efc-fb23-4f01-a8bf-cef4c6788615' class='xr-var-data-in' type='checkbox'><label for='data-1e2f2efc-fb23-4f01-a8bf-cef4c6788615' title='Show/Hide data 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>-125.01010007469871 0.01 0.0 50.01164712276346 0.0 -0.01</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snd</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f5c55be5-b90a-45d1-aebc-86406bba68f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5c55be5-b90a-45d1-aebc-86406bba68f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81aec354-ff3f-4712-922f-288ddc2371c2' class='xr-var-data-in' type='checkbox'><label for='data-81aec354-ff3f-4712-922f-288ddc2371c2' title='Show/Hide data 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>snow_depth</dd><dt><span>standard_name :</span></dt><dd>snow_depth</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[111888 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5b5277ba-8a42-4427-bb75-bb0b3a7c42d6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5b5277ba-8a42-4427-bb75-bb0b3a7c42d6' 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>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (longitude: 168, latitude: 222, time: 3)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float64 -111.2 -111.1 -111.1 ... -109.5 -109.5\n",
       "  * latitude     (latitude) float64 44.58 44.57 44.56 ... 42.39 42.38 42.37\n",
       "  * time         (time) datetime64[ns] 2019-05-01 2019-05-11 2019-05-21\n",
       "Data variables:\n",
       "    spatial_ref  int64 0\n",
       "    snd          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    grid_mapping:  spatial_ref"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wy_ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "483ff66d-494d-4836-a732-5d4d9014e353",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x216 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "wy_ds.snd.plot(col='time', col_wrap=3, robust=True);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a7b768a0-6192-4601-b5b7-1df8699b1353",
   "metadata": {},
   "source": [
    "Filter out zeros in the map plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f711803e-f08b-4209-ab5a-1f920afd8e38",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x216 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "wy_ds.snd.where(wy_ds.snd > 0.001).plot(\n",
    "    col='time', col_wrap=3, robust=True, vmin=0, extend='max');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5b361b95-f174-4184-bb05-45592900673f",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:snowmodelaws]",
   "language": "python",
   "name": "conda-env-snowmodelaws-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}