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    "# HGEFS\n",
    "\n",
    "In December 2025, NOAA announced the release of three AI global forecasting systems.\n",
    "\n",
    "[NOAA deploys new generation of AI-driven global weather models](https://www.noaa.gov/news-release/noaa-deploys-new-generation-of-ai-driven-global-weather-models)\n",
    "\n",
    "All three models are available for download in Herbie:\n",
    "\n",
    "- `model=\"aigfs\"`\n",
    "\n",
    "- `model=\"aigefs\"`\n",
    "\n",
    "- `model=\"hgefs\"`\n",
    "\n",
    "This notebook demonstrates how to download and use HGEFS data using Herbie.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "49ccc859",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "from herbie import Herbie, paint\n",
    "from herbie.toolbox import EasyMap, ccrs, pc"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "466b18b1",
   "metadata": {},
   "source": [
    "There are two available products: \n",
    "\n",
    "- `product=\"sfc\"`\n",
    "- `product=\"pres\"`\n",
    "\n",
    "You must specify the member\n",
    "\n",
    "- `member=\"spr\"`\n",
    "- `member=\"avg\"`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "cd3f7ac0",
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   "outputs": [
    {
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     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=hgefs ┊ \u001b[3mproduct=sfc\u001b[0m ┊ \u001b[38;2;41;130;13m2026-Feb-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ nomads\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ local\u001b[0m\n"
     ]
    },
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     "data": {
      "text/plain": [
       "\u001b[48;2;255;255;255m\u001b[38;2;136;33;27m▌\u001b[0m\u001b[38;2;12;53;118m\u001b[48;2;240;234;210m▌\u001b[38;2;0;0;0m\u001b[1mHerbie\u001b[0m HGEFS model \u001b[3msfc\u001b[0m product initialized \u001b[38;2;41;130;13m2026-Feb-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=nomads\u001b[0m"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2026-02-01\", model=\"hgefs\", product=\"sfc\", member=\"avg\")\n",
    "H"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "52dcbd8c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/hgefs/prod/hgefs.20260201/00/ensstat/products/atmos/grib2/hgefs.t00z.sfc.avg.f000.grib2'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show all available sources\n",
    "H.SOURCES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2d3e379c",
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       "   grib_message  start_byte   end_byte            range reference_time  \\\n",
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       "2             3     1680811  2131433.0  1680811-2131433     2026-02-01   \n",
       "3             4     2131434        NaN         2131434-     2026-02-01   \n",
       "\n",
       "  valid_time variable              level forecast_time         ?  \\\n",
       "0 2026-02-01     UGRD  10 m above ground           anl  ens mean   \n",
       "1 2026-02-01     VGRD  10 m above ground           anl  ens mean   \n",
       "2 2026-02-01      TMP   2 m above ground           anl  ens mean   \n",
       "3 2026-02-01    PRMSL     mean sea level           anl  ens mean   \n",
       "\n",
       "                             search_this  \n",
       "0  :UGRD:10 m above ground:anl:ens mean:  \n",
       "1  :VGRD:10 m above ground:anl:ens mean:  \n",
       "2    :TMP:2 m above ground:anl:ens mean:  \n",
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   "source": [
    "H.inventory()"
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   "cell_type": "code",
   "execution_count": 5,
   "id": "bcc060e8",
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      "/home/blaylock/GITHUB/Herbie/.venv/lib/python3.13/site-packages/cfgrib/xarray_store.py:51: FutureWarning: In a future version of xarray the default value for compat will change from compat='no_conflicts' to compat='override'. This is likely to lead to different results when combining overlapping variables with the same name. To opt in to new defaults and get rid of these warnings now use `set_options(use_new_combine_kwarg_defaults=True) or set compat explicitly.\n",
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       "}\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",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\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",
       "  border-color: var(--xr-background-color-row-even);\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",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\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-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\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",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 8MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    time                 datetime64[ns] 8B 2026-02-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "    valid_time           datetime64[ns] 8B 2026-02-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u10                  (latitude, longitude) float32 4MB -6.69 -6.7 ... -5.87\n",
       "    v10                  (latitude, longitude) float32 4MB -0.96 -0.93 ... 1.48\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hgefs\n",
       "    product:                 sfc\n",
       "    description:             Hybrid Global Ensemble Forecast System (HGEFS)\n",
       "    remote_grib:             https://nomads.ncep.noaa.gov/pub/data/nccf/com/h...\n",
       "    local_grib:              /home/blaylock/data/hgefs/20260201/subset_afeff9...\n",
       "    search:                  GRD:10 m</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-d9973062-8598-40c8-b5f2-b603f255e015' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d9973062-8598-40c8-b5f2-b603f255e015' 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'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-44ba66a1-3a5b-416d-bdc0-4e5fe39ae43f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-44ba66a1-3a5b-416d-bdc0-4e5fe39ae43f' 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'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-c198ddec-4e86-48c5-a88b-5492a310c2c3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c198ddec-4e86-48c5-a88b-5492a310c2c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f165da58-9f57-4a67-b260-99f5243683aa' class='xr-var-data-in' type='checkbox'><label for='data-f165da58-9f57-4a67-b260-99f5243683aa' title='Show/Hide data 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_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ], shape=(721,))</pre></div></li><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'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-efa59b4c-b634-4ad1-91af-f68a41eec7d9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-efa59b4c-b634-4ad1-91af-f68a41eec7d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c285c381-7dcf-423c-b618-6ea7c9592220' class='xr-var-data-in' type='checkbox'><label for='data-c285c381-7dcf-423c-b618-6ea7c9592220' title='Show/Hide data 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_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
       "       3.5975e+02], shape=(1440,))</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'>2026-02-01</div><input id='attrs-0baa39ef-60f7-4fe9-998c-dd597d5222c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0baa39ef-60f7-4fe9-998c-dd597d5222c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-869aed14-136c-4633-a862-8ad17da08d97' class='xr-var-data-in' type='checkbox'><label for='data-869aed14-136c-4633-a862-8ad17da08d97' title='Show/Hide data 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2026-02-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-20613fac-595c-47ed-a524-617f531fa36a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-20613fac-595c-47ed-a524-617f531fa36a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-56fdd690-59d6-4594-8473-af0c9be5b1bd' class='xr-var-data-in' type='checkbox'><label for='data-56fdd690-59d6-4594-8473-af0c9be5b1bd' title='Show/Hide data 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-87736ca2-4012-4695-a90a-8e754206b374' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-87736ca2-4012-4695-a90a-8e754206b374' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d66e45f6-358d-4e6b-88c6-c9adc9c769cb' class='xr-var-data-in' type='checkbox'><label for='data-d66e45f6-358d-4e6b-88c6-c9adc9c769cb' title='Show/Hide data 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2026-02-01</div><input id='attrs-efb46da1-108c-40d2-8522-b0d7251b701d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-efb46da1-108c-40d2-8522-b0d7251b701d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-202faca9-e81b-49ca-9907-9db57d639286' class='xr-var-data-in' type='checkbox'><label for='data-202faca9-e81b-49ca-9907-9db57d639286' title='Show/Hide data 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</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2026-02-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-d3fcfb42-48f8-4ca4-813c-ae20d70b39de' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3fcfb42-48f8-4ca4-813c-ae20d70b39de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fe4a0e0-aaed-4ba4-b1de-8e0b7755b08e' class='xr-var-data-in' type='checkbox'><label for='data-3fe4a0e0-aaed-4ba4-b1de-8e0b7755b08e' title='Show/Hide data 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>HGEFS model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-61dc886b-5507-447c-a922-cd2a0d21c574' class='xr-section-summary-in' type='checkbox'  checked><label for='section-61dc886b-5507-447c-a922-cd2a0d21c574' 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>u10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-6.69 -6.7 -6.7 ... -5.87 -5.87</div><input id='attrs-f54a15e7-f1fc-47d9-9bd3-ebcd774b0db1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f54a15e7-f1fc-47d9-9bd3-ebcd774b0db1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-992e8ae6-40c0-4aa3-81ce-53a6bfe3ba73' class='xr-var-data-in' type='checkbox'><label for='data-992e8ae6-40c0-4aa3-81ce-53a6bfe3ba73' title='Show/Hide data 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>GRIB_paramId :</span></dt><dd>165</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre U wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>u-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shapeOfTheEarth :</span></dt><dd>6</dd><dt><span>GRIB_shortName :</span></dt><dd>10u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_totalNumber :</span></dt><dd>62</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[-6.69, -6.7 , -6.7 , ..., -6.68, -6.68, -6.69],\n",
       "       [-6.87, -6.88, -6.88, ..., -6.86, -6.86, -6.87],\n",
       "       [-7.06, -7.07, -7.07, ..., -7.04, -7.05, -7.06],\n",
       "       ...,\n",
       "       [-5.58, -5.58, -5.58, ..., -5.56, -5.57, -5.57],\n",
       "       [-5.73, -5.73, -5.74, ..., -5.71, -5.72, -5.72],\n",
       "       [-5.88, -5.89, -5.89, ..., -5.86, -5.87, -5.87]],\n",
       "      shape=(721, 1440), dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.96 -0.93 -0.9 ... 1.54 1.51 1.48</div><input id='attrs-f7611f3f-a154-4848-bd41-3066199b6d42' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7611f3f-a154-4848-bd41-3066199b6d42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8662efd4-4e1a-4109-b048-bad7746e61a1' class='xr-var-data-in' type='checkbox'><label for='data-8662efd4-4e1a-4109-b048-bad7746e61a1' title='Show/Hide data 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>GRIB_paramId :</span></dt><dd>166</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre V wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>v-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shapeOfTheEarth :</span></dt><dd>6</dd><dt><span>GRIB_shortName :</span></dt><dd>10v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_totalNumber :</span></dt><dd>62</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[-0.96, -0.93, -0.9 , ..., -1.05, -1.02, -0.99],\n",
       "       [-1.14, -1.11, -1.08, ..., -1.23, -1.2 , -1.17],\n",
       "       [-1.37, -1.35, -1.32, ..., -1.47, -1.44, -1.41],\n",
       "       ...,\n",
       "       [ 0.94,  0.92,  0.89, ...,  1.02,  0.99,  0.97],\n",
       "       [ 1.3 ,  1.27,  1.25, ...,  1.37,  1.35,  1.32],\n",
       "       [ 1.46,  1.43,  1.41, ...,  1.54,  1.51,  1.48]],\n",
       "      shape=(721, 1440), dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ae92abe9-ae85-4f7b-a20f-1322d9da8e7d' class='xr-section-summary-in' type='checkbox'  ><label for='section-ae92abe9-ae85-4f7b-a20f-1322d9da8e7d' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>2</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>hgefs</dd><dt><span>product :</span></dt><dd>sfc</dd><dt><span>description :</span></dt><dd>Hybrid Global Ensemble Forecast System (HGEFS)</dd><dt><span>remote_grib :</span></dt><dd>https://nomads.ncep.noaa.gov/pub/data/nccf/com/hgefs/prod/hgefs.20260201/00/ensstat/products/atmos/grib2/hgefs.t00z.sfc.avg.f000.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/hgefs/20260201/subset_afeff9f0__hgefs.t00z.sfc.avg.f000</dd><dt><span>search :</span></dt><dd>GRD:10 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 8MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    time                 datetime64[ns] 8B 2026-02-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "    valid_time           datetime64[ns] 8B 2026-02-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u10                  (latitude, longitude) float32 4MB -6.69 -6.7 ... -5.87\n",
       "    v10                  (latitude, longitude) float32 4MB -0.96 -0.93 ... 1.48\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hgefs\n",
       "    product:                 sfc\n",
       "    description:             Hybrid Global Ensemble Forecast System (HGEFS)\n",
       "    remote_grib:             https://nomads.ncep.noaa.gov/pub/data/nccf/com/h...\n",
       "    local_grib:              /home/blaylock/data/hgefs/20260201/subset_afeff9...\n",
       "    search:                  GRD:10 m"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"GRD:10 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5b37df65",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'HGEFS Ensemble Mean')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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FYmzfvp1HHnmE73//+9xyyy1s27aNJUuWjHsbCQZfAGAdEyCZC3PxxRdz88038+Uvf5nvf//7XHLJJdx4443cdtttyQfHgQMH6O3tTZvzM7zAwfBtJm6smpqalJ8Pz8tRFIU5c+YM+SxRZe7w4cMpx9De3k5PTw8/+9nP+NnPfpbVODNx22238V//9V9s376dBx54gHe9610pa6EfPHgQKSVf/OIX+eIXv5h2uzNnzsQ0Te655x5+/OMf09DQgGEYyWUGx60mGO3c2djY2NjYvFXweDwAI9puAMmcDo/Hg2EYI3KHi4uLhxj9qewUt9tNaWnpiM87OztHHdvgvJo1a9awceNGvva1rwGwbNkyfD4fL7/8MjU1Nbz++uu8853vHHWdqcY53A5ITFDPnz9/yHIOh2OEHZUOl8vFv/3bv/Fv//ZvHD9+nOeff5577rmHBx98EIfDwW9/+9shyw/f1ty5c1EUJWmfHThwACnliOUGjy2xHMD73//+tGPr7e0lGo0SDodTrm/hwoVJMXWymDLVzxJl6Xbu3DmkpnhZWVlSJAw/eZOJ0+nknHPO4ZxzzmHBggXcfvvtPPTQQ6PmjuRCujLPciDpXgjBH//4RzZt2sSjjz7Kk08+yR133MF3v/tdNm3aRH5+PqZpUl5ezv33359yXWVlZVltc7SxjIdEXs573/vetDfIcM9dJtasWcPcuXP5zGc+Q0NDA7fddlvG7d55551pZwzmzZsHWFVbvvjFL3LHHXfw1a9+leLiYhRF4TOf+cyIvCKY3ONlY2NjY2MznZgxYwYAx48fH/G348ePU1xcjMvl4vDhw9TV1Q35+4YNG4Yk4qd6v47nnXvGGWdQUFDASy+9xDXXXENXV1fSU6MoCmvWrOGll15i7ty5xGKxrPJpxjumsTBjxgze9a53cfPNN7N06VIefPBB7rvvPjQtvSk/fMLXNE2EEDz++OMpx5+IlkrYPd/+9rc588wzU647Pz8/pYg9lUwZUXP11Vejqir333//lEu4TniaUt2sJ4O1a9eydu1avv71r/PAAw/wnve8h9///vd86EMfYu7cuTz99NOcf/75yZmSycQ0Terr64f0ANq/fz9gVVdLRVlZGQUFBRiGkbUXazTe/e5387WvfY3FixenveESMyEOh2PU7f7xj3/k0ksvHdEDqaenZ8TskI2NjY2Njc0JZs6cSVlZWcrm15s3b06+pysrK0e05kjVHHMiUVWVtWvX8vLLL/PSSy/h8/lYvnx58u/nnXcef/jDH5KTnNmKmtFIpEscOHCAyy67LPl5PB6noaFhzPvtcDhYsWIFBw4cSIaOJThw4MAQ0Xjw4EFM00zaZ3PnzkVKSV1d3YhejoOZO3cuAD6fL6P9VFZWhsfjSXp2BrNv375cd23cTJmSzrW1tdxxxx08/vjj/PCHP0y5zGTPgm/YsCHlNhLus4ULF07q9ofT3d09YjyJB0NCHd96660YhsFXv/rVEd/XdX1S6pgPPj9SSn74wx/icDi4/PLLUy6vqio333wzDz/8cMrKcmPpNvyhD32Iu+66K2NJx/Lyci655BJ++tOfphSkg7erquqIY/3QQw8lc25sbGxsbGxs0nPzzTfz2GOPDans9cwzz7B//37e8Y53AFZ+zRVXXDHkJxG2NZlccMEFtLe3c++997JmzZpkDi1Yombfvn385S9/oaSkhMWLF0/INletWkVZWRk/+clPhlTjve+++7KyzQ4cOMDRo0dHfN7T08Mrr7yC3+8fEY3zox/9aMj/f/CDHwAke/S8/e1vR1VVvvzlL4+weaSUyXC+lStXMnfuXL7zne+MSAuBE/aTqqqsX7+eP//5z0PGumfPHp588slR93GimTKeGoC7776bhoYGPvWpT/H73/+e66+/nvLycjo6Onj55Zd59NFHUwqL/fv3pwxNq6ioYN26dVlv/1Of+hShUIibbrqJRYsWEYvF2LhxI3/4wx+YPXs2t99++6jr0HU9bZjcTTfdhNfrzXo8//M//8OPf/xjbrrpJubOnUt/fz8///nP8fl8XHPNNYCVd/PRj36Ub37zm2zbto0rr7wSh8PBgQMHeOihh7jnnnu45ZZbst7maLjdbp544gne//73s2bNGh5//HH++te/8oUvfGHEzTWYb33rW2zYsIE1a9bw4Q9/mCVLltDV1cXWrVt5+umn6erqymkcs2bN4ktf+tKoy/3oRz/iggsuYPny5Xz4wx9mzpw5tLa28sorr3Ds2LFkH5rrrruOr3zlK9x+++2cd9557Nixg/vvvz/ruFcbGxsbG5vTkUSjx0R7g0cffZRjx44Blt2UyMH9whe+wEMPPcSll17Kpz/9aQKBAN/+9rdZvnx5VvbTZJLwvrzyyisjbIe1a9cihGDTpk1cf/31KXN0x4LD4eBrX/saH/3oR7nssst45zvfSUNDA/fee29WtsX27du57bbbuPrqq7nwwgspLi6mqamJ//mf/6G5uZm77757RAhZQ0MDN9xwA1dddRWvvPIKv/3tb7ntttuSXqG5c+fyta99jX/913/l8OHD3HjjjRQUFNDQ0MAjjzzCRz7yEe68804UReEXv/gFV199NUuXLuX2229n5syZNDU1sWHDBnw+H48++igAX/7yl3niiSe48MIL+fjHP46u6/zgBz9g6dKlvPnmmxNyLLNmssqqpSqvO5iLL754SEnnBLquy3vvvVdedtllsri4WGqaJktLS+Xll18uf/KTn8hwODxkeTKUdB5cLu/973+/9Hq9Gcf8+OOPyzvuuEMuWrRI5ufnS6fTKefNmyc/9alPydbW1lH3OVNJZ0A2NDRkPDaJMoGJMspbt26V7373u2Vtba10uVyyvLxcXnfddfK1114bse2f/exncuXKldLj8ciCggK5fPly+S//8i+yubk5uUyiLPJwAPmJT3xiyGcNDQ0SkN/+9reH7J/X65WHDh2SV155pczLy5MVFRXyrrvuGlEOmWElnaWUsrW1VX7iE5+QNTU10uFwyMrKSnn55ZfLn/3sZ6Me23RjH0y643ro0CH5vve9T1ZWVkqHwyFnzpwpr7vuOvnHP/4xuUwkEpH//M//LGfMmCE9Ho88//zz5SuvvJK2lONDDz2U8nilKnVpY2NjY2MzXUm0g8hk1yTYuXNn0j4oKiqS73nPe2RLS0tW20mUJR7cHkLK9PZbOjsyFcFgUGqaJgH597//fcTfV6xYIQH5H//xHym3Mx474Mc//rGsq6uTLpdLrlq1Sr7wwgsj1pmK1tZW+a1vfUtefPHFcsaMGVLTNOn3++Vll102xH6R8sSx2717t7zllltkQUGB9Pv98pOf/OQIu1lKKR9++GF5wQUXSK/XK71er1y0aJH8xCc+Ifft2zdkuTfeeEO+/e1vlyUlJdLlcslZs2bJW2+9VT7zzDNDlnv++eflypUrpdPplHPmzJE/+clPkmM6mQgp7cxmGxsbGxsbGxsbm+nIl770Jb785S/T3t7+ls4DnjI5NTY2NjY2NjY2NjY2NmPBFjU2NjY2NjY2NjY2NtMaW9TY2NjY2NjY2NjY2Exr7JwaGxsbGxsbGxsbG5tpje2psbGxsbGxsbGxsbGZ1tiixsbGxsbGxsbGxsZmWjMpzTcjkciQ7qk2NjY2NjY2NjY2Nm9NnE4nbrd7Urcx4aLmzWMdnLVkIWZ/bh3ibWxsbGxsbGxsbGxOPyorK2loaJhUYTPhokaTBmZ/FzP+34Mo7ryJXr2NjY2NjY2NjY2NzTTBjIQ4/pVbicVi00vUJFDceShu72St3sbmtGfOAsepHoKNzWlH/f74qR6CjY2Njc0kMGmixsbGZmzYYsbGZvI4GfeXLZxsbGxsTj4TLmoCMX2iV2lj85bBFjQ2NtOfU3kf24LKxsbmrYrtqbGxmQLYYsbGxmYiGO+zxBZFNpOBtrX5VA/htEY/u+pUD2FKYIsaG5spQMKQsMXN6cmFleFTPQQb4MUWz6kewpQn3TPIFjvTC1tEvLWY6PM9XUWSLWpsbKYQk2U42GJpcrFFy/Rgss/T6SyaBj9DbIEzdbHFjM1EMJ7r6FQKogkXNflOWyfZZGa6P3Sn4wzGyTBC3srCKZUxawudtx4Tdc6nujhKda/bQic3pvt70MYmHdrW5lNmJ9kKxGZCmA6uT/slMrlMtFEz3UVStobpdBQ/q73HTvUQJoXNwepTPQRg9GtiKooeW+jY2Ly1mQoTvraosRkzkykShq97Im6WTOvIZV8GLzsVbuLTlZNpEJ1KATWagTodRc90ZTSxNpVFz1QWOm8VcWNPnNnYnFomvqRzODbRq7SZouhnV520h3iu28lVbNji5K3N1Da6xm6sTpYgShj3p6vHJh1j2d+TJYSGn+upIHKm9n018Qx/j9gix+atRLrrXT+7Cgzz5Ixholco4tbAtW3HUZx5trFoM+lM52tssl560/mYwKkxBrobd2T8u79m+aRtO9P5ysUwHO5xymTYToTgeauKm1zI5thMhvAZfH6ngsB5q2ALGRuboWhbmzFjoZOzrUnfQCblZjNtOVkP7tP9Okm3f+M9vhN5fibiHEzEeEYTHaMxmijxV85F9B5EBJvA1JF+F5g6woiDoUPTbus3gKKAUK3fg/4tFZWCQg1U6/9CGfitJpZVEYqC8HhQ/aVoxaWoxaWIPA0hxJDxjEfMZMNgQ3c8AmeyBc3SBTKr5XbtF6MvNEXJdAwnQvCcKoFzOufZ2OLFxmbqccpyanJ5IJzuhu10ZKLOSabr4K103kccB2lCtBsR7YVYDyIeAiMCRgShR4mFuhBSAtZP4t9SKBhaAUgDxdQRMo4w4ygyjpA6EgFCRaIghWWMS6HgyPMPGOYacuA3QgNFw9ls/VuqTlDdGIuqkE4PuPOR+SWWAT8B5CpaMoqUeAgRbkWE2hDhVgi1IbZvAKEAwvotFPR4xPq/NNH0fuLOUmLOEqTQoMWwjhEaUjiRQiG/bA6B9sMMPe4mSIlAAjqhtjhe/wzrHCZ/4piVXpCGJZSi3Yj+HTijXRhdnQhNw1dRgresGG9pCd7yEuaUlrBmlk59/hKceaMZopbYOh1n5HftF1kJm1TLjFfoZCuoJmJb6UgleKZKbs9bmZMZfm1jY5MdE1/S2TPxCbe24Xv6cjqfv7TXrZQQbkPpO0ysfQ9SKMSFhqHmEXOWAeDr2YJqhjFUL4aah6m4kMKBVByYigNcM5BCAAJQkAJAQUgdTe9HKm50TUMqDqSwviOFZhne0kRIE4EB0kBIk4hp/V/olgEuiCAGDHIhDVzeQhQjBkYU5flXEUYE4iEww8iCUqSvDKPuTIwlF2V9fDKJmJSCJR6wtITDC8O8Gt2NO3BE28kL7kOL96GYMXStgLijEF3zYbhmY3pcgLSOPwMixJ0QhgLd4UcqmR+JXf0RcFeOOubRooelE2QBRABmS/SFeUT6OxH9HRQrPRj7Wsl/7U1eOdCAqet48t1U1JTysa+/B1VVUq5zc7D6lBQVSBjYqQTV4Fn5ya6QONgrkOo4jMWjNFhQTSVPUGJfbHFzarDFjI3N1GTaVz+zK1G9NZiq4W5DxmXEINZrzcLH+sCMg6mDEUXEg6CHLCEQbkMiiDvL0B1+BBIhdRyxTryBvQgzTqBgKWHvvBHGezZEc1g22zyRIUa6EYdoFyLUiggcRenag9LbBoqKMXcl2pb9iFj/gGcpijCi1rExo8R6WwbEFPgYOQvuKJ6DLJyH1MOI4HFEsBkRbEb2HkYxY5ZTBQVDy0fXCjC0Agw1D6fQKOp+BYC+wrOIeGosT9MkkO6YKc0voB7bgEQMeG1GR6ouUJxo2yxvD2aMgGl5XcKAdBfgXjgXtbaOulWzeD1SO+T7gw31wYauoesoqjoipG2sJARLQqRkez9qjC9sMNP1OXwMR7ee2Nb2FOu5Hyf62VVJ8ZMQPqOJnakkZiaCCyvDp9SjN92aeNoCxsZm+jDtRc1gJqMMsM2p52S+VMa8LVPH8fo3rfn//Bpw+oiGA0ihIIWGqboxFR/SVYaRtxhDzU8tWKQlcKQyeSWGsxIysT6UttcR/UcRsR6IB60wKqEgzDjSWYjMq0B6ypGecoj1oDTuwX3fneAoQDp9oLpBdYHqJBLqxxQaUisYCH8j5f6bPcdwtb6OaoTQNR9xp5+4w49efC665gMEihlG0/tRB34csU6E1JPr8PW+ga/3DQB0NZ+usisGws4m95hJTznAEEEjFSeoTmReHjjcVqheOIAI9SH0hOCLWh4i00AMhBDK4pmIcC9ScVBw5Q1oM2vZ2d2B8fJRFjk6ifYHiPYFeKM/SLSvn2h/kFh/wPq8P4ARi6OoKg5vHk6vx/qd58GRl0fN2rN4+6Vlafdj+Oz/iy2eEWKmu3FHxmOSi5BJt57uxh1ZrWfw9zOtC4DGHRytWT7wbhgw7CunZ7GDk+2lySRApntPqXTYgsbGZnohpJTZBw1nwZZdR1i9bDazbv05ijNvIlc9odiC5+SReDHk2idmKpbHVA7/lXhfK6biBKwwLoRCxDUTd6QRd+QYhpJHzF1ByDsPU52690AmfN2bcUeGGnkShc6yKxFmFIfei6b3I8worshxpKJhLv8YOEaKtZxn6hO5QmMUIsKM4Yh14AkdQUiDnuLz8deuGNO6Jh1pQjyAiPZawsZdAqoTteFRlPat1iKqG8yYJRCdhZjFxUh3PnjyKaouRPEWsKzaiasgH2dBPudW9nP2GU4i4Tj+gElvb4TGo1289vpRXn1pDwcP9/Nv/341//APawBoMCNDhpTwTAwOK6vfH0fb2jziXCZERM6hhONgoqrUDRZmCQ9Ott6bVIyWfzMWj8/JEi7ZeG6milflZObjnpR3jpRW/mSsF2L9lpc/3g+aB+mrQ3qrQZmYvEUbm1OFGQtx5MEP09vbi8/nm7TtvGVFTSpsoXP6k+tLqrtxB6reT17gAM5oC+qAARjIXwLCSrYXZhxP+AhSqETclhGixXtxxtqIO0stT4OjEN1RhBSWGLISy02sZHPrN1IiFQ0prJ/xehdyQdGDOGMdeD0uRLgNEToOpolRNQc8Piu3pq8dpbMR6cpHls2CmA8cXqTqQT9rEbJs1piO71jIxVCeSHE8nmdEpu0OPw6+7lcRUifirsHQ8jG0fMvrg7XviXEkDPHV3mMsXSCZhZO9e1vZt3kz++v7kj89fXHmzspnwZLZLFhQzuVXLIJZ+WnHM1jYDA49SyVs0pHqHI1FkEzkczlV6JO2tZnuo9vwV8zGmF/ArLNncPFsa5mzHIc5vOcYUkrOOtNLSXk++YXurML6MomYkyVWTMPg4FMvEBvw6DV1RJCxGGqhHykliteLo6aOosNb6W1sJh4MEyssRwiB+6xzyFt9YXJdmUTNeITGyRAOk3XfZiLttS4lqhGkyOtA9DYg+hqssFpnETh9SGcBOAog3o/SdxhivciCWmTRAsySFaC5x7wvpwuDz2e2ETpTYVL0rYwtaqYQttg5tZyqh1H30e14+3fjCdUTzqsj4qnFVNxWaNhwwSElzmgLrmgLihFE1cOoZsiahVMtYxQzjpBGTmOIuiroLT5/zPswqvEfakVtfgnRewCzeiFm8UxKF84gfryJyLbNIE0cNXUEPDWYZbNQWlyWN2aAyS6zPBqTYawk1plNvl42HsZstp/OAzICaYK5FdHbhtDjVn6THievxItwuog3NiDjMWbMq6WwporCmhkU1swkv7KMtb7jWY0rwXBPTWLMY/XKpPveYG/JYNKFNA0uArDaeyylQEhZtGBfDEyTyvB2ottfwwj0Yvb3off2IeIRpOYBxQV6H6qvCNVfgt58FF95CarLSaSnl0h3H4oCBf58/GU+KmeVMWNWOTNmW79dHueQbZ7qRH4jFufhD3xmxOfuM89Bm1FN8Lm/I8PBlN/V568mfvkHR93GdDEWx/qsmEhR4wkcIC940CoCo7gI5S8i5ipPH44MKEYYZ7QdV+QYjlgHEU8NjjlXQV75mMY1lZiqttV0uaanE7aomeJM1ZvxdOZkP2h6GzZR3PEMEU8NwYKlyZnyrJESYcZQjRCqEcIdOoJTNSHejzRNYs4yy9MzUBZYmHFUI4hUXEnvTtRVaYUfjRNhRlGNEIoZQxhRFBnDq0QR4Ub0ZZeiL7sMPJZYUQ9sxvHi/YhYBOkqRrqLka4icORjVq61wqCGMRZxMx5vy+lGNte2fnYVhHrx/PpfUv49dtF7kIXlmFULhoju4eJguCgYjYS3JtciAelK3g4P+xo8xmzHFg3HeGqHTqCtg2BbBw1HezA62zF6OnEvOwvPmgtBghnsJ/D0X4kdaUAMFGCQqtvKDdNDSFcJ0uUHVwHSW0XsqhuomwN6WysLzWP462q5pPaE0S+lJNQfpq8rQFdrL4f3HmPDnzYBUFJZxOXf+3pWxyaXRP2Jqmj3YouHnt//ivDWVwfEsYlaVIxWPQvP2WtRC3woBYUovkIUV/pnTi4em7Hct5NdJW8sTJSwccQ6cEbbUPUgjngncWcJfYUrh9yvmfLCFD2IJ1SPJ3QE3eEjWLCUuLMk7fYns2HwWJiuz/HTXeSMd3ISRr/Wpq2o2VPfzJK5M097UZMN0/UGnspk83ARfQ1WYrvmsWZftTzLnT+GuOS+hlfI79uGM9pB3FmCrhVY49ADaPFuuksuxnBkeYNKiTewh7zA/sQHxJ0lhPPmEvXMzHlsCfw1ywkcfAZfzxaksIxD60UnEdJAMcI44r3gKkQ6vMhSKyfD9FdhLD4fnEMNLG1rMxhxAodfwhltwxFtxxnvBKCjbD2m5s1pbGNlut8/402ezmQ81s0R9P/1j4Q2v0zBNTeRd+4lCEUZtYRyOhExWeIm1csyVR5Lrjksz/9lM4/+6hkqz1hCUe1Mml0z0ErKUPILCD7/JMGD9ZahaBjWNR6bN9B7SYVoF0rvQUTXHkTwOCgq0lmEiPaANJCefJwFeQiPhxKfE0eeB4TAiMXQIzHrdzSGEY0R6emleN5sZl2wmurVZ+HwZD8BcSorkMlY1GoKq+V2jU5UCBqMfn9PlCE5lUTNYIQZp7D7FUASdc8k7ihBdxRmF3YsDQq7X0XXLGHjiLWj6f3kFfiRjgLwlCK9M2ASC87kwnR/lqdiqgmdiRAmk4nUo/S+/P3pJ2p27T/CsoWzKTz/swht6IzuVJs1OFWcjjf4hCNNRPtRlLYGcOdj+sqQRRWpDfDBxIM43viOtQqhgLPQKi2sRyyj3uUfmJn1I/MqkYVzT7j9oz0onW8mm05KLQ+ZVwHuUqvpZc9BIu37cMS6cEWtUJ6sjXxTxx1pxBM8hKb3YSouECqKESKYv4RQwaJxHS5XuJHCni3J/0fc1cSdJXhKZiUTTvVz6k58wTAQwS601/dZzT2jPcS7DqMaQRQjiGJGMRUPhmb1yTFUL1H3zIwCbqz39+l4P4xH0KSbmU8YwWagn+b//iEiEMeY+3ZwFgxZLtvjmamvSzYNH9MZ5akM31THYzxJ+YZh8rvv/S/HOmKc8+H3sE3MTrvtjMaHNDFmC5TmfWj7XkHpOIpUNWRRJfHll4PTTbk/ZnldnU6E04VwOBFOJ2fPkHj8hbgLc39BZyto0omIyao2NhHFANJ554Yz+Hkx2XkQp0rYjGpoSsPy4Mc6ccQ7EWYUQ83HVD2YihtD9QxUzrSuFyF1vEXllre9dQtGzRUoHW9gBlqIO0uQwoFiRtD0PlQ9iO4oJO4oJu4sIeYsHeH1Pxk22en4fB/MKQuPn+IiZjinlaixxczonO43fi6IzmO4H/pqyr9JZx6RO76f/stSom16GMf2p6z/uvwYVRcOCj1xIeIBiHaj9NYjXYUYs68Htx/RuQu14S/IkuVW5/d4CBE8BkLDLJqPWXulFXoVakXd9Ut0rYCopwZDzbOaYg40xwSBkAZC6ggzjivShDt01Ap5kTEMNZ+4q8zqs6LmE3NVjKkfTap9z+/bRl6oAWPWNZgV5ySvK+X4QdQ9LyH6OxD9nYhAtyV2XEXEDIGhejHVvAER48VQPdas9iicypyYqcp4Dc7Rwo3+9puniTccpOfCj6Ftb824bKbjm0loDCdd7kqC0Yz0TPs01lLKhmHyq3u3Uv/MS5TMryO25iqcC5fScMC611OFQo0wQMLtaAcfgnCHFV5ZPhPp8iLdXqR/BiIWRkSDzLhuHVrp0ByGsYaFjVfQZGIyvYO5MvxYZ5s3liqnbbxMVW/NcBQjjKoHUcwwihFBHfitGNa1ZhWSceDwVYARR+k5iFm6HLPmCrqb9pxYkZQoRghXtAVntBVntI2ou5I+/9rkIifTLjsdn/MJTrXHZrqIm2kraja9sZ9zz16YFDW2oJl8TuYDY7QbeFxjkSbKsb2ou55DbT0Ehmk1sERBevJBSmIXvRdZuzTjakRrA+5HvoVZUoPpr0TpClo9QKJdEOkEV7HlgVGdKO1WP5P4mf9kldLd91urClnxEqTmQQRbUHr2ghHDmHMTaG6klgdOH6JnH0rXXtCDGOEeFBlHmJZRIIU68KMRd5YhZAxP+OiQcYY9tYS8C7IPX0tBsS8P0XvIaoQZagGhoC9eS9UNV6IVlyYNr0e+8H3iTUcxZi7BmH0GorcMHJaHaaJK5I7G6fxiG8xYDMtUuSSpEvUBtK2PI0I9xC94d9ptZWOcjjbOicrlyOT1GU9vmMQ64uEIh1/YxIEnnkOoClVnLaO1aC6O6lmoZRXJsLwRz65oL9r++zFLlmFWrEE/pw7R04r79/8PAPcZq1B8RfR1xlDr38CoXoSv3ItWVYv3vEuA3I5RruFmJ6OE8mjXwPAxZHr+5+JtGa1oxEQzUc+eSfHWjAFv3w68wQPoaj66o8gqY+/QEHoY9LAVnSAUq1eY5kE68q3JO0/6/JuTwWS9A4Zfx6ei/PipEDfTRdDANBY1r24/xNoz51F4/mcprls1kas+5aRLfLVJQbQXpXsvRLsAxfJESBMR74dYHzKvEnP2tUO+IjreRKt/BAlWbf68cogHLYM91gNAfMWnwF086ubTPjzjUZTOY6jb9iD0kBVWFmjCqLveWq+pI7r2oPQetARVrBclmPqcx8/+F9BGGiqDHzT+muWW92j73VbJTncxhNtRgk3JZSSC9sobU3prhr/kuxt3oBgRtHgXrmgrzkgzVK5G5lWgr1qB9JUxZ5FriLH1YouHw8/vQWnag3rIEkDEesBZhG6CqTiSuThCGgMNQ1UQKrrqJeydnxzbWIyOt4qYgdwFzfAQrESvk137xYgclgTqzg1oe18mdvmHkP7KSR9nruJmsFBJ1btlLP1a0jHYeyRNk9Yde2l+YycH//48AIXveB95514yNA8o1IK2/3dgRjHmryZ+0XuYs9AqAhLZsZXue38IgL7ofKSvFCJBtL0vIWIn+vnM+N6vgNGPzXjzZk6WcZYpFHEwmfYnFwEEuQubVB6cEc/aYctOFBNZqn7cwk1KlKYNVrEHzYNUPVaZZ9WN1MOIeAAR7UZEuhDhNitPLK/S+vHOQBYtPOV9b07nd8JUsRGnmuCRRpzel747/UTN6VD9LNUNN1Uu1ClNuAOlezeiay8i0oksnGd5RAZ6sCAE0ulDBJoQehhj/juGfl9KiPUhAsesn3jAqrzlLkV6SsBdNpDsO9QomohwhVSCVXTuRDm+0er6LgQgkEKAowDTNwc547y0YWPdjTtwRpopyHMT62oY6Hpv0FlxdXJfFTOCI9aFYoYJe+eNOkZ/zXLUQ49YeT8DGGVnY9asQ189J/nZ4CTwwY0TE+Py1ywntP+v5AUPocV7B/rlpKej/BrMQbHYEzmbOtaXW7ZG+cmcsctmTNkajCk9C6YO4TZkWRRt6xOI/g7M0rMwZ11l3ReDyOa4ToanZjRBkwvZiJ9UIXEd++vZePfPiQVD1J63ihlnLqW+/CyE2wO6TtPd38asXop+1lWgDEvKNg1EZxMi0InS14Fy6AhmdRlmSTWypDo5aZBgrAJgOFOlsWWqKnTZMNq+pipgkVHUSBPiITDCCD0CRhjpKEC/cGXK7w/u3TTRjLUgRraM+3mqR4geeAxP8BAg0B0+dK0QXfNhOHzkBQ7gjjQmFzdLViALajBLzgD11BUSsIXN1OBkXbvTtvrZVBU12dxAY2niNJVCv04JUiJ6D6K0bEIEm5H+RZj+RcjCOVblFSkh3G55W4wIhFtROnZgzLoKPGWgh5HOQnAVnejnkgLR34jSuhnRvQdUF9JZiDn7GmR+Dn0g5IDxLpQB8dSI6G+0qh4pDsuTFGzGmH0tsqAGbeu3k0n24Ug0WZVGi/cMiBR96PodXsyS5ZgVa8BVaH1f0ZDuMszaGgj6kN6ZVtiX5sHquGaAEU3+CCMGUkc68sHps8IHBoRTUij1bkc1Txgd+pIPEr9oNTByxnVw40SA/r88CUCxK2b1p4n1YBbMxqy6kK7eQFbeoskk1xyQbJlso3E8giaVN2bwva60bkZp2wqRdmR+MSh+63pVVMwKP/G1bx9RQGMixjvauIeTKZRsLAJnPM0rpWnSc7SJlu27adm+m/YDDWBYPaK0mbWUfvrfEZolBIfvX7ZiZDzheWPx4EzmNaxtbR5y76Xz3IyWWwXZ7Vv9vhjoMbTXDw8896LWMznYZE1oJbzjmsfyQGgeRLgdY/ZS4pfeDqo6YpwjtjGO4zVWL9NkI4womt47+BO8/buRikYofxFxR/GIZ7iq9+MOHcZU3FY1TBnDEe3AVD1IBA69F5BIRHKdqsNlNZf2VCDzZyLzq5F5lSMmT8bL6SpspqStdoqZtqLmZJR0Ph1uhFxjk6fkTRIL4Nj2XQCM8nMwy84ceDkNuL8DjYhAIygOZN4MorHowINVxx1pQgoVQ/EM9E8JI4UT4SlGOguR3hmYxUss4QOoe+5FBFswFr4X6chH6dmH0rIJfeF7B7bZa23HWZi2KZm286eIUIv18FY04loRcWcxrvLFVtiZGbfyelo2YVZdgOmrQ+k9hOitR8R6B4RHBIwoUjiIeKoJ583BVK3rXDUC+PteR+bXYNReCc4GlKa9YOgIQwcjjgj0WzOQUgcEAolExVQ0FIfXEmxCsYoZ6AHrxeItQnqLENEQoqcV3GWY+dXI/BpkQY0lCCGtUTKc+v1xS9xISbG/CNGxHaVrN2gezMI54PKDqRPpaba8ONIcaBoqEQmvGxIhTctzhTokh8hVudwSm05fWk9WrvfwRFV7mkzDMBfPR8I4HC46U+F4fhNKxzZEzwFAIIvmYdSsSxn6CKMf27Eey0xFBE4G42lkqUdjSGmiOhwo6sjQm6wM8YFzlChDDdkZ+bkwFbw7wwVNpvObqSJe/d4oorcVbct2ROg4ItiCiHafmMBBIlWXVXxFdSE1LzK/yjKeNa/VrDjahSyIIfraUFobcC9cjP89H0E4c+sZls2xyvSOnSwRoxghXJHj1vNVGgMFZgwEBrpaQNxZgqb344h14oh1ohpBdIcPUMAK1MZQvfQVnZNdKejEdvUg3sAeq02Bw48ceBdZWL+FNK0JvHgXWqwb1Qgh86sxK85BFi/JaXujcapsOtF5DKWzCdHXhggHrIlPRQVFQSpWCDZuL2ZRBbKwHFlQCmp6YTcl7bQpwlte1JwOwmWqM+4b0Iih7f4F0pGPCHcAIJ0F4Mi3hEl+tWV0O4ss4zbSiXroT+jxGP2+MzC0QUavNK3KLwONKh2xTlyRZkzVRdQ9E1fFEtTjryDDHQR8K4jkzSKvfw/5gT1Wg0hXkfVSCDajL/vHlHk32s6fYubXgOYm0teGrhYQzatN/j3hkVCaXoBYL2bd9QP7GcWsNhCdjQg9hj53Fdr2I6itm6FjJx0VV1tloIG8wH7yZB8idNwKUyteQijQixQqeaWzrRd4oolntAcR70NEe5H5EuJR0GMIPQaGDqoDqWq4vRpacSnOxctxLz0LxXUiZ2Z4yFIqMiWTJzvES4kW76bQDcQDA2F+VmnrZH8PoYBQCHY3Y71UBVZoYeJFbDUQdcR70OJdVpEERzG6sxjXrPMhb2j+x+B7PHEtprvvczHET3UoT7qx5hKqlLIXjJQQakUe+CNRdzVh79yMXrRcnqG5hqJNppCZSJGQiXTHPBODBc1Eb388TMQ1n6530eA8r+EkztULx90cfr0FpeUg6s6diFCLVbhEdSLzqpDeSmTeDKS7JCliMCKISKf17oh0ICKdYPYigt2QV4irsgK1tBytpBy1tBxH9awRFegyMSWEjDRxxLtwRDtQzMhARUwdReoIqaPq/cRc5ckS/4l8RomCI96LFu/C0CxxE3eWEncUZVWVcjIQZhRntJX8/t1E3VUEfCsm3It/Mu0+9eBrOF68H7NyHrKwDOkusMJRTXOgOa1hhaOG+xG9rSi9bRAOIAtKkIUVyKJyzKJKjIXnor3ZAeFOjKUD63F5Uoq+t7LoecuJGlvETF0m4kYU/Y2o+34DjgKM6svo724ZmP03EdL6SfxbMaM4Yl0IGSPkXYAz1oaqh6xwL2kgkHSXXExR7VlWnoEZBzOGCLWg1v8FY8G7kQW1I8agtLxqhcipDoQexuw9Sk/JhZiKlS/ir1oA8SDa3vsw5tyELJhFfPcDeMKHwV2KzKvA9LtRD7+J9C/FmHU1bPshofwFRD01ye0kYsJF/xFE935ifS0IrJk4xdQRMo6QBobqGSif7MVUXUihJb0dvor5yf1Cj1oeo7596IsvoPYDtwGkFDYJhr/QR6uSlS75dsxIiar344h34Yy2oMV7kWd+yjJmMjDW8LNTLWSGM558leHem+S5CbagdL6J2bkHNX8GxvxbU35/PM/S0QTZZImZkyVkBpOrqDnZgmbweLIR9eO9BwaLmmwETSwa56G/HWXPtsOED+yHeBTpqbbClbwzkHkzTvRQMnWChzbgjB7HQwQiHZYX2l2KObMW6a9MzobPPnsGwpn5OZGObI/BZIgZNd6HM9Y+4NnWk71nDCWPmKsUU80beMZrmAOlmU3FPa7qlycLYUSs/Ym14Q4fo9e/hrjrhMCcdhUyw/247/83jMXnE191gyVCsiEWRvS2o/S2or3yOCLSgb7sY5g14Hrs7uRiUijgyUfmFSLzipLRFtJbhOirSFYefSsxbUXNlr1HWb14VlpRY4uXqc2kzSTE+lA63oRoN0bvMYSMWxW2UKxwK2lYL4Rh9BSfb9Xr1/uSDcWE1E/0gUEihWYlPGp5GLVXIosWjD6eSBfqwT9as4MDrn8QoLkxi5dhzr4G0bEdrf7PxBwl1mya6iavtA4RD6IefZL4WXcigsdRDz2MLJhFJKZjqHl4KhaBsxDp9IGWB4qaOSnWNNCX+RGxCOqbjSBNetsbrdk7TFQ9iKYHcEWacUWaaa+8HoQypDN7glxDi8baITzX3gu+ni04Yt1I32zMyrXIotSFEU6H58NY81XSed0S50H0HUE98HtQNHp8Z5M/99Ih65qoYzd8/BNhyGfTzPNkMdokwOD9TxVyBiP3J9d9ySWxPhMTLfQT+zmaqNkcrObZ19vp+O6XMGZeiulfaIUKCyX5bBBmFFekFWe0GWe0DeEpxSxagPTNJn7OMshLH546GUxWnowwongDu3GHjxFzVw54WlTizmLizlJMdeI8cicFU0962x3xbhzxbhQjStxZRMxZTsxVge5MXYF02nhuTBN1z4uo9a+jtNZjVi0CUWNNjka6INIFWsy6Pgf/JCq5AqK/g+i1/wdZWovoaMTx+mOI7uOIvg5kfgm43Ij+IBgx0ENWZVFnIcbct6ecdD3dMfQwR3//oeknajbvb2TNwlpmfuMxFLc3JyP5dDBoTmccLz+IcqzJuknNmJXUbsbAiCGNGFJxYqj56JoXqTiRWOFKid+mcBB3laV8yAszSlnrXwGsJpZCQTFjmGoeuuazfhw+DNWLVBzJGS85EBY15oeplOhLfKA5QHMNfclKE23jzmTiqoiHQA9axQ2K5qOvWm25q/s6Bpr0hRCBbkSgE9HfhQj2IPQo0ulGOr3WstLKSRGxuOVlknGEEUcqGjjdIK3mnehBhBG18n+cPqS7BOmtxCxbCe7iURvZZRI64w3LSMeoZUzjIcL1z5Dft5NgwWLC3rlD/z7AdH8OjDdUbsSxDx5HPfwYMr8aEQugdO9GuvzoSz8MmmfE8RpPL6lsxz5RHouTxXhDvbLxVG0OVo/oMTQZYxkrma41/eyqIYJmcGGHwYLm1cBMNmztIPzaRgKbNwFu9AXvBldR8v53RDvwBnbjiHUhfbOR/oWYRQvQz10yuTs4bJ9yZayixt/xHIoRpLvkEkxt+s7Aq3o/xe3PIDAxhYOou4q4w4/uLEbXfFnl0JyKvoTjfl+E+1EbtqEe24105yN9ZZiF5cg8H0KeyCFNvLsTBYfMokrI949cXzSE0nYYEehCxMIQi4A0MWuXoTS5J03IZ9NyJNt3Ra7vlGyILSyg6Ys3TD9Rk/DUJESNzemBtrUZpfkllKbnrB4z1ZeC4kSqTqtqmdCs2YhIpzXTYUTANIj2tw0km1sljJ2xDnTNR8RTS8RTg0zkl2DN6AszBggQCobizr7aijQsLw4GvvI5SFcxODKEP5o6onsPSm890uVH5pVboVEDzcuEEcEsWW4lu5sGStMGlI7t1qacPiuuOU+14m71OCLQZTXtLChBFlcRu/xDzFnsRsbjmMEAR3e0WyInEoBIABEJIPQ4VW+/DsXnQ2iWMWlGoxhtx4m3Hgdp0pJ3BmhO1EOvIfo7kaoGDjc4XEiHC+kuQD3mGPHCOZUdtEcl3I62735CjgqCBUtT9sCZrEICJyO5erRt5npcRd9htL3/k/x/f8FyPKWzkSUrxlyNaCzXx3iKNWQjghLG/ngF01ibXGbq1TLc0Iexl5xONcbhHrtsj8FEVVFLJ2jgRM+kJx7eRN/DvwHAqFiLWXoG5FXQfWwnAMKM4+3fhTtyDLP2SmTxUqt/ygCTMVkx0c+o7sYdKHpwwDsRQjXC1nsrrxBrln4giRyBMOPEA+2oej+aESTirqLPv3ZCx3MycUZaKOreiCmcMFDm39B86FoBihlBi/cR8C0j5qpA1QMoZgTFiKBIHSlUazJS0civWDBgG7isIjajPKNE3xGrn52WBw4vUvMOuW6AIVVA0zGR15cIdKEe2GLld0WCIARm1QLM6iXIgtH75MHJz59JlaOazbITTbptT19PzaEm1syrtkXNNCDnm86Mox58GBFqQV/+ibQ17tPOeEmJI96Ft38XzlgHEoVwXh1xZzG6w4+h5Wc/FilRjDCa3odiRPD1bQWwPDlCQdWDxFwV9BafO2L2SHTuQD3yBNLlJ6T4UYwQmt6H5nBZFaWEgtKzn7ijmO7SSyjoeQ3VCNLvOxNf3fkpH676smIcL/8e9cAWzKqL6TQKEWYcd7gRd6gBTe8bKKBQAKoLpa8Bs6AWY+H7UNq2IHoPIcLtEOsDVxHSU4aI9qDrcYL5Cynq3kTEXWVViBtIMnU43cmqbNK/ENO/GOmbk2ysdqob0GUag7ZpH9r+B5DuUjqcc5PJr9kKm7Ea2Cez+lnKZP80DL5nir2K1SB1YIYw1nMMxQjjiPcQ8czEsex94x7rRF8bJ9PDM9mejuFhZpnKUSeEzdIFMmMifSpG24+J7hUzmOHhdqlCzuCEoHmhyUHTf/0XauNOpOZFP+P/JEvwdzfuoLjAY3kTvTOJXn+7FVo2DkYrHDJZBmN34w4KO19CkTF0hx9ncZ1VXh8IdTUO5H5aM/ZSqANRAw5MxWG9e1R35g3kQOJZmHg2DP9/LuvIRMr1DUxCanofarwPU3EhFQ1fz+sAmIobU3VbvxXNKnxg6jhc7hMluvUI0l1i5f4pjoGCMyO9PfKNH2BNZAoUM4qKYU2KDsZZaL3fihdbbREyCJzxPtucf/8par1lT5gFJVbFM6GgNu2xxuv0oZ/xGfSVM7Na38kSN5n2O1uPzGRiRoI0feE6W9S8VcnUM+dkzwB0N+7AP2M+6r7fWnkrc27M6AUZ/JAUZgxntA1XuDGZRIkQCGmia4XEncW4w8dQZIx+3woUMzaQNxMn6q4i6p6JFBqOeCeeYD2m6ibiqUExwhR1byLuKEZKiab3JvNrYq4KnNFWAr7lRPJmJ8fiiLahxXvR9D484SMAxJd+FLyDqnIZMbTt94ARIVCwgnDebPwdGwgOzFANfkmYVWGUpr2I7uOozfswK+Zg+i6mu60RYcbxdz6PqbgJeevwzl2XFBtmWTfOv/4XxoJ3ox99CVXvI5S/AEMrQNcKTlS3kSaeUAPevl2YqhvFjBB1zyTmKrfyjIwQwoyiGiGc8S4Aoq4Z9BafC5Ay5yYXxnudjbZdbUsD6sE/YoS66Cs8e0jCbLpmeuMt7Xwy+9WkyotJx+B7psQZQWl8Gsw4EU8NuqMIU/HgrVo26gs9FybrhTZR5bezJZ3nIROZylOPt6dOpjLH2ZCu0txYcpAybXt4vlCq0LpX+6t44oEN9D33LNJbiFlwtlXOV9Gs90LFLNQjTyACx4hdehvmnLNzGt/g/jhZPW+MuOU17z000ONsoNqmowCc+UhnEbJkefJZS6wfpe01q4lz6RlZjUk9+DCmbzayfGXKv0+1Tu1jxV+zPOd9cUTbMBUXhqNw1HVjGqh77kOEWxCm1dNNCgUUB6ZkoNqbiqoH6S69BN1RNHIdYIVrBxoRXbtRuvcgHQUYiz+QtZc61+ecuv0p1EOvJ8PMhDTBlEhVRQxU/Iy+7V9AO/WlnadTqPa0FTW7G1tZWltpi5osyLbZ50SsOxdGPOhMnaKulzE0L/2FK7Nq0Nhf/6LlkYm2YSpOFFMn5iwl5qog7ipB1wqTszYlrX9DNSNEXTMwtPwBb4vAHW5Ci3diqnkIM07YOwfFjOEONxLOq8MZOU4kb7aVmzFQkjgvsB9X9Dj9hWcNETQAhV0v44q2YioudNWLM95Fj/9cvPOvHLKc6Gsg1rgRZ6QVxYwS9M7DHWmiu/QS/LVnWv0TIptQ927CLF4KnjKkt4r4RedYx900UPc/QDSu01+4En/tiuS6E+dYqd+K89n7kN5qjHnvoLt5f8rj2N24A8WIUNT5Isw8FxHpRgSbMGJhFCOCkFa4npAGpuJGdxQR9s4h5iwd1fsxmQ/edIJkRCjW68dQ6/+C6NxJR8W1SMUyRocLsoksgDCZpBpnVuIm1oe2/b+s8+irI6pLnNE2QNBZvj7nWPXh3dYnkskqSDCciSxTDKP32clVzKRKnh8vE1FdLptxDK+wN1zYJNbx7BudtN/9DaLXfRr1mJVzmLi2ivNAPfw3zNIziV37bisnMAvG89xRGh5FRHswqy60WgnE+62+aPF+S8D07MeYcT6y3BJXor8Rde99Vnn9yrWYlQPhYfGQVXLajFtFYkyrsibuEkTPPkS4A2PerRmLvGRDquf56cZoz5dEywCruumJXjyJVgAg0VM0DU25replqHt/jfRWYdaum5gdGED0H0U5+iQi1oUxazl4CiAaskLFo0GIBK3f0RAgwO1FuvMhrlkRHloeUnNbYXSaB6l6rN+axwrDS9NXDNK/l6eTaBmNkyVqJrY9LCAMc6JXOS0Zy4N7KrgIYZibW5oUdW8EoL/w7NEFjR5Bbfw7RZ07CefVoeoB4s4SAgXLrRjbFHRWXJPy80henRViFu8l5ipPiqBQ3lyKO58j6qokv28HEU8tUnGgO4vpK16LO3SEvMA+Ip6aITX9AwXL0bVCXNHjaHo/EXe1VSZajwyJ4ZW+OhxL65Cxfth+D2HvAlzRNkpb/wZdzyHMONJTjr7sY+AcGjKnn12F9uJWRLAJ7aw78Q+aTRpsoNdzNpEZ89F299J9bFdyme7GHSNeEqbqBiTq0b8jhQNDy0fXfMS8c4m6Z4JQUYwQjlgXjlgn3r6d+IwgUXcVEU/tkHUO7xw+GWTysAw3ZI8cPI7o2U9f4dlJQTOYsYx3qpV3TjC8bPbQ+yY08IIHpa8BD1arU32UGdHhpDKahoevjJeJeulO1HlKNzk0Wo5MgvGKmYkglZjJJuwt07oyiZvE8ajfr6FtbaaeKi6sPPGd/uOtvPKDe+lpbMY1ZwGRijnQZB3nZD+vAw9izjgfs+qCyRc0poHStgWl54DVh2wgUkB6Sq3fYAmVQCMi1mP9P9SC6NqJkCZG2dkojU8jwu2I/qMQ7UbmVVh5lEJN9uESoRch3m95Fg4+SId7cc59Yd4KQiZBNs+UwfaEVRlu7AQPPk1h4BhmaZrt6mFEqNVq/pxzvqFAhFrRl37oRE81DyPHK6UVHqeHEQM5uOihE/+OB6zrLJGfq4dAD2HUXIksO+uk5gZNKU6SNphwT82rOxq45ZqLcJcvtKo25VVaNevza9DPmT2RmxrBaLOkOREJoLQfQXr9SF8paKN3MD4VjZUmo0rFEIwYasP/InsOIqRplal0lBBzV6A7hlb+EEaEvOBBnLF2eopWU9z5HAAhrxValTDOhRlHCi1tWchscMQ6KOp6mUD+EsL584f+UUqKul4m5ionlJ+6vLOqB3BGW3BFjls9VGZeiCyoQaoeRLjNmrXpP0zMgJh7Jt7+XcQdfhxuLyIehFgvMr8Gs/JcZOEc4MS50F4/hvbGd9AXvR/c1ktXX1mdfJgN9lgkztdoLz7FCCFRrcIKWcxoqXoAV/gYecGDhPLnAwLFCOF2alZX6Mpzx5xknonh12Om2Xi9vZX2b/4rRsVc0KqJd9UjUYh4aog7y0YUEMi2dPVU89IMPsepjADRuYPu/mhS9CtGGL8zhtK6ibjw0Fe4ClPLS2ksDf5sImeUM3GqXrqpnm2jXRPpGkkOpm6gT1WDGRnxtwS55sukYngBgPEIq9HGlopMRQsS12ntu2ZxYWWY/pY2nvy/Xyfv8utw1NRxPFiCeiA6JCdCadmEiOwjdtF7kKWZS9SOXczoiI7tqM0vIR1ejNnXgDfF9RfrQ9vzP5iFdcjCeahNz0OsH7N0OWbpmVaIXKgFFA1j3i1WGGeq55+UEG5H6dmH6DlAr3M2cVdZ8s+DQ7bGnK8yzcnlWTHR+6/qAXw9mwFBf+FZ6I6iE+PRI/DmT1BkDMWMEXOWEneWIcwYHodARDqskEV3CbhLkJ4ypOpC6dplef+K/Ci9rci8Iox5H5rQcYtAE2r9I0jVjfQvwiyaD57yIe/y01bMSBPRdhht8xbqN/xk+oWfbd55mGsuWUXhoitRYr0ovQcBMCrWYM66atKqGuVK0vAxDUTnMUS4H+nyovS2oh7YgnJ8H9JfhejpsjqsO32YVRdgFs63kngHOq1L1TXi4pwKZFPeL9V30iIl2iu7EYGj1mxY+w5k5SqQWDMjgWMopo70VtDvqCLqrsEZbUXTe8kLHECRsRGrbJvx9lx3a9iYzLRlJh2xDnzdm+kvWjkkFGs4/prlVsnc5pcQ0S7QQ0h3KSHTRdxZYuUDRVvoKzw7KcL8NcvBiKK0b0M5/jJmyVLMmnUglOQxdLz8INqOZ5Lb0efcOCSme7Q48ol6GXiCh3BGj2OqeVaTT8WNO3wUxQgTLFhEXs1qcBWfiEEfJ7nmwcSbjnL8hTdQjrYQCXShGiHckSZM4SDsnUvEU4uh5Q/JsZksQTOa0ZwNmYRNSmNISrTtd0MsSDhvFiHv/GRZWP/MRaiH/0Y02E1/0coR3x3vNZKNcTLZz+tMleHGWihisJDJJGISpBIz6ULLWnfuZcuzb1rl2VUVoTmY6Y4S6uom3NlDqKsb1eGgdOEcShfO5XDxErTyGVw0I5IcE5wQMcPHMpxMQivVOLMlVd7PYGFzQUWI+mdfovPAYZqOdmC0t2BIlcgt/36iCEA8ivbGE2i7X8QsqsBYdilG3Vmgpn6W5Fz1L3AM9eBDSGch5syLrSIo6d6zoTa0A79HOn2YZStRDz+GWXYWZvVloDpR9z1gNUM2Y0Ru+jxqU3bNPdNNRGT73ZNNqrFO5jgyHZtJ266UeEKH8PbvwdAKiLnKiDnL8Ab2ohVU0eGYa1Wsi7bhiHVYOUAD+apScaLqAatind6PYkaJumfgqV5leVTiQUBalSUHrrUJmzg244ieAyg9BxC9B0ComIXzrZ5tqhujrgARj0A8CvEoIh4FPWp9ZuhIlxc8BVbZ6Twf5oz5WU22n0pE93Hcf/gSAEbRQg5tfnT6iZpN2w7wrhvX4fDPRvp9yOKZGJXzMGuXWqVox8m4qh7FY4jeVkR/J0pnI8rxQyjHD1qxkE4fwoggNS9myTKkf/GJZHgzbinto09AuBPprbLiQc04ItyG6Z2J9C9AOnyARMQDVnUUdwnSU2IZjerUvvgSiK5dGPPKMSvmWDGl6ZbracX5lPXCkXkVyLxKcBePFBlSou75FUrgGNJRYHnuPKVE+zsGYmr1gbAbgaF6BrouO9AdvhGJg5D9LFH30TfJC+7HFT6GagSJO8uIuiuJOctH9BLItE7jzV8Qc1WMyM9JficWQD3wB9DcGHNvPhHGJiVq/SMonTswi5dgzDgfHAVWJ+EU5ZcnqzFcSqTEFTmGJ3QEVe9DMaMYWj5KQTXSOwOz7OwxdTweqxFavz+O46m/o9T/Gam4QZqo5tBwoY6yqyisWzNpwmasL6rRPFPDBQ0MS4Dt2Q/1j2FoXgzVizt8lKh7Joaah2qEUfU+HPFu2iuuxz/rrOQ6xtxTYxxCJpfk++E5G9kIxrE827NN+B8sHjKJmMHG/uAk+4aN9The/RNKVzP6kosornAhDZ1aT4SjQRdqkZ+2gI+Zy8qQkQjVnXvo2HeI3v37MU1J3eJq1l5UzcfevZb8fBei7Y3kumX5ifOaaYzpxpwrmTw2R39/BP3sKt5/kT7i71vve5CDf3/eEnMOJ8LpRMfyHCu9bQCYxTOJ3vr/kt8ZLlJzuc+Ulk2I7r0Yi94/JJcH0lzHpoG6+5dWc9+CWaiH/4qItKMv/7hVfUtKa4LSkZ9yhnwyykOfDE62kEm3zZM9BmHGccTacUbbccba0TUf6rIPjDsPKsFE5aKmqy5XXFyK6N2P6K1HmLrVHkMZaJGhOIb836wptnJ6Iv2IcMDqhRfqJX72NRjLLh25/glkPPsrzBglbU8CAl3N4/DuzdNP1GzZ0cDqFXOYdevPMdem7ho+kWQVchbqQ9vxDNquF5DuPKvbq+5DFtRanV2dWR5gaVoJhYMEiuhrQASbIdaHiPUBCpFoFJCoRgBND6AYoYHSh66BMpBW40hD9WKqeShmFMUIIUwdw+GzGl45CimctTpnD9CoN7Op44x3our9A7MVAdTCWsyZFyMCjagNjyLzyhGhVszyc4hddTO4LHGnNO3D8cozGLOuOXEM9MhAqUY1/VhNA6XdyjMRnTsGymKOTjpPTq7ub8UI4Yy04Iq24oh1IBUHMWcZYe/coe5rU0dpeQVifUjfHKSvDvXgg1ZSYtWFVvz1oPUmkTrFHRswFSfizE8O2u84Mr8J9cAmlI5264VqxsBRgHQXg7MI6fQiXX7rGtS8VqKhOvAz3HsiJT1Ht+KIdeAONxJ1zyDqrs6qKVomhBkfuBb6rBdE9Diycg1m9eVZX3+jzeinM1gTRr+27fv05i/HO+8K6w/SpPfwZmtMsXYinlp0LR9/7Vnjbiw6mGzF5FjEwPAcmgSJdRlv/gJ3pMn6t5qHFJpVzc6MJpeVnnKMuhuQ+UPLh2b70k437lwSUzOFdcHQWf7B6zgZVdBShXNlE8o1WMSYpslzb/YQP3aEzjfrER1HUHparMbBqgNUDREJoJ+5Hn3ZZcxZ6h2y7cHiZ7iX6I1XDnPXPz6EqiksWDaD737jRoQQzJhRiKoqWYmXdGPPldHC5RKiJhGCNhwpJaau81KjiozFkPEYMhZFxmM014dAc2L6q8CVIiHaMNC2Hc/tWaVH0Hb+BKN2HbJ4aVb3otL8EiLSiVF3A+qhP4HUrYT/LMN8pouwGUt557cC6Y5LrsJvPIVZxsJY3i/KkR04n/wJkQ//IGcbINN1btlMYfyi22rb4ci3egc5vEiH15oUUF1Wjz6p03vMKgRhJvLT0uCrmMPRBz8yDUXNriOsXjabWbf+HMVpGcMTGSuYyThK9XcZi3H8q5/HmLkI/cz1qIez287EzowbyTLFiXruQsZRjSCqHsJU3QNGjWqVHI73WCWKBZbh6/IjXUVW/xKX3/IUudIkEEsTETxOpHETihnBFE5M1YWQBs5oK85oB7pWgO7wYWgFGGo+zmgL7vAR8JRhVF2MLFkK4U7Upg2I3nrMitVW2FnY8q4YNVcQ7G5Nfs8qcigGXMHlxFwVeOsuTvaxSc6EbXsSx6Y/YZZUY/pWgqsw2QMA0zou0llgGfij3KTZPpCSy0kTd/goSBNnrBNn9Dih/IW4Ft8CsT6Uzp0oba8jXYXIglpLrAaakZ4ya+8inUj/IrqUqqGeHikpDW5F6T+CmV+DLF6K9JQiC+emvu7jEUSgG9HbhrZtG0rLRkBY5agBkkdzoPyl6rEEpBGxBKQQ4Com6KjAFWlGi3cjhYO4s5iAbwWGlt67li2KHqSw+1V0RxHasveNS9hka9g2fenzBGU5UU8NpupBmDqa3oMz0jpQ2KGP3qJVRD21acs950ou3rFUL51sZngzGWI9h19DMSMIrC7Vqh7AHTmGM9qKFAoxV6XVx8lVPuR7o4WgZXpBjjbjOJogGSxesll+sskmZybBYCHzYosHM9BP8OUN9D//DCgKZlktZukszLJaZPHAcdLjYMSRvlLmLC/KehwJaivC3Pu953jur3tZcf4i6ncepau9H2d+HmsuXcyqS5dz+RUlWe3rZIkZGOqlyeVcZjOJoDRsw/n8byEaAI8PSZ6Vb+vMtyZ4XMXIgmpwFo141qgN/wt6BKPu+qwaMCqHH7PemVoeassrVtL3sAI1o5aanyBhYwuOk08u4mU8hVMm01OejuHXrWhtwPXo99CXX4ZZOc9qldHTYnlN41FLdJgmSncI6ciz7jWnzxIl0gQjhjCjYMTpDesnImOkSXH7M5aNqHqtJqtmFMWIWr8T7ywsS0UKFcuGMcDlJypdGI4CdM1HXvVKK69YUTFjIY48+OHpJ2r21DezbH4NNbf8NClqEozXEBntYStNE0wDaRiY/X1Etm2h95WNyHw/5ox3DFl2yj9wpEz2IFGNYFIAqUYQh94L7mJM/0L0c9YgvUVIoaDteh7tzedAdSJ9dYQiURQzhjIw8xtzVRB1VaRsECbMOFJxjLzpgs2ox1+xksvLV6I0Po3Ss98SV55SzKqLB1R7DBFqQfQesnoIhFox1Tx0LR9D8+EsWwTuEswqFW3Lny1vmRCIaAjwI70z6A3FU4acJRhuzAkjgqb3osWtECoh4wgkuppvCTatAN/sNSAUeg9vprTtcQDMkhVILY9us4jCujWoe39tNcP0zsScdRUYUTBiSHcJSt8hlOYXMYsWgepGtG0h7J1HMH9x8gWrxTopLMi3vHXRPpTO7cRX/RuiaxdK1x7MitXEL71gyL5oW5sRfQ0ojU9jLP2w9QAyIlbllFg/ItKB6NyJCLdj+hdaseGax3JHD3qxdx95A0XGcIeO4A3sI1iwJG1xhKyRJs5oG4Xdmwh55xH0LZu0sKULK8O82OIhsmMrnX96AvoaQGgIM4ah5iNKFyN9dSgHH6ar9HJMzTvu/juDyUaQwOhNQYeHmGWDv3op/fUv4Iq24Iy0oBpBYu4ZRNwzibkqQKhZlUvN9UWZbZjg8NCxXI73yfLSjJZsP1zIADS81ozj6b+gdGxHFs3HrDwPmT9y3wYLtlSei+E9YFJ5bhLEm44S3rYF14IlOOcsIH7sCOHXNqJvfxXN7cJTVIirMB+3z0ddqSS/MI+KmlLmLK1Fc2Sf75YQMKnGkC48cPD5nYx8NcfGB1H3vIx+1lUQmmHlLsT6kmWYRaQDEThmhdwUzMb0L0QWzQfVhbrvfuu9Eg9gFs7HmP8OK5QsDeqe+4iffy2irwPtzU1WCWdHvlUNa5ggmgxxM/yZMRXsjKlQje1keJYmMt9wspjQ8vrSRHTvI3Z8K46Y1afOsrcKMIVj4Hq3fixRErYEimFNjkqhIYUDKQSuSAsUzcOYeTF4yojv+g2uaCs9/nNH9iQaKM8NypB7anDER+K3pvchTJ2YuxK1chUNT/7H9BM1O/Yf5ebrrkB6CjBrlxE/Yz2UTG5fg3jTUbp+cQ9mb3fyM+lwIX0LLAO2cA4IZVydeacU0kiGCXnMfiu5TUYx5p6DdJ0FeRXJRXM2tIbddJlCajLOVBsxiHRaL6xwh1V5RPQhejos4104QMatEA9PJWhuRLAZs+oC+gNBhNTJLyoHI0qkuxF3no94f4uVxyTjaHoAYcYwFSdSOAEBUh8I7XMCEs3oRzFjVp14bSCXRRroyz5Kd9PeE/trGlYSaddulL56qwAEilU4QHWDNJCFczHm3ETw4FP4el6jo+LaEd6kxLocr30N01uFMOOYJStQ2rYg3aUYs68D94mKcaL9DZTOHRiL3pf+WIfacOz8b+IrPz9ixhFOnF9P8BAFfdsBCOfNRtesnKS4I0WeUxqEGcPX8zqOWDtSqMRclUQ8tcnqP9l6AIaT7r5NZWQdfaCeviOvYqh5+MuqEf1HUNq3ETMkff41I8Yxmb2dUomadIIm1XdGICWKGcURa8MVabU8MoqDqKvS8m7OvXRSKtINJpvzNNwbM9r30q0nFek86rmSjYdm134xxMiPHamn7dG/oTTuxixeYRm8Lv+I78HogiZBuuaW2QqAujmgtx7HDPRh9PdjBvowA32U6d2EDx+kp72PhWfNYck581i0ci75hembHoMlap7bH0VvaUYtKkYtKkY4T4RLDxZe6bxuQwj2oh4/gNJyAOX4QZRO63iHP/A9cHrAiINpWj1eDAOl/TBq4y6Uxj1gaJjVlxG/5HwcL/0Bbddz6AtuswQLwwR5oupYXz3E61HaD2POWIhRdyaiv2IgR/EviHArRs06ZOmKkWMF1Po/Q7QJ/eyr0XbtQIRaEaHjRN71FWTRifditgUp0i2X7WTIqeaUJPKnGcfJyvOZSsd/OBPdM2yi9lWYMfKCB/EED0FBLSLahYz1EyxYavUBHAeqHsAZaSZPMzj06l+mn6jZvKOBC1ctovqsa1HDRyHSDw43+pKL0M9cB56x70yqF6E0TY7/+6eRDg/SvxLTNwc8J8rBjnbST0WS3aQgJQiR8sbOZQZjNFGTINVDPdOs8ZD1RMNoWxsswRDrQzv0J+tlVbwMI9AKyOQsgqkMzCYoDqTQ8JTOtSqPHXkSU3ESzatJLmuoHlQjNFAcIESwYAlxrYDCwhIwo1ZBiILaIUnwQ8YcakPb9TNwFiJVl1XlzunD9FZh1l6JiHSiH3kWQ/US9C1Lffyql6Lu+gVBrZxwXh3+2jPAjKO9+WOMmsuRJdb3+upfwt/5An3+1SfySBiWTBvpRDvwB6SrGGP+OzOGXvQ2bMITPIRD7wFpIoUD1QiimLGB3JsqYq7KjOvwz1xsJef2HkQEjqFrhVY4obMcXctHKq4hjURTntsU5BrO4njhNcTe36AoCrJgFtI3G7Ns5ZAco8kqf5nrdT14GS3eg6r34y2uJtR5BMUID3hawygDv0ESd5aiVp6JWTgf3CXoK4fmy0xkXH8u+QPZxKGnW3825ziToZ+ryBnspRkuaBJi5sUWD/V7oyhH3kTb/hRKx3HMitWY5atOFIFh5LNysMciU95MglTCJtO+jlY0YXBvJtHXQXl4F5Hd24kd2o+jehaL1iyh6uzl+KpnIFLcz39/Ygc9v/6JFb4qpdUkMN+PzC9GX7CW2VetSY4x4WH01yxHP2sGoq8d5fiAgDl+EBHqxqyYg1k5H6VpL2rLQaS3CH355Wjb/25VDRWKVQ1OqMjiKoyapYhQOUQ6UZueswSP5sGovSpZ/j4T+tlVaK8eQPTsR+nei+hrQObNQBbNR2ndjFk0H7Pu+tRfHii+odb/xcoTDTaDNDHm3ZzxmI/GcG/lSS3skiPTqVrbRDEdBA2c/FydXBFmDFekCV0rtKJmxpmvOxhpxOl96bvTU9SsGSgUoDjzIBYA+SZKTyva8b04Fyylb+ZazNrlaUs/5oK2tRmCLSj9DYj+Y9YD0FuJWXkeXf3pZ9gyMVXcxqeKTPkDg0lnAKZbx/Bjqsb7KO7YgMDAFBqRvNkYat5AzpE+0HnY+u1SdAi3IX1zMWouQ+nchXr8JcyihXR4lg4df/UyRF89yrENCD1o9Z4x4xDrQebXIAtmI50FiFi/1WhNDwGKFULX14C+8l8t49+MI4LNaHvus8pCqnlIodBXtBpTTd8deMSxjPbg2H4P8WX/CHkVVr7O/gcJ5S8i7J2T9kEnuvejHnwIo+76tDOTABgxtN2/QHrKkfk1EA+gtG2hu+g8pFBxRZtxh44Qd5ambaA6YtvJyjJtOGMdqHoAKRQM1Uskrw73whvSlrwcTLbGasLA6j38Kv6O5wgWLCHimZWx2etECZtsRURKcSMlomMbsvF5VDMCvlmAAEW1qiG6CpHOQnAWEj9nAbgLJr38+2jhYtn2RhpOthMe6chU1CVVwYfhnyVCFRP/TiVqBgua6L5ddPz+N6Co6Gesw5i3Gu3N9uSy6TxxueZtplomQaZrK1sDOXmcYxGUY7tRj7yJemQn0ltI2Xveh3P2vBHi6+iDj6FtfZzI+76NtmW/1XBSbUY9uIX4ZXdgzF8N0kR7eRuRo5twxDpwGb1g6pjVC8AstyYU8mZYx+/sKtTdL6C0HUGE+0BR0M+40qqSOeh6HrEvpo4INCILZuVkIA2+13qObLWeQ9Hj6I4i3AtvzHgPid561MN/InLr/8OxZRfqvgcwFt6G9NWNut2JCkmz7YfpdQxOdnjccKbTscqW4ftrRAMcfeij00/UbHpjP+eevZDC8z+L0E6Ey/hrlkM8hMw7irZ3IyLUgz5/DfqKK6zSwerYwi5GPGSMOErndmh8lrijlP7CFUglu5r0NhaZjJfBs4iZeqxkEjVDQg5CLYhoDyLWiyzSIRYBzYV0uMDhRGmJWA0nXUVITxlK+1arQpmUyKJ5GFUXnuj+OxqxAKL/sCUq9MhAUYICpJZnGaeYSMU5VEAMhJMFvQvSemdGRUpKtF6U4xuRhXMRfQ0Ys69BFi8d9auiZz/qoUdoL7s6pZcEQPQfQT3wIPrCf0CYMUTfYZTmF9GXfojuTqvUqjDjFHc8Q6BgGVFPbk0DE/ugmBG0eC/e/l1IodFfeBa+OecDYy8SkDBU6/fH0bYcge0/IuauJFiQ+diMV9iMtUzlkOvaiKI2/C8i1IZRcwWycF7SAMyFsYRijafK23grpw1nsnMlU/HPcw8AqQXNC8fdND70N7Q3niB20Xsw55yN9sbxId/P5J2BiWngmm0PqjHlRJkm6r6NuDb/Cf/7P4ZrwZLk3+v3xXA9+BWMujPRV7/NKpLy808gi6uR3iKMOWdjLDwXbevf0HY8i/TMQhbU0hOM4qs7f4TnMN1+TVT/jtGKvmR9vKSJ0vwiSsdmYpd+AFlUgfOpXyBCMfS5Nw0Jy55ohr8TT0cjNR2ng7E+maLmdDg+uZJqn7saXqP35e+fPqIGhu1osAXt4IOIqJUHI1UNhNPKG1DdmCUl6EsuxJy9IqsZnhEP1HgI9egTiK49yPxqgsJHOK8uY8k5G4tschYS4maiS2BmRTwApk53W2PaRSYydlV076OrPzruGXYt3k2hFsasPA+cGaqUSWk1OO18E6VzNxFnecrmi4OXV/f/zspbUp1Idxk9ShkFcy4a+LtJbPcf8ISP0ONfi+7MrtpS+vGZ5AUPkBfYj+7wIYWGI68Y6ZtN7OobszZSh+fUHP31DpQdP8VQ8+j1r7XEbBrGKmqGGx1Z9z0aUsJbUlxcjHroEYyaecQvfk/GHlyDc1VSfT7RpDLIJ0vUTJS3bLRjMdhLMrxAQILNwWpeOKpw7Be/Qj3WgL7gXeAeeq2nEjPDx5HKS5StyMnkvR6OMHUc8U4UI4yhetE1H0WzV2W1Hf3sKpAmRS//DOecBeRfsn7IGLXtT6G9/jfiF7wLY/5q3Pd+BmPeaoxZKxCBLkRfO9q+TcSu+hhm5dzk2Lsbd1DwtvVZjWE4ubwLcq5emWEZAKK9qPWPgEchdsn7EJEAjmf/gCyYZRVZmcAwmlSkmug7XQ3WVIwnjH+qeHYmIkInl8qUp3p/x8pY90Hq0ekpagb3qVEcnpSGYOJAFHU8jzPeiTHjAszKc8GI0t+8E2HqFPh8qC2bQAji515P7dXnIgbC1Ua8YAwDbeM2lMAxROInalWDMMvOwvTVobRtRRgR9HnvAHfxtL2gThajGY25dF9P9aDPVJElnTGVasZuLDlTYyEXI3i0h1nCIHH+7/dRevswi+YjnYWIgV5Hou8wphEj4q4h4qnBcGR+AGR6yAgzSmHXJgD6/OdgqpkTjQGEEcUVbUYxrFKOMVclMfdIb5hihNDifQhpkBc8QNxRhGPZP2RdFjZlr5MXX0PdfR+d5Vch01Q5GksYVK5iZsQ5lBJ/SRlK126U7j1AjPg511N74+Uj8hpGC1PKlHgupaR56w7ePNCN2deLGejDMXs+V1x7FprrhMh7bn+UWMNBHDOqUcsqaNgXQzl+ALV+K+rB7VYeg+IEM0Ts8jtQOrMXstncizAxgiaXXJzRBM2G3UFa//sHYHox5tw4orDGYA9yqms0lXBJJ0jTkYuoyevfQ35gD4AVohgPgOpG5pUjPWVITzkkfiea+ppxjNkKSlsDnr3PIhSF0KLLrRyY7uNIpwezZCbG/DU4Nj6I9JUTv+QfEH3tlDS9QOzwIdSSMrSSMrSZtRx3LQchMhaAGW9fl8HHfTSRks17efg1KfoOozY8hOmfgTlzEdrWJ6xKm77ZmDXrTnrxjbFUQjyVZHp/ZHNexmuon06iZvj60nGq93UyGO2dasSC07NPzc79R7j8wtX4ZixECbcSX/5xK3F/GN2NO0AauCLHMVU3+XNTdEWVEtG9B/XwX5F5Xmb837tQPJZRVr+tcyC2eAfK0V1WEnh+9YkfTwXq0ccR7dus0sEDDR9jznJ6Si4YuS2bEYxFEGQTxz/arM5EPVwmutJINmTV20RKSg/8L5GdWwkvuQp19y6EHrJqyDt99AUjA1XLxp97Udj1CqbiGMilST1bOfylkt/7Bm4Rs/JzNDdK2+tEVR8B3/KRokiaeAN78QQP0V16KYaWP2QGfLRyzgmSuQD3P4y2ezOdBSvTCrBsc74S5Cpoeo68ht9fQrjpDTS9D5fLhQi3gSrxnr0K94pVXHZeNYqipK1+lUm4JBj+3fp9URwvP4hydAe4ajFqZyDd+aiHt6N0NKIvPh/R60bp3GnlKXirrHEBIEDzYPoX0xuzmvsKqVPYs5mou4qAb0VW+54N2YiZdIIhU57McAYLieGJ+3Ci8tnmYDVPv9BA530/RV92CYiz0t472Qju5HYNA6X1EGWONrr2NSK6W5BeP8a8VZgzF6Ntb824nmwQ/Y0oLRsRfQ2YFWuIX3QFoqsJpasZ0d1s/e5ttfq7qBqivwuZX4wsLEc6PSj9nYhAJ6b/TCtvxYiCpxP1wGak5sdY9A9DSiBnm8czXk5mboLorUdpfwOi3SAExpybwF08adtPkG2z3VPNaJOE401enwolo6c60/kYDbfHxipCT5anZsKnMKRpkp+fb3UeDYN+8K8gFFwODVQH0l2KWTwQ/yvUZHx/wtgVgWMo7VtBj4IRRkR7QXWiL7uUw0c15iy0vlrw1D3ox4+hL1iLvvwTyWaU3Y07oLvb+lFnIcqrrJrcKANG3eQm6Z4O5BJ2MppYGbxMtuueTjf8cEYVZIaO4/nf0N92GNHXgePF3yELZhOQBcTMIsy4B5ze9N8fhhrvQzUCAAgpAWkVVzDjKDKOK3qcoHdBxvCL4S83NboXolFk8RJkQQ1m5VocTc9R0v4cQU8dEU8tpuZFi3dT0LMVqTiSgiaxvoIsDN8XWzwjjH/9rKtAj1P85rMEfMtGFAvIdI1lKmaR8ZyYcasTef8RRLidUiMK/WV48yqR/oWYjnz0FfOZff58LqqKDvlqNuJlOION+MGGu+PZ59EObEC6S5BqCBENIV1ezKp3YPrb0fc9gWKGoGotct47rNl7KSHaZTVTc5eCEBQM2t+IuxpP+Ai6VkjEUzumvja5kE4w5Bpql41nZHOwGmmaPP7bpwi++DSxS96H0jVyAm0siJ5WnM/8EgcRYjV1FNXMQFu5BKO9hd5Nf0IEezDqbs4q+TwTsqAGo+CdA5UXf4r0vRtZVIE55+zkMZO6jt7eAoZBY28JStthnI//BOkuwSw/Bzlr8QhvhL7sPOueHybuTkm48ASS6tqVhXMwsqiqNtGkyy+dau+vTPd8th7rt3rxpPEy2c/dyWS6nfcJ99S8uu0g77nlKsw5bwP/fJTWLaC5kc5CzOo8lNYG1IadGLOuRebPtBoKcuLAldAGahfGvHOQrjzUoxFkfjX6Skv8JB70ZjhEaONz9G34O2ZJDWb59XQ37x8ylpQXkR6GWL+1XWfBtDthgxntJsm2Ylkm0s3KTFSSaKZtTSTjeaBk258gG0RgA6KnBbNqEaK7GVl4GWL7jzFVD1q8m7izlKh7JlFXJTJFX5rBOGIdFHa9MtCwVCAFA78T5bAdgCDmriTuLM16jP6ZS1DaX0dpeh6ZV4FZvIz4JZciAl1obz6N2rANHEXIcCfBgiWE8+aMMJ6y9dZA6rK5DS/uw/G/PySYv5BI3uwh601Frtd6smRuTwuuv/wI6fRhlq9CesrAVQRCGVHaN1XYUyaGd3JPJ2aSSJMZkR10PrMBpbUBEY8AEF/+Sbo7rH0Zy4yfK9yEr+dVgvmLcS25Nad9SEe6c5tO5KXzxqQjnZdm8HrMQD899/8cM9hP/0UfQfpKszrnoyHaj+L52/fJv/Rq1t92CYqiJPdB6nHCb2ym+6+PYtYuQ+ZdmHFdWeeEANqWr6Gf+U/gyEM/owJt57OoO59DlszEqFqIOXMRsngG2it70Pb8EqP6CmTZmVnt08niZPUiScVEPqfHw3S1KaaCN+F0Ek+n076MF0UP4oi20fraH6Zf+NnmnYc5/6z5zHz7f2OunTdyASnRXnsU9eguROcxZFEF+tKLEYEqUBzoux/A6Z9N7Ibbkl8ZPCMy/CUq9TjHfvZL1IYdyLwKpKcUnD7QI1apXmli+mYhgscRkSMofVZJT+ny016cIuRtipDuhjiZaj/TC3myXyAT9TCY6HCbseyrfnaV5ZV55SFE+1GM+XegHnwIs2I1MuG1xAp7coWbcEWP44y2ozt8KGXLMasuAkUbOtujh9G2/xdhdzWBguUD5a/jA81JdTS9H1/v64Ty5hB1z7RETY7hbMKM44o044ocs3LfFq5l5j+8G6GoRPfv4nikMmlIjiZ+sxU2cMIAPva93xDtOkKg8My06x3NQzMa6qE/I1Un5qyrQYiUPUrSiZnhoiUT2Rj19fvjqAdfw7HxMasqIBLpKcOYeQmyeEnWz4PEcsKI4g4fJT90ALN4KbFrbgNPftZjhpHHMdP5zMVrlel4jFZQoX5fDKVxF47nf0v+GWfSueTmIaWaUzF43KN5gZSjO/G+8Qhln/tK8jMzGiH0yvP0Pf0kpq8EY+F5iP4ZyUm5wYw1r0B747sYdW9DFs5B9DWg7fstRtVFSFcRSl8Doq/B6kGVX4MINmFIQVfZuiHrOBlMxx4sk8l08NZkQ7a5rCdrHNPxGL7V8dcst6qC7v89CIVYLGr1atP7kcVLOPTKH6efqNmy6wirl81m1q0/Ty1qBqPHUJr24XjpMUT/UQQmhurFXHQb+oWpq8Ck7HWwL4a2ccdA9/p2iPWBlmf9IK2XgcOLWbYS0bUbtWUj/b4VhL0nxjcVZilOFcMfIukS/8bTv2YsjOccTHQccU6YBqJjm9XN2owh8wVK8170pZeAcqbVV2bHf6Mv/SC4S4bspxbrxB1uxDFnPSLWh3rkcStHzOHFLD0jWZa0++ibeEKH8ATr0YwAEpIeGqk4kCionkJkfg1K127MeJCou5qIpxo9Q75OOjEtjAi+3tcxFRfa8tuzPu+Dl8s2vwYso/fwU1txPns/HUUXDCkakKpqVTrSjSnxubr315glK4ivv2ZE9/h0CenjIVuPhRmN0Pzf/416dAfS5Udf9tFk4nvKqoNSQqwH0X8Upf+o1Zck3ot73kIKrr0ZR/UsYGJKFY9X0ED64zDa+Kq1Btoefhils83qLF+SuvT3mIoYxGNou55D2/Z3PIsW43/fP2IGAwRffJrgS8+gl9Qh81dZuStpGM8zy9u3E3e4ESHj4Kuz+mTpIdqLBnJApUQ1AhTme+jr6814H2fLaLPJg98NU8HYnIqiJhemul2RKhJjtCa9kzmOqX68pjvjqVqXdp3Vy1DaXkM59iyoTqvpbtE8TD3OkQc/PA1FzYFjrF5Qw8xvPIbizj43oP8vT1oVhmqsaixKy59QWg4giyrBNDFmr6DyvDPQSssR3vxkxaEhZSwzGNMi0IToP4rUPJhNLwHQU3Jx8u8TfRNlkwyf6vNTSeIFN5bKZJNFrscm1dhP6pjDnWj770c6CpBF860Sy4oTWVAL7mKUI0+gtr4KgFmyHKP2KtDcVm+Z1s2IwDFk0XxEz35k0QIItyOMiGXgxPrQ571j6Ky9lPhnLgTFSfexnSOG469ZnuwHpHTtQjn+CgKT9orrRpRM9lctwPH6t5BaHr2+s4g5y/DXnpH8e8+R1yluf5r+wrPxzrdmiCeiJ0s6g/iF426O/fdPUNp76HQvGiFsUjFaJaLk96S0jnf3a8z4v3dx8RwlY3hZLmJmrGJosKEvDYPeP9yL3t6K0dOF0dcDDrfVGd5bjMz3I/o0K2/C2Y2jswEZjVC5aA6li+ZRumAOxXNnoTocI9Y9mGxFTrbnbfi+ZwrBy3Ys2utNiEAjSvOLiFgb8ZXXICJz6W6yKoflWjgiud7E+0KPgOMA2ptP455VS/76t+GcNZfwts30PfxbYpULke6V4J0xYh0T/uyWEsUI44y1WZ29HUWj9mx6qzEdhE3ivTPeqpkng0zP0mx7LdlMTcZUHj3DsjltNx5E23MvRuW5yPKVGEaYo7/70PQTNZsPNbFmXnXOomZ4SUnXb76KEkxtZLiWnknxB/8PkKaDc7AFtfkFiAeRZSWIPh3Rc5CIswzFjBFzlhHJq0025ZwIL83pFj+Zi7cmV8bjLZmIEs7ZlizNyeMkJehhlNZXEeF2jHnvSDmLqhzfiAg2IQtmIXoPQTyIiPWB6sQsPQOz/ByrQEawFRE6DrF+qzy54sAsWWYJmqa92Y9rgMRxUdpeQz38V8J5swnn1VFQd+EQMZQX2E9+/4n/myUrMP2LkL7ZdB8/iLdvF4oZpr9o1cgy1WQugZuLpya53kiUv/3wQcK79mLMeTuyoCaHvR56rSVKaTuefQ616QWkZrD+83ewfql1npYukOzaP/Sc5eqZyTXvJlsMw6S/K0BPR9/ATz+9nX3EYzoz51Qya2EVlbVlKKqSccy5VBobTrpzNNo+pxrPiMpvwyenTMMq3NC9B6V7HwgFs3wVZsVqUE+I8VQiNuuu8JFulNZNKN1v4l6wmPxLr8ZZNw8pJcd++T8oR3diVl+P9M0e8v3T6Tk/XZlMYTNeb3625Y9hapWDznZ/J6oy6VS7j8YzprGWJJ/IvjgJUtk3o+Ua5lKKPhe0eDf+7o2Y1ZcTueRymv7t+uknanY3trK0tnLcogYprR9FQXQ0oja8gdJ2hMJFdXhWrkUrt2bNRhhPwR7cD/4HZvES9DPPRAR7UA8epUsvGJF4PREKNdWNMBW9MGNhvN6rVPkPE8VoZSXTkc1Ysh1v4jpV97yEY9OfwIghvUXoZ1+Lsei80fc3HkRp2YT0L0J6qyDchtrwKCLSCaaOkDpm8TKMeTen/LpVFt3EEWsHFAytAFNxDRVTUiJknKJZK098FulCad+K0rENUJCFc+nXHcScZUjVDdLAG9iHN7AXKRRwl0GkA0PxoJhRev1ribvKMoqawaRqZpiKTCFMTz62jZ4//Aaz8lzMqguSifyDSfdgTgqaYC/uP34XpEH8vBu47fYz+eCq9Ofo3jeyF1DpDPvBHe8niuHCazhjETUwNBE/1TkbLTQv1zEN3hYMnL9QG+rxjYiefeAswPQvIn7eRciSmmQ/lWx7zAxn8PWhHHsWpX0LxsK1zLh+PVrZiW7zRx5+Esfrz6AvuWNEzsx0fp6fLpwqT02uXv9sxE3CoBwtb/NkhnwNJluDN1ubZ6qHlU2X8WUimVNpxvGXlFvFsRDIolHSQYZ9f6z4y2sRkc5kiwoRbkfd/wCRaz5G43c+Ov1KOo+VwTdP8iYfMM5kaQ16qWVgFGQwjpRDr+N88QH0xeehr3l78iVoVs9FTtJFeroKGpi48Wcze5oLYxU0ibFky2hjFv2dOJ77DSLUS/Ta/4Msnz1EUIwqjhxezJrLk/9VjzyBEmzCKFuJ0rULs2AuxsyLkn9XWl5FaXwKnD70xbfjL69GffO/MQb6uWh6ACkUDC0fQ/EgFQeOWCeqEUDveomIZxbu+deAuxiz5grM6ssh1IrSd4iC3npE21YM1YOhFaBr+QS9C/CEGgb6TX0CYUQwY33EAzow9CWf6RznWs43FeuvO5NfMwvnX/4bNdpN9JaPjVgmk8jRtjYPVD7sQV/8AYwFZ7PWdzjt9kYTDtkw1QRNNiSEzeCE+uG5RqkYvK9jOXba600oLa+gNL+AWbkWY8mHwFMCgCw9cV4T5zghusaUIxTpRGndTOTdX2bO2eUj/iwCXcj86pRFAGzeumR6z+QazZB4dg62eYYz2CY6lZ6NVMJmNDsnnTiYLjbRVBM3OXvRpI6/83nUXgeYcWsSsOjT2X0317FVLSBY/xzOaBvOaBtqawzpKUXE+q2GwpobFIHUnKOvbAKYcE/Na4ebOKcu9/AzSOGtSUG6mWDRdhjXY/cQu+pjmFULUq4zE7mc0KnoOj0ZjHajZxvGN1VioscjtERvG66/fBd94Vr0VdeBmp3hnvF6DHeidO0EKa1eTnmDDC7TwPHa14g5y3DG2omf8RlQnWhvfJf2iutAqAPx+CE0I4BiRBBmFN3hJ+7w44q24g4fxhHrRs5Yi1mxxiodO/gY6DEcG7dBpBMR6STe1YCq9+PQe+krPDtZWnm0HIaxiphsks2fb5C0fOPfMarWI/2LcsudANSGRzFmFPOez9/E7Wc1Uqe4aTAjQ5YfbJSPJhJOhocmG5GQbpy5llJOVYUu1d9S7Xe6fU53PF9s8SRFiWPDS6j1j6Avel/KZs2pyPXcJ55HpbEDGDVV1L7vnSm/U7+9E/dv/x19yYfAUzrku5PJcEMx2/dMLssNXv9EcKrfhRMdIjYWT8xYjkGqczFRXqCxkE1eWqZ31+loD01UePxY77shkS6xCDX+bpp2tqL0tSP6O5CKhr72ZhgoOZ8IXfRXLUQ98jekVxK78h9x/fGrmMXnIktGRlbkWrHPX7Mcor0oXbuRviii8xhK+xFkaQ2+FctwLVyKo3YODfWSOQscSF3H6OtBKCqmw8HGd141/cLP3mhs5uzamZz/4JNoed4JqbYzmHSixvHi71AadxK/9HbMGSfcbNk0h5yQG1IaFHskwohhVqxOmbR9OpBttZzBnOrS1JCbgMmUFwKWh8b5l+9QeOkVtM28POUy6cjFUzT8uBX7SxAd25D+hcjCudb6tv+A7vwV6M70HbQHH+v++hfJC+xDi/fC3BusbuOKE6l5wO1P7V2SMumBSncuJ0LUQHbC5unnD9F530/pdy/Es+DaZCjacG/R4PNoeWoiaLt/xBVf+Bh3vkNNCpqxiIZM4VfjETS5eDnGGmaWDdmch1yEDYwUNwlRY+VBHkc7+BD6Gf8n5XczzYTnUqlJ0UOUtD9J5L3fhHz/kL8Nvl7c9/0bRt31dPX0pt2fbBnvs24iKjaOpWDK8O9kGke658LJMnZH27dcRV82jDX3Nlcm6vxnYrRcHxhb+Ph0FztjqfiaTSRJtufDqNHJ3/Qb9OPHUIuKiXlKyK+uQCspJbz9NTwr19JWdbm1/WgPSusWlO5tuGbV4X/vRzj2t+dRG96g6l/+nYYDek6T/CPGHWpFRN9APbwNz/KzcMyYyYoFJZQtno8zPy/j+l5s8aCHgrx86/rpJ2p2NDWzovqEqEkwOEZ7IsuKJtdlGqi7X8Txyh+JfPiHyeUmfXZBmngDe/EGTiRvd5atw1d33kDOg8QVaSLfrSLCbYR1lYinBsNROP5tT2FG89pk49WZKOEzkaFvGHFcD34FY/4ay0OTBRPpLRx+TNRDjyC9MzAr1466niGVv449g9G5F2EaaJoKkU70Mz4DrqHX5URUN8uVrITNi4fpePB3iGCEmFRxuAsG/iKQRfMxy85GX1WTDFHStjajND6DtzzCI7+/gjkdVuWs+tLFExJqlolcRU6248kmAT8T2XplhjNaPk0uwuZ/XrAioLXN9WhvfBt91b9ZFd2Gkcu9kXFZaVIa2YP0Quyqj4PDDQy9but39OC+95/Rz/wMOH3jzimE7Ge9h5dOnipe7WxI9Yyf7kZtJtJdb7mGLk3Vc5ztZMGkThZPATKdn1y9xZkYsi5Dp+zwEwRfeoaCa24mb+2FXDRzqN3ce6yZJ/79exjVV6N070EE6vGuXEveeZcQb2ki+PzfkaEg/ts/SWPoRAhh2vNqGtZvRT3xmTQRPfsRoTdROo6y5OoLufWmBexxLMzqXTP4PRLpD/KdS2+cfqJmT3MTS2ZW87nn/owr3zumEp7ZIvo7UXe/gIgEQEqky4u2YwPSv5jYRdcgK+pyTrrLRlUnH9bSoDS8G6X3AAC9RauJucqHlMr1V9bheOO7xM9Yh+gvsEqTdu3EQEMUL0Tm1yILauluO3qi/K40QNEyjmGqkq0nZyxu2FyZUDEzgLrredSDW4jd8M9Z94iYCGGd7hiIzl2ozS9afUyGjSfbOO/uxh2UtvwvXWXrMFVPyuUTx7K2pIfmpzehn7Fu6MNvgOH5F2P1GGQjbF5odnHk2e1ENlolsr0ltSB1lNbXEEYYo+YKZNFCQEKsD23PT/m/338fd1xRhWh7Azg5omYyyaVkci5kU655NAaLm3RhfoM9Nu5ffAZ9yYfBPdSDMvFlk018Pa/hMvuIX/gOaq85DyHEifdRNIzrTz9C9DcgC+dh1N1A9/GDya8LM4oj3oMW68IR70YxwmiaBkYMzDgyvxqz8ly6egPJe3K4N/NUdryfDE61p+ZUkOpdNpZKqlNd1AyOdsmWqZaTMh5yOT+ZIhayKZhTvz9OTV4zPb/7JYo3n8J33o5WUpayjxtA4NnHMTY9w9wrLqTu4rU898R2ep96HJlfjFmwElm8eMgkkX7WDAj2QL7fimxY4kM9uhPl8Juox3aB6kQ/Yx360otQj+zE8/qfKPMpnH/NSs6+ZCk/bEpfXj6TPT9ngYOz8zr4/mXTUNS8dugY58yrGeGpGY2xCBz14Gs4n/45AGZBCSLQRXzldQhFQXvzGYyqhYiQExHpgng/suwsOiOOlDOBgxk1BlJKir0qavPzmGWVEAuBayGdMWvWT5gx/D4vItQKrj6Uw9uI3XAnZuVcK87Q0InVH6D1tX0oLQdRWuvBVCxBY0SsTuKuYqS3CumdkfzNsOptp8MDIxdyffhPhqhx/embxM+6GrPuzKyWH2/jslH3WZpo23+AMfsaqy/OGNG2fZ9u3yp0R1HK7epnV6E0bMP59L2geTAL52DOuhaEGFH5LJMgGU+OR7r1Hf39kSGfdR990/KO9u9CMSMIaSCF4KLrVvLz71yXFDSy/Cwe2xvNaTxTifGEn2VbkQ5OnIPxeGjAEjYJEgJnsLBp+tZXMP0XEL/0QiD78rZjjVl3Rpop7N5E7JpPMfuKs0ZGE0QCODY9gnp4LzKvEqLdiGgPGBFkXsXAc7kKXMVI1TkQyqmhNj2H0rEdo/pyzKoLpp3HZSxMlpdmOhnHY62mOprHJ906T+Y1lWse7ekgaCfi+CZtkHgUDJ265YU0HNDTLq+9/le07U8RX/02am+8gouqoqz2Hku2Gxj8zE88j5cukPzlj0f5xQ+fIxZU6XHNQXeW4K9eCmwHQHqLKC02CL28Ab29Bc/Kc/H2t9BTf4S6xdVcfu081lw6j+72IL//6Ub2bm8mrkvee+fb6Jl/YbIv5Hj6nZnBfpq+eMP0EzV76ptZMncms279OYozb0hJ1cEvjGwUa1ZEg6iHtqIc34/0lWEsugBZUAzRMNrOZ8E0kIXlKI0h1IZH6fcuSiY8p2K0F6Qj2kFB3xsovgKKr3sb7hUrOf5/P4kx521WdSWlGUfjDhzVs9Bm1uKYUY1aUoZzzgKEOnJmG0CaJkZnO0LTONLkAEVFdDWjtB9BaTuM0n4E0X0cPGUYledbXbQHCbOp9PBIFToxkUmpuTApouZ3XyS27sPI0tqUf8818S4VuZSn1rY/hfbGk+jzboO8ypy2M/j4uB76ETKvEnPGuSmXFf1HUff/DmP+O5GecrTdv7T66sy8KCdRA0MTxIeTS4+UwSWBUxrA0sQ/Yz7v/HQV5xa1cv1ityVoDn4P5v3TlPHSZBIn2XhHxlokIJtn7PBzOp5cosGiJsFgcfPFr71An1KBftZ6IP0MsaIH8Qb24Zh1CdI3K+32MhqJUqI2/AXiQaLv/GfmLHKRCiklRx99HhHsRYR6UJrbQA8h4gGI9VoTUe5ipMs/0KsqhIh2Y1auHeipk3q9E8lkPOfGmj8xFk9FOiai5cLJZCL3PdX6JoLRepakI5OQyiWnbTqQ8bgPTDwTDyDiQYgHMGdYkxk4PShHQ6C60JfXIJ0elEAX6t6XUQ+9BoaOUARqQSGR2eeAY81Qb5g00Xb+FLO4mKqPfYLPLW8eNZT3+aYCHvneI6hHdmPUrEOWrEjmcxd7JErXRvKXL8fs66FYixE+42K0qhr8bzxJydzZVK5YjCPvxHsi8Xxvqm/hzf4SSubVpd3+4PdLqnfJ8GvBjIU48uCHp2FJZyV1PLQfqOfExT+asMk6/8blxVhyIcaSC4d97kFfeW3yv8YCUH/5GHGHHy3WhSfUgJA6cWcJUXcVpnDir5wD8RCiew8Cib9m1cgXqhlFNSPo89fhOfMca911y1GOP40sraFoyQIu+ae34/EXZj0r3XDQYM4Cq0/CHL+1z7J8Nkb5bIylF1sL6TGUoztxvvhnZPcr6CuvRfTOSOl1OpWzW5MhZmBsD/jRmmuOBRGPou19GbPkqOXinbkIFGVCxEwu6GfNQNv4EGrDNqI3fg5ZZF0/ubywEon12tZmTF8dastGUFTMglmQd6JvB+F21AN/wKi7ga7efvy+2eiL3ou25/+z99/xVVx3/j/+nJlbdNWvJIQASYAQomOKwTY2Nu41cY3j2E5x2iabHm/KZrPJpmzW2fRN3TTHm+bYcVzi2Mbd4IoxvQoQqCAE6v22mfn+cZmruaOp914J+Px+r8fDD6M7M2fOtHPO611e7/sAFVa8K63djR0hS2JjR2jsoP+W9PVUNJiGv9SeRe1tM1kTPsB183WE5hQgU6llM8tcruBFEln/TK1EE3Y3CraT8GElMo7Y6MPSll+wkDcfepaKdyZz1ZowLMDUBAVDjYSGD0L5YoSmB5BnXo8aHlO7tJJRT40f8RGEoRbE3v0IQ21E3vVlS0IDJK2q888n+Ld7EIZGUUrqGBotQg7UIReHAOGk2uAwCCJqoIJY4UrC05dbtukVxkXjRNT9cjqnG5iN0RNh2DpdF8qnI4nRI5t50Co/zLel/f+5UEojhIHDiEdfSkb8yCPJH6V88Bei+gtBKgdFpsAfRYmPEO0aJdAaQYiNogbykOedR+UXvoEULuecgi6ef+wN4pu3oBQVIO0+gBAZokTqR+7rIZEP8tF9zH39PhbdfJlln3Y3Cjz8Ujcv/+wnCMXzSSz5OPjyUu9gWVEIqeURyu78EJdfkozg2NgRQht9l91xU1p72vieGtunVlM+FddwM5eo4uQYEHPuqdl06Cjn1CclnQN7ksoxxphTs7hDO0usEZnm4gT/dA/iwGFkMY9I/qykprY8DIDgz4fYIKgyAipxfxm9FevGtRGeMgPfgfuRp9USv+LD4/pvLChnV4zQeB1uwkFURaH56Tfxb34cVAV57mqEwWSoGoJkmueRS5UWL5r0uYJd+168GrmAdPBNhM5mhKFepNYDKFNXo0xbk9NQCyckVkxPChb85euohWHi696DWlyRto/niUZJIB7fhDByHKGvEaX6YlR/IWLnNoTBI8m6NlNXp3/LlTX49t2HUr6U2Ntup25eMpfMyqqvTwx3gpWSmRlSClo61N42k7vnHGBRg8psMS8VcqZBrVw+LsfDCK9eHG1CyFVeixXc5BtpcNMXt+NpXYOflYFjrP/2r1BjUYRAHiE1QmxohHd97HIWrU5Onm6FEYzhaNt2Jvja+35M7cUXMGvtOZTWzkiGF/5+L0L/IaS2Z1Gqaqm6/XZ8lVVE9++m+77/JbHwY+DLc7YYqypTel9CKQ2jTKtn+rWX4Cu3l4/W3i3p4F+JjfQyml+HLBWi+NLVfiZyQToRnphM4aogsYv9JgOnK/mxQibvkKdC0S728xLadqbdXzdIu+7YIFLL0wiDh5GrLyGxeiVqqBiC+fi2HgOwLARs5eH+3qG5tP7v8wh9r5JfVogQyqdmSh7zpomUTikmPKWYc84pYkVlOaIomuYhvtJdwYPfeRjp4HbkuutTSqiQDL0u9w8iHnuFsrs+wuUXjykB6w2KdvNpNvOL3VyiRIY5+qXrzrzwMydSA2PERn9jM4nD90pufG+1JZPwBV9y8S9Hk+oOQ0eTCZ4ldQi9+5A6Xiex8IP0Ht0z1ufySsTOrYh9O0nUr0YcygdBQCmuI7FmcWq/NBUdD3HrXqEqCtE924nu2UG0aT/yiY7k7wiAkCx45Ashz7oWtXj2GUlsjG2eCsEAo7dHHxLji3VT0vs63ZVXJQmlB+TkWuIxfFueILD3RaLnvRN5XnroWMYLi5ET+A4+gCoFUSuWoZQvTkuU1qBp1gu7foVQdTbVd783tW1t1WgaqdHyJvT5L3bPJVMvmyZUoMUhawvnTEiNHhrB0Rbs2t/adelh54o3Xo/V+KCffDKdiNySK6dxNNX3BYUUPvl9YlIdangB8uwC/K8/RLA4xHX//hHOL+9KOy4TctPYeJzfPLCJpx7ZTyJURGJoBCE6TNnMGSy8+RqmL1+cduxj9/yWQd9U8K1K+13/vabGj8pafHt+wbT/+gmCSUSBERqhSayYDqMDBJ64H6nzLeQZF6HMWJfab6JyZk4nMpMp/v/kxhlW706moWJmbdi1ZbbN6Z32omZ6pqijpfqpyKj+/fjf+gdyw7mogVUkVteZHmM2JhuJjNHYpZ+fIH38E05sRa0c8/IeViKMDsd48u9H2XxE4c0t3UiNW4kKIQZLlqOKwbR1kj/WRWnfJqI3f4HZ56aH5rbc32zqYHBao3oR/tEbGI1tH9zRd2aTGn1OjR56T42XGHwneCY4Zh94fATp8GOo+ZV0q1MQE8OE/SOIvY2gDqGEpyMM9SBE40TFQgLBfIThVqJv+wzq1Nlp12TsU64KEppZvzd2hGjaOwqKgm9rG31Hd1FaNQex7wDi8TdJLP4IiNKEhgDkOp7Yql2vyGRh4NaaBVDa/TKxYAUjhfOTP+hqukDuLbhm11MTOkrnT79L7OqPIR6z14s3gxVpdPsMRXmE8r5Xia++hpk3XWHqqfFKavSwqratQT+O6CcLMM/j0OCF1GjQkxkzOI1Vbsc6Ky+u0SNshGZIMQvRs4LVubTftfsvNT2KKogos66jt20X5Uob0vFNqAWlSD6BoKRSc95KPvzh1WntZVK3Jx6TeeLvRyksKWDK9DCSL2k0kGWFN5/dzovPHaCuppCyq65n/Ze/w8g7voZv/3DqeLOFmtC9CyG6h+rPfi7t+szG5sOb25F2v4Rvz+vItfOo/qcPcbgJgr//GsqMdeNEOSaC2Dh9H17CB93AzOKcC5wOxAYmZhGdy3C4UyEmYSc1nqn6WS5qBk02tHWp2N6I/+U/o/rziK+9HbWiBrD/1qy8MpuGq9PmQDMSo4eR0EByjvruv2/gxecbiZbPQRgJMTgSIxacCoKQ6vfgo+uBZL5huGcjohJFrajhui+9j8KpU8ak8w11G3tbd1J0/ZWe16de8jE1TBapyX1OjQFWL7hR+tUOdvH5+vY0uLnhaZOeIiN2bUVsfRa1ZC69iUJERikf2opcU0ds+W0oVfXk/e5fGMpvIG/BJfi7tiN0bya0eClTl1UhFZm/FG5eFrf3wSqmPnn8ycWQv47SLcmPRqlchdC9E7H5CZTaK3PmTTE7fqJyabJdLJiFMVm9H5lIVwrzbqFgz2/IF2PJmNtYHwRKUAtrUYpqUEc7Ia/CtfyzHawWOa2jMxAvupPAM78kseiTjup+4M6S5nbCVqR8ekrOoez1xxidXQJXLwXGD+pm1+DWI2Pm4Rj7bhJpSjBuYZxc7EiOMRTNSNjsYPV9Gy152r4bO0KW44YdUVlbNcraKoAE923wUddguWsarARcUr8zHd/mZoTevcgnpcPDNUtQ+/NJFNZCMEx0aTX+XY/gD43vn/7euXk+yf191C9JWhpVVWXDo5s4uLOZtvYhRsUQxSGBWCTGZXPjHLroHIZ23kfTOR+3ffeFwRZKljkrBDZt6ybvwW+jhOfRW7yC0s422r95D4GSeoSR46hFYyIhE7VAs/setDHMbBxzykV1CuPU4NvSDv8PeIr0mAiPgdfyEKc77EI43XhuJlIoaCKgkYIZ00YYfOx3jOzeRfzcGxGGZ6FWzADGvhkrr7l+fNfPC3ctbwXsSYzdb2rlcg4828TrT2+l+B0fot2/CN+WdmK6e2s03ii+ApSVn0OJjyAd+C1vHEkQUEPUNaR/39rx4ZolaFpsVoYwt8b5iYpK8ooJJzUa3HhnvCwU9G3YTfRWg7xvSzvEhxFPbEY8sZkEfgZLzkZKDFI8uAm/PIA892zi694DQjIRXJmxjsK2F2BPI/lnrST/lk8TmGnultSf26zPTshU9aiuwQ8NM8euN34ryt4/E9j5s5Oyvw0TNthM1ODllti4SW41Wp+19r3A2Bd57jshPpyUdg2WIkR7k8nI/YcQ2p5PSiBXLEOpXAm+zPItnBb9St0KeO53EB+CwHgriBtJTjOi40VuVKWLrje2p0iNG7jx1tjl4OUyed6Y45GJMpqX+i5GEQDtbyt3v914l1zk+lJk770XJhgjN+Z5fWbQe3q0c9U1+Gl9qQMQ6etoQhUDSVKji+UWRgZQmvZR897r2DScrsKnv/5M7unm53fy3OPb8V9+I74VRZTPmU/vN++mdPEioqMx3v+Bs/mfz/8f5w49w+tFV6aOS5vwYwOIfbvJW/q21HarSdj/xsMo4Xkos66lCOhq2UbB4D7E7gMkChcy2t4IJL+BiQw7MxpkNNgZ7ZxCnr14X/RhS1Y5Gfp7fKaGy2UqCW52/OmIbOsj2XlzjPdL//dE5pnmqu3E8iqmdr3M8Xv/hjxnJfF3fQ2CY6VIjORlbWpoS5iO60ajjRmh0TwyRq+MHoeVCPf+5E3+/sdXCN3xcY6qydyYxIrp6Kt4aeG1egOk9rcQH0UqThbTNuadmq2p7MKotWM1sS+jcThnasY5QM5JTWEg2WRi2TTEPOuXwwjjC6Kf5L3C0o2uqhAdQRgdQOjZi9T8D6JSmJHis0n4S6gY2QEIJC66icjMxeDPSz285Id9E7OmXwM+H2JeZpW7neBlkZa2b1X6vVpbdTIxjHn4Ah9G7t2H1PQo8pybUosRpwR8p4FjspRo3MYcm7nOzZCJR0YP44CgFqfLHqr+fNTCGVB1XjJnq78JsXMLvp2vI9demSwIKQWMzVrCzWJBPLLtZJ0Md+2aWdSMA6N+P8eJW44jdO1AVBbxwo5+Ll5a4qofTnATs6yHUYHLzvtiJzGswcqzYBaG5pVg6T01VmOd2dhh/tvYpKSP3X7vhQk2doyfgOxCjTSClNw3+Vv1B9bQ9qu9lB8/QFcovQCbMNhM3vY/s/TOmyiaPl4yR7u2TAnoq5s6kC68mtDKZM6Yqigo4Upe/Nvr1NRPY9rMKSy7YAHPPPQEwo0rU6IZ4uFtCD2bIa+A0PBR/OeswT/deU4RhntRi8fe93DtMnpbx3LmcpXrZwb9t54pScj1AsIuydxp/D0dQs9OZ09BruFm3rOCVRSDFtqUKXIh9KMhl0RJrk0QfPjb9MkysWs+gTp1duoeuDGemc0NduHOTtAMaam6XQ/8BaXscgbeyseHueEgsWI6RSum06s9I1Wh3D8MzesRoiOIhdYGztT4RboysR7Gd8a3pZ3a25IedLeemckkNDBJnhqvhCaXaGqMg6oitu3Fv/kxhBPN4AshxIeJ+8PEgpWERo+Q19eBMm02sas/BtKYu9HYf3DvYrMjM5lcs/Ej0ls9TdurqgZCtGwBNTwfZeQEYvcuZJ2FFU5vmUw7QqP938x6aMQp088XRNTSeuTS+qSCU+tz0PQI5E1BKZmNMmUFhOwVmGyhKkh7X8b/+sPI9e9ICkQYYBUu6AZWXrJxv0t+Eos/gnjiTbp++A1eXlTPsnffwqbK8SFobuClXk2uoPfOLGpQx+Xm6GuqwFiekFWf9MfbeSiyMeDoYRU+oIWnatY6vbVNg35Bo/9W9JOdsOQSgod+SIUgoAyVJYk7IPTuR/GFeOu+v9J98DCrPnxnqlibHpkSwMpQlP6TqZ+qotD/wO8oFGJMX13PX3/2BKIkIRYUkYhEqeh6g87ia6kt7aJv4+9YeOPVKIkEcjzEvGsuxZ/v7N3HF0jWotDBTq44F5gML4frMgnYW+fdQPPu5CLZ3StO17kM7KMOMvWoGL1perhtx7elnZYtYwvCybqHbsKg9fCa92n0woVrlpBYXIb/zccI/eM1osuvQ4jPQzoqkjhpjzHOPcaxyo03xg5GIQAN+jni8OZjBDuP0iMsheGxWo/6awEoMnxfZSEVoXcn8tzVlF3yAS6sSRq1YOw9cTtuOeWyusFkExqYAKGAzUeOsmp2Nec/sB5fftJT45TsbgW3E71VOIbQfwKpaQtS0xaEvm7UwmoQfAj9ByBQnPw7MYo8ezZyw7nMXl1jeQ4vrjanGHqvcBuHrlWd1SMtQTvSi2/Pr1CDYZTKs1ErlqVyPczCi9wMbJMRN+vGU2P1bzOcynoCiRXTIR5BPNGMdGQ70p5XIViCUl4GUgDV54dACDVUjDBYTPySi8wbkhPJpMbNj0EiTuzCO1CnJkMhza7dS+y314lm3DUuLmNFz5McfPol6i69gOOlc1i9qIwd4kwON3lry84g4uV7srOqGScWs4RObZ97tybHCKOSjdU59O3awQupcUuCjITLSoTADL4t7RDtQ+w/yEh3M6HqVaiBEvzbf4gqiKil85HnviP9oEQE6eBvCF/9NvLPWeuZgFo9z6fv38iOPT3wnruJtzTR/ZNvU/nV7zLz6GZ2Pfg4oXd8ACEvxMAv7kGWwRcMEI9EuPY961h3wzmpdpzEHVRVRe7t5tj9f0XsjSDPudFT/zPFRBMaL2RGg9vFsNtxJZdCCqcracm2WKjZXOrlnmVLIDON2JgITEhY5/JpiE1bCLzyAHLVHOJr3oGvMTlGGdMjYLyCp1cyY0VYjNCPS9pY1Pzws/h2bUmGthuQImcnn7c+/Kwi+jprbr+SWy6vSmvbOPY7hYwao1n0SmluVX2N+x3a1UfbF89A9bOtre2sqJ3B5158hGBhQdq2TBb1TpO3GaE58uxWfDueRWrbiyrlgb/gZM5DCYkla5DrVqCWVKb2z1WCk1cvlNkiyOzlzzb5We/SbNo7gti882Sdm2LkubcCzpPT6TyweRnMJ7OejB6WC5dEHPHYAYiNIshxSMQQoqNI+3ejBuPEbvxC2u7i4W0Ut79BrHEPUlkFI7PPQ158MYiSZzJjhBm5yUZ6Wug+im/fKxTEjhM/3o4y2E9i7rnEz34bFIadGzkJ4/dplZhpB/cJ6tbfpVZnR98frRaO27aN8EJmNJJipoBohBnx0X5zkqD2bW4huv8R8ocaiQUrUQU/wegxYoEpSLMuw9f0N9T8aajFM1HzpiTDWTXPzPAxfAf+QOyKDzPzokUI0ljYlpFguTX+xKNx/vOT/4f/bXcQnL+Yru9+lVXvuJLq1cs4suENdv31cWJDw9z8kcupW1iLzycRyPOTX5R+na90VdC55wAdu/Yy0HqMwqlTKJ87m1kXnUtvUwvPf+/XyCMjqKFqlCnLUcsWmvZvInA65qO4GVMznTfOFJnfTOAlR8crEcok9NHtM8j1vfe6brBSVfViXNUw7v4oMuLxR5Bad6GUn4Uy5SzUopkgiKaERoMx/ExfJsAMZt58NzCOydHGPXQ9eD/Rd/y7o4E2XLMEFBlhqBXx2FMEi0NUfOYrKc+95qHXwsaAlAqpE6nR4Eb62YnsJEaGeeXWK888UrP32FEWTq9OkZpchJbZvRj6l6GpMQ7RUUL3fhogaVEsqEaZNYfEvPNQp6Trdrtlm272dUtosrHmgrmilNOiqvlAJ/6gj2Cej8G+CANyBa+cCPPYx/6N0Tv+C9++4XHWoYmeXLKNSzdLUM12EnaLyaiX49vyJMJQD/EL70j73f/Mr5CObCd2zSdQZszT7Z95eJ0VmTEjNWahDnZu6jRVwq1dlO19hJJYL8L70mV1neBVdMPLt2f87sxq0dy3wcfgo+s563PXcfecA6n9rCY4s6JpemQTbqbJVnshSnpCZFUktGl/DPHIdgIv3k9clRgsXobsT04+4Wlz8e27DzWvgtgVt+J/+SWESDfCYAtqwXTkuhtATBIYoWs7UtuLIMpM/fx/IJU6E1gnr87rP7mX3vI6Tsy4FN/mvxPY8TT5JUUsuOFK8sKlHHpmA33NbVSdtZCZa1ZxzdkhRFGg61gPT73SRfuWXZzY34RSVo1cPR+lohZxoBPfpscQ84IoCZnE8qtBWexKPTAXcBIEMMKrwqfbHEO37ZiNB/8vkBAn2JEUN9sylUK2klTOhCy4gR35mQjC4wZmqmoZQZUpGNqPKI8iKlF8iQGoWEzsxg8A4HttDwSbKZ+Rj1hQSN7SlQi+sbyaIxteJ77nLW7556u5eXlRqll9yHI2kUVGERg1FuXYv32CyLu/DXmFyT7qam5pCNcsQWx5Bl/fVsTiUvIWLiXvrFV0vCaNm4PNilS7ncf17ejhpYD8qoIuvnvxDWceqWnsOMq8adXc/+bPyC/MTWVtJ1JjfFiJhhCIIoSK06R0vXhk3LrY3FobnYiHfoFitShxOreVetwjH/48saFhgqEAsUiMe373LsSSmfzH999i6I1XUKauTVaLb9sNnNocG7PBzkl5x0mhB7Jb5OcKXhYW0u6XkFr3ELvqo+kbVAXf6w8jdrcRu+5TQPb5Ql48NJnGbWuWHiUa4cQ3P8+yW65myvx6SmdWpzT0neDVsOBEbNyGhN23wZeydOk9M8bCnm5ipfXtuoXVdXhREjPLZ9GTm6bGOMG//Ah14AhDRUuI5k1PGzulxBDlnU8TueO/UIvKxhqORQg+8F3Ukjq6lXJg7H0Shl6kqFil9Nb3ue6nhrVVo/S1HGWg7RiqqnJ81z7aDh1j8LovJXeQZfxvPIRvx3MoFbUo0+ci161EbN2DdOANguWlACQ6jhKfsQhl5lLkmoWpBQKcfG8To0nFQATIK7eVXs82hMosT2WiiE2uCY0V/l8iNRNB2DJVVtPnUFjlu+U6jDrX4WfGY93cCztjZy7fNUGOUNb1ArKvAClcj9i9A7WkPmnQEPoI5sEV//J+CqYkx7SN3/k5x7bu4uwP38Ft19amxl+nvEonr7o+jNn4W9t3vkVi6WUos5PzitmzD1fV4dv+QxKLPgKh8rQxKlvVOyDNu+MVxnsSHRrmO+vOQFJzpKOZ2dNm5ZTUgHncoVYh1ZhEZTbweyU0Zm0Z4cVSbFYQUO+qNLs+u36Z9c2qPxu+/VMGiqdTePl19Hzjbl5//fMUFgZ5fF+Ue14KcOJ/f4VaWIMy86rUMW4HHavtRmTihtfD68RsNfg7DeT6WNWJgJO7N7V9qJe8+79K5L3fBb9B0Sw6TN7vv0BiyafBP1ZsMxMyYzV55DKW2zi4Cr37Ebu24Yu1sehtl7Lg7VekFtZu4IXcmH2Hbj2iRjllzUNiJDMaNFJj5aUxCwczO6+Vd9vJ02T0MJm1bTy3ntgc/eZ3GY3JDBctGndsWWEQ6egLRN7zNVAVAo99H7F/EFXKQ4j2Mpg3m0hBXfp7Ex/Ct/tnTPn0l/BXJUUFrMYwNRYl2riHyO5tDO/di98voAwPkaisR+xqRg3kE7v6Y2lhw6gqKAroQtwAkGWk3S9AIB+5fhX4zN8Xs7jyyUpqt6r07oXYmH0v+hj7bEPaJsvzfbpgovJD3bSbyfyXiTHLjCTYyfr/v/R8jRCUGP5YJ/5YL8Hq1WMS9aqC2L4BsXszF3zsTkKtO3n58beQESmpnc4lX/ks4C2EVoN+fHcybj1x71P0HRsifsFtqd/SvDWqTGi4iQJxFHneHRatZA43IWdmsLoniaFB7ll305lHajq6jjJtysR5ajSrKZiHuOQC2ZIaN6EvRiID7smMGezq/9QN7OTXP3iGrv2HUArD3Pqzr/GBVe2pfnxrvUzXn3+PPOcDqRASr/KL+oWw3bFeyZAGqwnaKQnWq6VRvxhwo6rmFkaPkpsFg7T/D8j1C0isetu4bcE/fwelbAHqlBWp3zL10GQjtWnnHXNcLI6cIHDgt7zj3u8DeCI24E4hLVNREqMQgN47Y1Y0zYrQgPf4ag2ZFBQ1O68Gp/MPHO3gyX/7LonFn6T32IG0bcGRFoojh4jcdQ/C8cMEnvlflJobIBFhuPMg+XMuBSk4vlFxJ9K+V5HnrkYprUKZPg9Chen7jAyQ9+DXUYvKUQN1qMVzUEUJfCES584HOZG0oIpjYWFO8sET6Z3IJXJd58WuLbvCw1bHnwpPjZmxZbIW19km+7tt146keDEAGsfYU0lCMiVBTuuKyYKxH0J/E/4jDyLICa789pcIhUt57GNf4sp7vsQWuXpcfqPRaKQ3oJmF/BrXakavzYndjbz86wcYvPE/0r5Dse1FxJ5dEO0FfyHyzGtRw/aVlr0YbuxCzqwimNyIwixWD3Dbqn+ecFIzOcHDOYIWppJYMZ3a22aa1luwg5sF00RJ0OkXGHq3pfafHdxeo9WLVTEtzEX/9kl8M2oRh3p59Ms/ZOvOZB3ZRQ0q61ZNA18Q39bvIjU9ijA0vpKw0yI304S+bODmvuiln93ArE6EJk2aK7hdxMgzr8G38zmEnqPjtqnFdYh9h7Lqh37hYPzPLXxb2l1JP2r3MO1e5pWhRqNsODq+ir0ZzKrdTxTWVo1y95wDad6ZTAiNE+y+f20izKRgJTiTIf34s7EjxOs7O8EXHBeC5Yt1UzSwHbnupBpYqBAhEYNoHz1DUaKhGnNCAyAvRgmvRmzpwP/63/DteHbcLv43/oZS2IA8670o09eiFk6H/KkQKE6+W5IvjdDAeEn3XBKRyUran0xxAPPyBONxOgoWgPO84XXcyuQcuUQu5HK1dvTzyWRegxG5JjTa9lN1TWpJHdKUqYQKAlxaH2dNeSdT5s2ha/+hcWstM4ORFaHR1pjG8VeD9u/yeXXI/X0IA11jjcpRxPaNyLPfRmLF50ks+wxquMF0jWK1bnH7npmNFdkUlJ8s5NxT03r8CLVVs117aoyF2YzhF2ZqPZkgU7KSK0+NhpQKmcucHXDuu1MdIA2JSJSme3/Fto17OftDt3PbdTPTQlaePeDnHz95DGEggVx/syslErdxyG4tYG5yObIlsnYWsVyEbRjP4xX68weeeAihdwvxde9GmTE/2e5bR/Ht/hXy1NX0RCSrZlzDzbPJRMjBFvEIvp0v4Hvrcaq++WMumqkAJsIfJnBbw8bpOzSDmcqNGZHRYJVHo8FtaKkeXnODrGBGhozXram5HX6jheCD30KueztqeAH9RzaRFzlKMNKGlBhCqbsetXwx8kwF/4Y/IXY2o1Qsp1tKl8G3fE+GjyG1PUJi1duZec0aIPl8xY5DBB7/MV3ll1A682zAXfijG0+C3Tto57Vwys+bCOTaaGJsz+x63RhXvISg5SpcKVPLfTb5FxOhxuY0XzrNf1bzby4V0E5HnCrPzbjzxofx7fkZvsICKv/t29w95wC//vpfuPGOJZTPWcj3Ds0dJ76iQZ/rbVXzSZ+vYlbwE+Cxe37LQPFchFhSFGh0/2MUyl1E7/yy6TVYeavdiPvoj7EiL3aeJjusLmhjZGh0Ujw1OS++KWOf8A7j5Ub1k7ZZrDfY30A3CwW7CtpujzE7r9uFlP56Wu5vBpeTmFvvkpuFvi8vSMNHP87tn20dlw+bLDYYo+n5MvYckQH3g6U+D8VqYjPLa/EyCbpNpNVDf1/M7qNdIiO4C9eYCOgXG7Grb0I6WEPg2V+jFsxBnr4WsXMrKHHUiqVwUtzBLczCOawmx1yqvPm2tCdlJ0eOo+Z34NvxLKo/CHKC1ic2svHGy1hbNTpOBcYMZnlyZiFndgv/RbTaXkNd117LbXoio8FtHo1ZQqjZb07Q19PxAm3s1f6vveOx9U/iEwKIhx5GUB+iPBBEnrkUec7tJKoXpvJSfK/uROxsIe4Lowx2UCofZrD4LGR/ie37Ig6/gZpfSu1V5wIkpeXb9hF4/k8o1ZegRpOeHqf3MrXdBfGxGzPsvusz1VPj9XqzJTMa7J5DLsPHnNrIVL0rE0LjKCFscW6v12BncNLatiM62rYzKT/G7h5M2nWoCtLBv5K/bCWR7Zs5/PoRvsdcRLGIfftGOX+ObpFfZU5ojNDP63UN/nEkQVuv6H8LLlqG9PyLKDNmktj7F4rincSu+lBquxdFRLdhZ3a52k5Exs6QmFAzizjwipx7apo6WpkzrZbPvfgIa6f2pm1zW1HabWG5jPuYg4RkNyIBVux98NH1FF1/ZUZEy66PRk11PaxqWRgXRh1tfXz4+vsYvPZfkJrNoxNzUdzSrUym8bwasg0/0qwo+nMXXX9l2j5eJVQ1TIh1Nz6C1Po0QtcO1PA8eqUZyP4SV4e6TQR1O1FrcGX5WTYV387nEZu2IHa1gq8AVZAQEqPIdUvxNb5O+EOfIW/BknGLe7t77kRowFycwwp23hg9MiU0Zh4obWLzAjsRgUzC1L53aG5KcAUAVUVQ45TWnAXimM0r7Vlv3Ixv730ISiy5be476RkyPCtVTb43ggDxEYTBF5FadpJYtA6xowmx8zD4S5GrzkOtWEZv265xfctkAWOnnugWkyESkomRxgm5ygHM9vq9Kl4Z4ZWEuI0OmEhxm4lW67I7v11ExakUP8jleTRM1vmEru2EYlt5+7c+S+MTz7P/zf30X/4ZxKYtTG18gn/74R0snpeeSgDp3gwzY7NxjWYWiaRvQ03EOfblL4AcQa47i/iaW8flJL73wkTafGnnHbKb060KkHqBnVH/jBUK8Bp+ZoSR+GRSfNMMbiupGpGNrLMeRkKTC5h9MHaJa3akclGDyhMPbOPHX30KqbIKufMEUriMaFkdyFWopfPSlLac4GUCs9rfTXJlNuRGLwWuWbT0LmHjAKWdL1uLSFZQEvQetfYiaHAzUbuRzzQmpXq6tpHjSE2PohaFqLjuOtoTNfi3PIV4aA+x6z9GwbM/Jv+8iyhcl1Tds0qcdKv6Z+WhMSM0bkkMmBMZSJKZ2WKeY8E1o+x8YsV0fnr1EdN6OF6QqxpgmvfYGPZlNsnFj7Zw4je/ALUgWZtGyiO29wFCAQk1fyrCaDfCaCdEuhDUpMdXRSB/1RqG2joRon6UsoWohbUQSJ+c3YS7ZgPt2k41yZlIT1A2YglOpMjYthvDVi5JjZuwq2zkh82Qi/Azs35nS8T0+55KEQX9+a2uN9fnnajr1Z9HbN9A0WyJ6z56Iy81ixz/148SPzsZ8uXb8xMuvvt9XHf22NrTqlSA2e924cj6SAVt3hM7DjFtaoLgvMWmaw+3YklWxmOzUFV9X7KBfo6arPCzSSE1mVgRzXJtjPDqrdE/dC/kJpP6GGYLG6cqrl5g9uK59dCYYXVBG50HdvPtf3mMgouuYHD3cRhsRYgNgJoA0Y9ScznKlBUgSjmVg3QaBJ0+PrAO63F6R8bVOLKQMfRa7C7X8DpZOE34ZhOQ6aJh+BjSkceT74ESBVUGRQWEZHJ4oBg1UIhSVYmaV4QQHUEY7UcY6Ufo7yJ+9nXU3nQFgigSa2qk69c/JnLrVwk+9j3EvuPELryDmqvWIOY5q8KYIVsvjZUssxXsxACMVjsz/PbqxrT+GAmRhmyLc7qBnlTp+21WEyOxYjpi624CT/4MBD+o8aSkshhAmTYbuXYR4mA3SngaamkVSrgKfHnMqpdQI6O0vbQD/8v3k1j6afBZP4+Jsigb2zcjb07I9vueLDLj5lxeFJAyOd5soWtFVLIlDmbn1W/LJDfU7DivfcmkDbt27XJsJsOD4eTVn0iSNdnERmxej1Izhdrbb0SJjNLxpY8T+aefgyAg7dmIb+8Gpn/hKwiiOE4h0wg7Y5cVjAq8bqIWvOQPm62pJsJDo8cZS2r0ks6rVphPXpkSHCe4WcDq4cWq5TY52apPRkutG2RTj8MIN/dQVVV2/PkRure8RffxfmJLrwDpbAaOvEZZ7yuooXwQRZTy81ErlqaKdWYLt9Y8fRK/29BAN8TXmNBnR2qcEoyd4CYJ2uq4TJCxBVJVKSuQkI48jlJzKfFzz6F2YTGCKNH53/+OMtCX3C1QglI5g+L6WmaGBVqVEqSiYsTiUnxTpyEVJUPkmvaMEHzwG4SvuY4TI2UEH/0Oibmr8R3YRNHb30ne0pUkjrdz8ZqZ+IIBm46Zw00yvVMImh2syIw+t8WK1Gjv49dXdgJJIuVU00ZDNuRGg929MSNYAOt+NBtIN/7MrBxk6Nl/oMYi9NZfjZpXgDAygBquAkFEGOzB/+J9yPPPR65ZSFVsLz2vvIF4dD9qfjVK5dmoZQvG9WWyY/3dfH+ZFpn10l4uYfQ4253TbbFct+d0gpWxy26xbva7HXKxsHfKX/Hap4mE8T5OpDHAKwF0259swksnmjhJ+35P4ux1yA3nMHP6KMe//jkiH/xJcqOiEHzoP0ksvQx53nmpMGK3KRWZpE7YiXwYSY1d/SI7Y04uw6HNUD1lhBUVHzvzhAKMddDMkGn8txOcLPPGBanehT4RMc5uYEV0vObz2BXtgzHvkVXBqNR9u+R2Lrn9RuqHd/Pf//E48RMvU1p1LolpH8C3/09IIZnEiQ0I7RvJy5tNJFQNQvYKXHqhAcjdoOXGW6Od3+xYSN4b/buTjYCAF0KTLZGxOt421C/SjXj8TcSe3dAbQJl6DkqFQNnRDQweHKGqUGXdZz9A+5ad7H3sGYRYP1JbP8Ntezg0bzHXf/W6VJupuGBVxf/Gw6jFFXQUr8J3sJ3RD/0E4lGEeJSBJx5m4MlH8FdO5eH7Omi4fC1n3XFTRtduBy1cLJPjzKCNYXZJ+9o7dNfyViB5br03SB++BuPHRreF2jKF2bXNFvP46dVH+NiTs9J+bz5RRN0t7wagNPVrOPUtqMEQ4rFGhKFe/M/fS8/0BuQ5K1HKrgR/AWCdyHyqFotW30Kuva6TNb9kKu4xUbB7rnaWf+03t++F/j0yLsizeb/cLu5PdQjYRJ0jF96qXGIyQs+QYwiDLcg1CwFIHG1FLZkKqkpg/c9BEFGLKvC/8Qhy3XIguVazKq6cLaGBzNccbglNJvAa/nywOetTukLOSQ1C8sbPr7d3ABknb7PilBqs8kT0sAo5cltIE+w9N14kmK2gDbDZTJhmhMTLy2X0Ypgt+pOKHou48b8X0nu4hRd+8Dti4gmU6WtQAPH4ZpT8MEXDhyj0y8h112c12PS27iRM8p4PPrredB/jYKk9D6fn4nUQcVMnxc7Nawa3Qgi5DMOwO4+ZtRRAGGxBOnA/akk9atEskE8gdm8n2lfOCTGIKvrpUiI0vfpTltxwObf87gf0NDXz5ptH6N9zCP+s2WmkeW3VKC8dTND3l3sR248j174TBIHad80CoKnRj1J5A0r5taDESfjzEUpfZO9r++isaeKyC+scr9vu3TcjG16JjV24mX4MMyuma/xWrc7tRGycYJVoamc91No3I2OHlQiLGuDFhsMA3Lu1hvs2pIe8Nj75Avu2Hybe0U7+QB9S+RR8lVWM+kMoU9ai1s8FKYAQQZvz03AqSEyuF6FuvK6T7aExE+/IRJ46FyTM7B67HQv12716bLy0b+ybmZfLrqjlZL/H+j7qry3XnqpsyIyX8OjTxQOmv6/C4BHU/EoIFQEQbdyNXLMQ8eg+hO6jhK+6lljzIYYH8hF6O2hqzAPGK1nm0hBlTJ1wE7FiRmiM4WZmSqJGuMltt4M2xwwOZNyEJ+Se1HiElYXTmESrweoGaxO5cYLXPzgnpqtf6JkN6l6IjdZPrV9eiYzxXJnUxLGCWaEnMwiCQFndTK795mdo27SNnS9tJXb4ACAgxvqR592JuPd39EkzQLQovucSva07Xcm06mF8rtr9ykVdIz3MBAOcYDZ5p94nl5WjzeAU22zVDzsiFa5ZgtDXiNR4P4h+hN59qCVz6ZfmUrj0Uvwn9b97W3aQP7wfNS6z7a0gb5aFqGtYwjXvrgcuO9li+nta1biB43u2E7vly6jlye9Wyy1LyZpL/uR/gNjRA/4AXQ8+wMaGrwHZEXkrYgP24WhuCmnqxyb9mGQ0HNw954Dj+azaNbatb9cK+m16D66ZN9eKPOnv2V3LW1ldIPC9Q3NT7R9/+GmiCy5GPv9yyC9BGOjEt3M/lC5BDYZBMg8hNLOmTzbcfHd6ImCXL+D0fU0k7AiN2X65hp1YQK4WqW69I3b3302ejX5fo+HRTbK+U79ziUy+H7vr1i947Qicl3N5vWenC7lBjiEeexW1tAFIrinCxwX6elSKj7xE4OJLyD/vIvLPu4hSvKmielmXuA1x1xt3zbaDc/6MsY/ZyDYbkUnZgWxxSkmN3QXbWSqtQjKsalxk6rqzs1Z5jT1MrJie8ka4wURXTHeC3vOVV1JM/eUXEior5ZXvNSJPWY7c34pv730oUohAtJNoaGLCY4yw8qZZyWNb3UfjYGDc1+r5un2XjANJwvEId3AzkXsNOxM6t+E7/CgAkcBUBouXoEonF+AnCU1ixXSKZ0Hwr38nseQj9Ha2w6Pr2Q40nZQnN7tnB9e/iBAIclXDAPkVx3izO5/WOT6IRRA6W0ARQJRILKtCOvAGsctuRi0sJ//+fyXe1oy/eqbpQGsUErGC3RiTSTiaGw+Kfnx64doWYIzw68mS0UPjBl4mRu2+6cdJt7L6Ztd595wDqRDWeOkMpCNbEY/2oBbNQi2qRak821W/Jivp1wg3i0Ftu1Vcutskc5g8YQA7QpPtOTKtZWMmRGK2jxW084Zt+ud2IWw8jzYXu4FT+Jz+3hufiZu+ZQqnd9n4nlr1I81rn6NzTyZyOpbIUaTGP4GvgNg170jNaYfKShA37yDSto+Sm+8EvJffMBu3rYzkXts2299obHFDaJzKlGTirbGLCJgonHJPjR5m4WjGm2IVlgZjE7YZubEKHdJbm7QPXP/RGgd2fYEku5dAX+AuuV+IJpwVZbxMTtl4adwUOdS2a/semr4aZerTqIWz6fPNoqh/K6GRw/gS/USxfuG9DPD6icIpfEL/dxPpqmX6521HbPT76mFV9NUp9MzLImAyEyVNF2Kqgti8Hun46wAMFS1mpGAu4yqznoR0WAHBBwhp/fBtaadlC9x38trfe2Ei9W5uWbGY9rd28sbP70NVFFRZoVQU8OeHUBIyIwNDBOYuZOTxYaT2RuTqhcSu+xTxmmWMbtuEv3qmZwPCZFuH7IoM6wmNEVaEJpc5h3bjlFUMuFWfAGhsg6pqXvrnjxM7uI/Yof1EG18g1h5Bqb4OtWimZRunA+wWd26PN/tuJzTMTFUgMoTY24G0sxG1fCmIvqyKZ3rx9johk/A2rQ9m5/Z6L828N8b8ATt1uGy8Tb2tOynStWW8rxNJbozXajyXU0iYU8J/NrCa23Idbmh8h6yMDo6eo8Qo0r7fo0yfQfzi91E3Py81bh7olRBGJNSSuRz77b3M+MQnAffrNbcqZzB+LWL2bmriAHbCV6nrwrr+jNYvL9FHZwJOK1Jjthgx/uYm98ZIboBxD9BKMECDHbFxA+MLoBEb7dxmhR3tzmFcZHt9wawWXm4S6bXtggCJeWvwbX8D8pcyVLiAYOQo0eA02+O9qrRoOTbgvjaKtrA2Vus1y7sxFqmyy7uyys/SjtfDqq92Cwgvrno7hRnPCxNFxr/5m6k/+8JriOVVWZ7bt6Wd3rbdVJTUI3a8gTh4GHnWdabn/cPPX2FXRS+L33EdH/nnNcAa0y688fQ2Hvzpk0R3bWXBtZcSb6igYwgKK/o5cWQroWv+xXPoWS4IjRfvifZdmZHg6+anExqvXhl9+/pzaHCy6JmFYzoZYsxgdr/FvBB5i5eTt3g5qqoS2foGvQ/+EXn6pahT7GWxNZzyUJOTcBu6ZDzGU/9VBUYGkmpxFTWWhgMARgcQRgcRBrvx7XgW6ej+tM3xgmoSFyxzf27XfVQRhtsRurYi9uxDzSuHxOLkNkUmsfJa8I+909p4l2sRBC/tGQmV1XOxm0eMbei9RFYkVk8gBh9dbzoe6+e9TMmNm1wVK3JjdYxd3pEb77/+Wrx4i6y8KpmSarucUf05HO+5qiI1/hmlZjbVH3wfgjhWdHxjRwi5rwc1WEp/1Edhx3ba7/kfuPUTpu+omRHJixqrXRiZkZyYhZ1pz8TNPV1bNUpT4xgFcBN6diYg55LO3X1HqQhXs633pxQV5za3wQ3s4tHtFgVWMbRObBe8ySl70SY3217X4E/F6NsRPG27USPdbPFltuix6ufhze0EH/hPOqdcbXkduYBxUjDWjzHWlzHCTOrQSvrQTdKd/jgNXsQBvMLNoGScFOwm4HETiJJAOvIPlOLZqMWzIVDkKqxA6G9COvgAghxNNlM8B/z5CP2HiF7/GcT+E/if+w1q/jSid/47dfMClgnrPSf62f1GI9PrpjJnUS1bXtrNhkc3cby1i7MuWEDdBz+Str9ZwVgrGItiWu1rDD9zU4dG3w8tzwTSi98ualCp60oWSdWrnbklNmaeGuM3bFVPxohMQ1nTldvG+mWsaaO1Hz/aQudPv4s8/TLUirNs256oRORcJEx7hWP4V2SI4EPfQooNoSZkYufejDJ9HmppZSqXDEA43oR/8z8QjzWihoogrwA1fxFi+8uQGEGpuQyldC6JNenfqNUCyHVxzOEOlIOPEVAGABGlYilK2WKEaA/k96CKPqTD24ifcwNK3QrHczvBLsfF6GGxuz4zZJo/ZBz7rAQXss21cXOsG7gJ79Pv57ZfVnAbcgnW+Wh2bbr9vt30wcu9TeWTNj9F5L3/CaKUJoiysSNEyx8fQmrchTB0FEXwIagy8qovpa0bzASYrGBlKHXznpsZZ90ca1VQ08rglWuvzKIGlcGBUZaFz0BJZztYxa97tWDatWMmiar33BhD0vRekolKqDT2QYNZ7g+YW2C139ZWjdqKK9gRGzN4ITQAamEZJCIIShxVzH3ej9Ug7dvSnha+V9fgp2WLdTu+Le3QMDO1b1Nj3NGy7SQE4SU3K1eLK7deLm2b2T6mx4k+uvx1hCucrXR6qMWzUQuqYbAZQU0gDhxKbZMObca38yXk+ncgNa8n+Kd7aLr1M0ARVI1PUi+rLGHt21al/l5x0SJWXLRIt0dmHhltfNCIjVNeTabwGmOcC0LjBK+1sJxgNbmZeXj9M2qZ8s930/mz7yIHw6hFteOOs/M2uoXtQi4+THj6fHrb93lu12sf9N9ckdX9lhMEXriPggULKHnnXYy+9To9G1/Bt/1pxKFelOJKou/4d/AH8L/6IErVHGKXfxACY/fW/3Qe0uHHUErnkVizKK15s0W2MdFdvz3tG1cSDB56iZLeN4jmz0KcfSPkVaS8SGpBVeo9EmIRxN5jKBb3I5MQNKvwJ7scJbfte9nXdOw82Y/a22ay/dHk70UrplN720xHg5obeH33zd55N54K47nM7q92r6yeYTbzmJMnR2s/EyOHGfH0TmgOIB16mNhld6URGhhbBymVs/G/9Q8S9bcgRHqRj49feBhVP93mPtqt+dwaW81wKsqTnC7IOalRMF/02SXkelUhenxf1GJvi6SkxrGwNOPC3YzYGD82bZLQQpWML5lTjRgwz/8x9mXsowBImJKe1QVHUn9r980oB2sHK5U4125HUYJgCZI8TEIsdXeMBzi5ubXBy47Q6GE3wHhNeHSyjGQzSbmZoOySIjMNYzODcbugxBGVKKgKxVX1yLWXAQJi51bE3n3IcgJZKkDZvw+h7nqE0S4Q4iiVFcyemwxXScqE2yepZxM6ZjWG6L8Rs32sil/q+2IV4rqxI5R6J7Q8ok3D1dy1vJXZYl6ah8bYF2O7XmEWdgDjE92txiwn3D3ngOXzMOYK6uGvnkmwdiaDNQHEvrHfXZNtCzjtKyUGKRjcje/YowjITBH9JFZ+0bZAcCbWYav9TUOmEnECT/8voTyZ4hvvQBAE8s8+j9Dy1Rz9yY9hqBchNoxvSzP4C1CLyhE7m/FtfxZhqAdl2lxQZKSj65HnvhPywqaLT6eFrrGvvS07KBzYQWikCVkqIJI/k+DCW9MPUhIIw+1Iuw+g5hUidjYTr7lqXNv6vrhdSLm971Y5lU7n0cKXM1Xz0o/NicbpfPx7l/LHH56AkyHOPod+m0FPssxChLyOyVbP3OiVt/OwmJEY/f3KJtcqk8KsZrDLlzIL/y5y8cy148XjmxCPvkjs6o+gVI8vCqyNsf4DncgVy1DDC1EFgV65JE1UQZ9nbQerHF7t99rbZpr+7vSbEVbeHaMnxku48ZmE0yqnxg7JWgm+1OBpl/z93uHkAsM4KVs9SCuPjdVH7bRIcFqc7W4ULL03ehiLPxq9NNlYmY0wC0uz9NzIcVTB26uTjavYKenTCslnOn6g0Z5di03YiJ2Mcy4IjZ5A68kzjE8E9JL0azyP1/7p9wsNH6JoYDsqgC8flChC17OoYoDEko/QLc6Asmn44n2U5IEw0ITQ9BDK9PlM+di/4K9ODtJui8XahYnZwY2CmZt99CTDinDoQ680JN+npL7d6oI2x5A2Y00bfciaW6KjvR9mITFm35obNUAYI2dmz8Gub/qxQhnoh/wS6BvbnolXxssxeaOtBIIhEgvvRmp6FLFvP77N36KiaCbyvDtAEF0tdLwmGWswjiNiyy58b76CED9B2ce+juAfu+/q6AhS847kv/NmgJgcS9XgMqS2PyO1NyZ33P8qquhHrr8VtbQ+dbydVdoxJElVKRzcSSDWSVflNahS0PR9EVvWI/YdgNhchOgwxEZQKmfb3gM7a78ZrAxYxrFQgxtyk1gxHTTLf4YeBn2/Bh9dzx+3eM+HsTMy6PuVa2++/v96mP1m9Yyscm7cEC8zL6HZc3PzfljNX5Zh1rrzhTHvb7gmKZAjRF5B6NlO9KbPo5bZhzKqzU8jyiPIQ10MlK4EQUojzlYwjrleE/XNfjfz7BgNCmb7mIWWrS5oYyNzU9vdKInmSsBmIjGhpCbT6t36SV8jMnACTrp/kw/ISiQ3xMYOf/JhHbJ+WLkIRbOKnXS7OLOSpjb2966rnUNtnAiOXRie9huMJzDjCE08AokRZCnf9nwanPI93B4HYx+vsUin2YBtVKzTI0UWsLYwWr0buYKZNcm4IM32vG6tYOP2UxKERlvIHz6AUjQLeda1SC3rEYbbGcqfRbDhOoj2U544gtizB3wh5KlLKL/sOoL18xELCtOaM/tOcu2pyQW0QdtK9tjonQFDMn5V0ktj5f2x+s6trtsqF8/LO+FkQddPvPqxMpvJSx7sRzwcgWD62GH1/Vv9nvabqiLJQ8hS4bgk+3DNEsTmNlTBR++xgxRf/k6K3vwTg6tuJ/jwdxC6d9EzOv56zCzSbkN69DDeX9/r+/Bv+zHyjAXEz39vGqEBEAuLmPb93xLZu4OeX/8IoWcPYvcuhOF25IazUcprUMtnIDaNIDU9gtT0CFGpiJGCBhLBCtehqGYYanqR8PBBOk8SGiPEoy8hDB1FiHQhz1hH/PJrxubCglJHFdFMLfRG70Lqb8NxxpCjXMgpO+2fDfEwI26aUcuq0HS25/J6/aArPWCz9vHqubFSmDM+K0vy4QDLyAU7I58cQ+z6B8LoINEbvwj56bkdae/1iukIgz0ENw/TNeVyivs2U9rzCkLDLZA/NbmPHIfRIaBy3PlyWRTcDkZCYxedYi5glYQ+P9Rs+6at7rw4bsstTBQmjNTM8lCMUU9k9CRG/6GNJWO5r/iRzKPwsbFhrin5MAtF044zcxfrB1Gjt8bLgzTL+9G3YbRiuyFJmdS8cILZhyEMdKNIIRBEkyPSExiNscqZhps4ucPttlslU5sN3G5CdHIRS208v1W/nfrjlSSa3SftN0GJEYieoEgcRug7gFo4A2XOjSglcxDbXyIeGWKg/DIENU5+06MIkXYK11xA/upb8FVWjTufUzijm5BNO2Tq1THCaBRY1KBCY5vpt3jfBh9YhNc6EQIzQnQfs3jvhYlUeKwRZt5co6JfU2PcUxil2XtlJDRmfTfCKBSg/a3GYqjDQ+AfI7b6SdesFobTO+yLdRMe3AaJUfDlo0w5i/6oRMJfmjo+GIXi0T2E5y4hUT6Dgas+d3K8vgL/pocJr/g8+EKuwuDMLNVuQqu0b1oYbEWeMY/Y2z5t+w0HausoXHsZA417UMPz6Q4tRu3zES5qQDgGifPnkjh3Mb7Nfye4+1WCPRuQpULUyvG5Sm6hiEEUwUcg1kl+wzWp37XrC+4/ith/gEjeDIaGo5QYxjsjofdS0NrNWOX4LtjI+rttw9ifXHhL3MAYFjeh5zkZ3uaUo6TBKozVShlWg5nx0eo4q9+t2nC6RuPxdu9YuGYJiXkFBJ+8F6V4CrG3fxZ85gWC9fC98RZxXymqGKQ/fB4FQ/sI7f4tCX8RCV8xoR0DqEEfTYVfH6e06rZsxkTAqGxmBzf90/Zx8uwYa6Lp58Ta8cuECUHO1c+Odh6hunJ2mvqZmTdhd2OyQnVTYzxlsdAmD+NEYKcy5qbatnEg1rdnPN4s5MhIbowJXFaqEV4XXXqLrltLtpWnRlv0WVU99yoQoKH5iddgwyP0la8dty2bGHU30N97OyuX2SLESonF6pnq4ZRLo7Xjpf/G/pgRDqfJz4saj7Ef2r6iHKG47038sW7UwmrU8HyUsoUQLEntLx57BbF7FyNCMfmRFhKLLqD6XTcjBscbLrxIQmbjrdGTmkw8wka4UT27b4PPtGCrmwHeTC1MUzF0A6PymYaW+5sB50Rt/fttV3B2dUEbG9qLee7+F4ju20k0WE7xrGkIeSF6u2UAhG4BQhWoUghBjoCqklgwFUSJcPOLDDceR55/Z9p5jUgLr9zcCvIovcea0rwwgehx8gf34UsMkLj0vQj90xEGm4m3vERwtJXuymsonbki+R1VL0bseBWx/WXU0nnIs68jcXYtyDL+Db9HPHEEZdq1qAXTU+dwm4NmvIdmSN13JYF04AHk+gYSq95uet1OsAp37T/8KuX9myA2wFDhQvIW3pLax8t464v1UNrzKsr8O1GLatKvS47j2/Y0UtNWorf8m6n0tJW3JpcJ5hqKrr8yrW23+UNuSFQm85WTcchsH7NwOjfjdiYhm2Youv5KU6VPt+HNZvBCQLKB23tj9yzDNUsg0o10+M8suGg5/etuQxBFS0Lu29JOYvm0ZE7c478nMtTHcPHisR2UBMHoMXzxfmRfEUUDW0ks/xyJ1XWTVjTdrr6NnbKtcX2qrcOz6YNV4W09Vhe0MTI0ym2r/nnC1c8mgNQco7pyOve/+TNWrUhfbOgXB4OPrk8NWHY3xewhGGFFTIwwe4n1ixLjIsSNZJ6R2OQirMZMwSyb4zVYLYys7r3ZfWz70Q8Y6RUYLag3OcIcuYyn109yThOc2/hup3hUPbKZuIuuvzI1mdjFxdt5pIyDt93Eatd+b+tOBCVBafcG4oEyhosWUTpzxbh9AYj2QeAwQmSIRP1qZq9tcLxWyJ7ggPm7b1ak1wuxEU5sHZfED/aiAfdurUmF0ZkZBLx4Oez2d2rDixyoBuNCRr+vPjn1vLJ+dj/0BPvWb0Qtno9SsQziAwiRbpBjqf2E2ADCaCfIUZDykgtfVQFVRg0UI9ffCr68tHNr0L6vVaETPPfgS4TaG+lvakZRBWQElMIK1JIpycKwnc3Ez7kJoa8C/AUADDS9TPHs8xFb/4hauAK1bGFa+33NmynpfR2p8iyU6WuT51dVAk/8FbHjDRAklKpzUaauSnmbvYYp2UFqvB+1SCJ22Ycg6Byi69aIkraQjr2Bb89LKKWLGUgEiQemEK5dmjrGTYJ8xfBWlMpVxC+7dNw231tt+Hb+DKVsIfF1V6EWVzjK4+v7qkc2i3IzA4+b8TLXBjU3+aAT3QcvsAvpMnpnzMiJVdiYHdzKb2crIGCX+0Z8OBk+GetHnnUtBIph5DhSx+sIPXtInPN27vjExaljjGs8DbXhHk58/5sI0WFUMUBf6WriwfTwMl+8F3+sB1+8j7xIG/KC96EWVlsaR72ssZzgVLDTK6mxKhUA1uqKxuvU5hWjU0Lfl+jQEN9Zd+OZJ+mcYCwsyaxmzMaOEL4tzYRrlnDHhVpy7RHbNvULGzNVIiMhsfI8mKlOpJLJq8YvPtzk2ejDL9ZWjeYkAfpU5xZoMC7g5MEBxJY9RCq91ahxGqDcHJPa1+QZ2FnBTheEa5akAic1OepMYon1oX1u4v/NLFra36GRg0gFFdBwO6V2xQCDpSRWXJv60ynpXIOZ+IQVrMI3zTyO2UIjNFbkxgjt3GYiGrmCGfkxM7R4hV1umfab9hxHu/vY/+QLyDXX0hORoH8AgHDNunFexXD9LePaSr1nx8Y8UMZwsyaSk96hZzeQ33GQa29cRu28aygqLWDjsRKGjnfx1v4+1NERQqv+ibZHO8EPyHGkw49S3rOb6PkrUPPOwb/pKRL5UyGvPNV+6cyzGZCjlB3biFowA0h6ZpRp56NUrUGZNoz/uT/jO/EmypQVKBXLsgqN0t8Tf6yL0uGjRG/5L1ehLU4wIzTJ53kj06+7hJENzyC+sRlVLqe7OZGS2NdCnPT3flzfRT/4j4GqjvfGCCK9BUvI7zlA8K/fQC2ZivLZLyAGk0R1sqzRGnIpT+s1r8s41lrlhk5UZEIm7dq9p1ahXxq8zqHGZ2OUhwZnQ6HWZy+en7R9VYXongfJHz4A5YtQ88rx7fwZ+EKQiKJUriB6+9ehMMzGjnQDuvFdVlWVnp/fR2LxOhBX0Nf8FqGRI8i+QkpmnZMMdR1to6h/G9G8KhK+EuSG25MeYB3czpFe5J/17bqFsX3j+nRRg8qmrenHOBknelt3piTPtfG8rsFPE9NTpTfMr3tyRAZy7qlp7jzOrMoqPvfiI2waqrBklWaSoU7WVqsQEbNEXP2CwOqlMWO0Zr/ZudmtQtGy9dhkmiNjt/gzU24C+4JMeqhygmNfupve4pUkAmWW5zGbCJzgNIC7cd9rXhw7OHnc9PAaXuEY06tTNTOzOhotk/qwTLPzGY8xwukZFAzsJK8wjFpST/ziC1OLGzcTmtlCw24Az4QEOHk/9CpddmOHcGKr6e9GQuNlfLHrq1fvjJOn2W7icwohsbOSmlnVdj34ODtf6aRbss7bMFsIOb3PRkiHHmHldQ3ccdN4j6828W4aruaPPzxBb+tOyulAGGojFpcRV5yPvOQSKo89z8ATjxO79L0os5elkYBA5Bglg9tJLF4L0koQRBJn1yRPoCqIbXvx7X0Z8cgulBkXokw7P3X+TBOXhe6diH1vEr3lS/i2dozbPu6bUVWEwW6qZ8igKKAoiMUlNB9P5iOZeaPHy0bHCDzxY/DXo0xd5Wih1+5RX/NmKgY2kVhwNonVNwDmVlfkBIV//QrFN91BR3ceMxqKuGRZmaWV20yJL9MFv9mYb5c/mSuvUC7aywVyFX7mNhnfLGTb+Lsb6W4vRkW3Hhmr70/o3oUwsp0gEYbWvp/Z585ibdUog8dOkIhG2SHMpO3hDtNkeiM2doRQY1E6vvhRRj/wP/h2diM2P4navRdRHiUWnEosMIXCwd30lZ1P6B3vsvR2aXCqNWNXt9AKXjw1ZmJURoEaozhOMnfUfdSKPuddPy4Y+7W6sIvvrLvhzAs/O9LRzOxps1I5Ndpiw2xhoV9UWC08jPuZLTy8FKtzsh57CV0zIhfERr84y6ZYnxF2BE/vlrQiPpC8B4FH7iMy2MlwsblspNUg5DVh1KxtvbfMaVGtX+xZDdbGduw+YjdhZ24SHs0WgF7CzazOaQW7hYUU76e86zkAYhfegbzwQsuwODeLOrN7aUQuyQ24Cz8zHVsOfh/qP5v2k1q5PO2bs6srY6eQZgancDM3IWZW1aQ1GHP/9LDLbdGTptIND7DrjQG6Sc/qNAtdMYObRGMSo0j7/8SwGMZ3x8f56dVHxrWjH6+aGuP43vw7iT07keRRptxwDfnnXkhTY5wZNNL9f79BLahDrrksaZ09if4jb1A2ug9xMNl+/NybSSy7Iu08Qv8Jgo99D3n6POKXvt/02zR+Q5bfgqrg2/lz5OqLx4XFje2jIvTtR+zaiTDYnAzZCxWAKIIgIkX6SFQ1kFh4IWJXGb1tu21DbhIrphN44mGEwRa68ua7Gl9TORaxAXx7fktixWXj7kvq/gz1kPeHf0XNK0LyCwihfKZ8/pumOQl2i9lMx3wYX+NFv+108pCcjrDLPQEc51QN+qgVp3nS6hl5ua9O/QYQO15H7HqDkiuvYc2aOVzWkDD1+GspD8brMcPaqlH++uEvMnrBu5GODOE//AAVn/s6La0Svr0b8e18jdiFN6UZUfSwGyPsCI5bwzJkRmrA3EtjBjMjnlvCZbWWXFs1SmJokHvW3XTmkZrO3iNUliWFApaWJh3gwomtyUWEGQwLCyvYERuzMDc93Hhq9NCshHopWjeSqmbCAVp7ZsgmzMxrOI6Tl0Z/zWbQrjnwj4eIdTcyWGKRf3ESuZ4YrJL/wXywWFs1Om4g0x+nLVQytTplSjDM4JQXY3as1aBpRb7ClbWIPbsQBluT4TgDbfjkodR+8cUfhfxK235andfYByPcxhcb4VZJUA8jubEzlqTGpPrPjhtfzIwLTt+cW0Jj5/HR4MW4YpV0bPZ+mxEjveWy6YVXeePxTXRjrQBm5+00m3CbGuMQHaW6qJNj247gf+0x1NJ65NqrQAqQWDE9VR9HDz2xSXSf4MS3vw5Kgqr//FGaSEXTjl78r/wFqXUPStly1EApatlCEqvr8L119CTZ+ClCtJfiG28ndPYaxNBYvsuc9k289psHicz9uOV9NP5m3KZB6NqBdPhR8BeiVJyFmleeJFpSCJQY4tGXUEZ7GC2oJxaYguwrSgv/EpQYZcEEYudbIEcZ9U8lMGM1atFMetv3EZ42F+KD9B0/Qum0elD34Nv3CvELbkMYGu9ds/Ima/0eOPwapd0bkM+7HnnJJeOOR1UJ/e9HAKj67q/p/vF/MeovI77uPdQtLEjz6uTCQq/vp9VxbvIF7drN1oOULdyM98ZtE3FuM1iRHCuDivHZW4U65xJjoXTfQW64nfiFq9LGD7MUAKeoHT367r+XkV07QE6gBvOJXfFh1Irx35ZZ7siYeq81wbFar4B9UUyzNahV/ooeTsZ1q7pqbkSmjNBfh3FuHhoY5azwx848UtPTf4Ty0tn09f+a4uL89EWFGbFxQWqcwkScSA1kR2yMsPPaWL1kbqzNbuCWzLi9B2Yfk2YdNU0GffMx4nv3MVRy1qRPDGaDvn6SsrKEtNzfPG5xN/jo+nHhXkY4TdJevRmZWisdLcQ26DvyJlNOPDHu9+j1n0Ns8yWTpUXr1Dq3oYN62HkFjHBDcNwUBdPgSGp0RCZtPNKNQ1bjTSakJhNCo8GNtc5N2JkGu8KbGrGR43Eeet9niK/4Ar3tjY5J0sb30ywc95nnG+m/9ydUTCtloGwWobPX0B5YnLYg0uqPmd2v1je28OZfniLecRQVifjVH2XW5eONKrHDBznxwHOEigeIdA+glK8lftH54Avge6sNoe8A4om3EEZaKTj3AoquugExlM/wxufo27ATec6NpteqQRg4jBrqRDxxGCEeQSmpRBiUUGouR64P4H/hXsSOJoRkuVpU0U/MX4GgxhGVGKgqowV1jObPTpPEN73Hqoow1Jr06vQ3wWgXKiKCGk/KZSdGQQCl4iyUqedCqMKdl8zk+Q0cfpWyno1E3/4p1Kl14/aVdr9EYOOfiF1wG+QV4X/hXuQ5Z6OWOof72p3bLezGfbv9T0dvi9swayNybSC0atM4J7pN/HfbPyk+QGjkMJI8wkDpSlTRfe6Zfq4XBo4g7v8jvRUXUzx7Tdr44VT3z2kMVl95nCce2ISwci1y13EqQwrnfPQ949IR7MLYrIxPRtLohdg4EbJckxoNRs+Nm7W0WQ228KBMWemHzjxS09l3hMpwuqcGHCymFnAT8+6UQ2IGoyKEVRFNs/31sAoN0beth1vFIy/VvLNZJJm5PJ3C7AKPfIehSDnR0AzX550sGCdzK+sxpJMat4TGygrllmy4sU56TZjU2rU6xr/pa6l/yzOXoFTVo1TVIx5zVzzVeB4rTCSx8eqxceWt0ZMbAzIJdwXnIrpevlXILhRWD6tK1kZosehP/Ot/01l2ZWrhbZcjZxf7nlgxnZrC4wz/9vsErryZK9+2Ytx16cmZFbF5YmuMF771Y2ILP85QyyZK+zZxy73/zavdxal+67Eqv5U/PnSQXc9vIprwE3v7Z/Bt7wRVRWx9BuhE6jiI6s8jdtVHEbqPomx5DWnp+8fflPgwhaNP0b/4egIv3EdgpIuVd72TYFEhQye62HLvX8i/4FJGXk6GcSoVNSBICN3t9IbPJxEwq8wzdu+cxpCUd+yNA6DEk4pOgkhi+TR8b7WBKFm2b2zHakwL1yxhdP/jFPe/lbzkZZ+FQFHq3NL+18jf+wy+qumMtHUgzzwLef75qEVlpnlaXo1BehjDjJ1wOhIXr9Bfs91clKv8Gi8wCyWzyz+yIm2CEqVwYBfBSDuR/JmIiRFEJUpfxUXe+i3HEI+/jtjxBsr0tShTzwFBMNQyNIed7L5+2zc/8FPEWz7MUeYiDPUQevA/uP4n3yRQkJwzzdQvjbAbY83WWXoj0ESSmkyig4w5N249NUbUVo2wbBI8NTlXPxMZm0C1BcFsMS9NccgKdkpEbhYXruPZTZTO7GCnpqa9nGZF7YxkyW2Bzmy8MVZw+iBSses28bW+Le2glBIaPkA0ONXWwp9LZOIR6m1NFjpr2ZL+kmuTh13omZsJNRvviRm0djJpz4ycadeglDag1NYQX3Nr2jHKtPT9NNjlH9mFwxkXulZ5S2ZucyejgtcKxcbwMVNYeIi1McjonXGaDLzm2GiwMzR4VcbJFhs7Qkzdtgu1qJ5w7VmpZ6r/v/E91Z6t2dLdt7mZzu3/gzLjImIlq9nYYe4pcvrerlrq4/lYjMTZsykU/bDtVc4p7kDyJ1Un9e9PckFQQ8PVNdRfcSF/+dIvybvv80Svvxvflt0IIwcpveQy8g5InNi9n/MGn2bqzTfzxJtPoDY9ilx3fdq5h5rfwN+zi+K2wxRUltPbHUEQRarOWsjGjhCxSwvhud8AMFCyEkUOoAoiStkcZH9JWltmJMZpbEvdm5OS1hoGH3s6rV2wDs2y89xo2wrCVSgDfkCF+BCJc+el9hE7m4n3DRAVZqLUJYmfdCACmI8dTqTEKczKi+iE3bWdSYQndc0W152rkDn9O2J2z4whpsb7bpwD3ITMBSLtFPdvhfKFyPNvRaqW8T/+E4aLFoCqIiUG8cd78cX7kH2F5p7M2CBS8xOpwtDRd3wJ6ZBBerhhpu14ajZGm80pBcUhRgUBVFALy0hU1vPAH3Zw5z+dm2rTac5y3hYyXTNq/TQjNk55N2Z9cjtnesnltpqXnIyTjU2uupI1JmVVql9kqJXLPXttMlEB07CxIynXrH+4bpLizeBUpNJNFXjtvNlUU9fayBZW12GXZ6LMvBqh96cEI+1E8zOvbO0Fbgdys8R6K6tSpharUwm3RCrw5KOQGEYtaUAYbCVRf7Plvk45RZnUGHAD47fiNElMBtzIO5vBitA4wY3FzwxulPrcnNOIxPFj7HjkGZSpV7p+3zXrst7SrL0nat5h1LwKlMqzTfvr29IOhvdvY0eI1XPS9xUlEVGSIBFDGD6KVFyKKI4ZfqxCaAGqP/NZhl54ir4Nf0Sedx5SyyDyQB//8s0b2fDYJq67cTZDapy3vvwNjn/tXxDC81HDYwv6eKAcpaichWdVUrBqLcXV09gmzKT5pLiZMNCJGigmMf89RDqdvw+zb9cqedvN967fZvx3Gilt3WmqDql938EHmlFrL0OZunrcPvHVN0BkCGEgmvotkzHUDk6kRd9Xr22eDmO3HewInFMOkVfo2yqykGPOpC0jBCWGqMTwxXso6t+OMu9dqMWzk8IWT/8vkVA1cX8pZV3PIShREv4wCX8pwdE2Cge2M5o/m6GSsfFYPPYKammI6A3fgWDByf4mt2l9dmNYdoOKaWUc7uyAiqQyoxAJQDxiSiJgfNhVJmszt2tHPcxIjpkh3WlOMhoAM1Xe1SMXa9xMkXNSE0+Y/27mtbGDk7yqEU7uOrcWUzehMNqk+71DczOWsc3moWfqobHTTtfX4zEibaATRGKBCvyJPqJMDqlxi7EEQuuB2WnQ9rpwz9Xk7qUdK2ubf8MfIToMIypS5xY4+hIl7/oA+asyqxisR1NjPM2K5+S10W/Xh1Xo/218HzMlNk5eFLPxxmhYsQo5M6uL5QQ3Ya8anAwlbpFt7ZC1VaPsfvU1js1Yilq8kHCZ+WLF6L3RvHKJFdNThTybOPmsN21CLS+h5p21CIKQNnHXNfihYaYpGTMbG/PCxYhP/5D4ieP4584HThJIndf9e4fmjssFrGvwU3DhZYy8/ByRWITCCy6m5PBbLJl/FqJ4DjPnqswWgyxqOM5/HL+T1+57jOg5y/A1jiavURBRw6vY9sp6rrvtTvLLSqFj7N319xeBEkcYbCFcs9yVh8HJi2KUcrc61vgcjDmGRsu+2djm29LO0MFnCfbuo1eaQcm4PcC3qwdhOIDYvRmkEErNpalzZzP22ZG2tMW3joxlUrT4VIoCZAI7L3gu2zbKEVt5ujS1PLPnZda34OhRivo3owp+xGAR8klCAyD0tCM1bSEfCEWPIddehlKxHFEQCJxsr2BwN754X3qjvn6kw/t4+4euJDyrJi2Ey00kADgXSgaIReM07W6ha8rbkqd98zBC7z6qlo6JaBhlmPXzlj6qwGke0CJ9tDov2SJTo2AmBMaqCLUexnFcUSanTk3uSY1sbzE0Cw3JVrrYSe3MKZfEuK/bl+PuOckic987ZL5odBNWM5FsNluPEphPhIHZlyLt/g2xwBRiedNctTNZE4tZiIxxEWE3EU9kAU+z8BN935wWCVZWy8SK6fjeOopvzwYARu/6IXl/3Musc5ZyzttWsFFXMiOTgW9jRyhd/YZ04hvGPbFxsrZmQmzMQsT0RhQ7uK1VYwf9BJapSIl+ksjEapcJjPdZiccpzIvRu6gE3+5+z2pM2jVofW/ePxVx63qUwX7WNQSB8fdBT27Mrlt7pp/61m38/dk2Gq6+BF8wAIyNm/r7phV/e++FCe6ek1Tg2b5b5gvDI/i2vUhxlUSL/2Le/2RD8uBDY31/x5UChZ0LeOaJHyPPfnfq+tWBI6hikId/v5mam6/mcNNYHpBaPDuZuI/ganwzS+bX2tLg5b5bhSdZERuz7690227kWdeiRKTUccbxT6m5jMEolHTvQKm51DaXygv090Efzq2dv+j6K8eRPH1hUf11m4VouQ3zO5U4VX0zm2/MSg6YhaJZ9ldVKR7YijzzauJXvW3c5uq8Nk7MOovEkktRptaBz5/+rqkJ8ocOMFw0P72f1e8A/xae/o8fUf6Bj/Olq3xsqhqfuK5PB9BDK5AOsJGx9ZpxDNz392comDmTE1Vz8G1uQWq8H3n2EgL1C0wv12quslrbbRquThvrrcZ5NzXRrOoy2sFtOLV+XytMdni0W+RcKKD1+BFqq2Zz/5s/I79w7IIzlS/2IgTgRi3IKZnMDG6Vy7SEKjckKhMyk22isVHYQH9PnAosQfpA5o92UtL7OsqcG1HLFuRsUM5mgDdz2ztZTu0W2VbXbnfuTCZ5s0nYLbT+5/3uboRIUqI5sfAipENvcvm/f4Krloiuw6PspDD1MCtKaxfPbifI4CT3nI24hgYzYiOc2OqJ0GSifOYl7vhUTQ76/kT6B3nyv39N7EQXiYWfpLdtl+vv0ZjgLdeJhB65h7IPfopAXcO489kVGNWSZe0EUxY1qGmqPHIiweP3/IaRIRU1r5A5lQmOHRsk2nYC4gMISgI1kM/UL36ddfOT5zF711VVZdcPf8gOYRGJFdckr0eOI3TvQDqxGXnmXOIX3Qkk33mhZw9S06N0V1yCIpmLb7g1olgJkdjBKYFbD/3YpFed6/rhN+kamJISf7HyEAUi7RQnOpAXvHfcNWTi4db3RQ99Xqde0MXMQ+12rjhTQtHsMFHkxynx3+5vM+SNNFM0eoDE8kuRZ8xHrZyV2lZb3kdLV3Fazoz+3Ynu/SuFg7vpKV8HQMIfTkmeh2uWIPTsRWpfz9Qvfo119cm5wyzs1Ckc1zjvNDXGmTayld77/w+5/nbUwhnEdv+ZkCQTfefdIEmuShMY8/v0yLbUiB6ZitDkOjrIixFysXqA21b985mnfnbkeDOzq2bxuRcfYe3U3rRtTsV+3MCthrcZeTE+AC9uSTPYXY+x8JARdkWRrJANqXGqreO24KR+ABQGjuDbdx/dUy5P1luYJFhZjMx+dyI2bpTPvE6cXuCG0DjVBwFgdIjgP36E2NUCwFl33Mi7b01au/QLQCPMwqvMfnNatFsRHDOSZ1c7BXIvhW7nrdF7jr2qK2rINr/NOE6cCoKjnXtDe5BjX/gIiaWfAn+hp3c/6TFsQ+jeidi5DWXGDG7/yu2Oaj5m47UVqYlFk/HNB5rH3plNw9V07jvI8//5E5TyZZBXngwbCxRBIoLU/CRqUS3lt1zD5ZfO467lrWlt6t/x1QVtPPTccV5+4CViN3yewUfX44v3Utb1AgDyrLNQKm8Y+ybfakNsex6xcxs94fORfYVp90QPI4ExWzB6ITLGNrW2jNudqp6fu/QAm//4LPFzr0HoKYFgqUVYURtFSify/Pc49tEKVkYfK2JjNE65CcnTkOn9/f9VWM2fRrghlMHRNoLRYwQTvUTedw9ER5K1pJq2QqAUpXIl8ryZCH2VIOrG/0gP7P0D/nhy7RjJm8FA6ep0YjP0IsJQNzM+9RmEk79bJdG7yjWMDOHf+Gek1gPIdTegFs+it3UnFfEm1PwqlKpzUtcN9qG+bhf4XpXMvKxNJ4LguAmrczrXwGCEO1d/9MwjNXvbj7JwRjWfe/ERgoXJhC69ZvXuRsFTnLqXQnVGb4yTCpFVTGAurMMwXgrPDlbnNCo/ZVq4z+zjtiM04M76Lu/4NbKUz3Bx7pJGreAUvmW1r/F3DUYZzUzITLZCBE6eHTs1MuM2sXknwSd/AsB/P/zFVDK1Wy9GpvLFTuTGilRaFXcD80HdTgXNqydYS4Y0IzTZGlncqNB4VUWbLCjDQ3T8+yeRG+5ADRQh9uxheHiIuL8M2V9s/12pKkL/04jdbQzHwkTyaymdeXZKqlmD8f5saA+ixuNcWCsTGxxGfn09Xcd6KC1WmTe9jCuuXMjWo5289MReNjy1n3gsweyFNVz4tlWoqCw+p4GXO8t59v4XGXj9NYS4jBJeSGLlKqZWxBl+4UluvOdfTImScYxeXdDGnOoot637JUUfuptjG1Wkzf+F4A9R9p678FXNoKUrmXmi/xbFthcQhtvpCi1JW4BB9gtE4312Um00jtNGT0rtbTPZ/p3HU38XXXcJlcdeom/nPsS2RoZDcxgpbEizpqOq+GOdlPa8TGLVV1Iyusb7oJ3fLlTJyjtjZWByIi1m12yHXBIbryGauTrnRJ3H7p11mnvH7avKVAxvRRg5AQiMBqcxXLQIf6ybYKSNQKwbqlahzDDIOstxiA1AoBjf3t+ghBfQrZSNnWfGfKT9vyR+0Z0o1QscC1AaJZR9b7Uh7bmXqCLhn7E6afQonUu3WI16kmCFa5YgNT3KcFQmb8FNqWPt5izt/G7zs70Qm4kgNZm0rbWvzcdGL5ndNQ8PDPODS24480hNY8cJ5k2byvkPrMeXnyQ1bj0hmVo89S+Hlufipk2nB+Kl6J8ZzPS9s1F4ckNsvBYLtYI+BMA2ObOyBmnHz+gtvwjZP3Ev6rjzZhBOYLcgAG/hZsZ+6JFNnLlZKEcqAdtBclvo7yTvL1/hineezxW3XQDY129JHXcyFEu/yH98X9R0XyOc3P5299T4PNy49yH779IKXsgMmIcTeBlDvH7Hk4HEiQ5O/M+3UUNFCP3HketXIx7vReg/OBZipSqUByIIQ20oFYWIPaPEhnsQ5Qh+n0TknV/Et7t3bHGrqsgzFaaM7CXR3YnS34vc34syNIg8PIKgJN8ZsTSMOjLCjGUL6J/aQF2JjHJoF0cPHiVUXMii1XNZefFitvSVsf7z/wlAzdxpfOq770vdyw3tQWKHDxDdsx1h7xbiI6OU1dVy99feDjh7ITd2hLh7zgGe++urbFi/m96lN+Lb9DzywrOovfU6wLzwaW/LNso7nyHuLwUkFDHASGEDihRCkCMUDu7GXzMdoS9On1JCcd0FumN3UDC0l3y5l1GhEEGN469aRk9kfMqrncfTyihjlTdh/A2gtqyXjt/8EvF4E4qYhyzlI6gyvsQgqugnmjedwZLlroxKZn3Rtlnl0Ngd41WEwWrfbIpHWp3XDHYe9mxIyan2OFnlLRmh7SMlBkFVkP0l+OK9FAzuwxfvQ1SijBTOJbDwNtPjha6diEceR0Wiu/IqwrVLxzaqWxGGeohf9G7Auui5Bv142vajvyJ0biWmCASVIfoLFqVyg1PXpiaoOLGevvAaiuZcmDrWjbfGrh9m/dFgJeQ0keTG2J5dVIfb9s3WqRs7QiRGhnnl1ivPvDo1VpgMeTfjS2QVw6hXqkj1y2PtGidoL4bRXZctscmFlLMGJ0+NGwnN3hOt5BfMpWhgG31lF6Rb93II40DqdVB3IjSnC5zqxthBLZlC7KL3cLTpFVdkBk6qgB38PgKfpQ5oqtASIscGNqOHRD/wae/32DudbhXTL6DMJmOjGpobmWejpSgXyJbQmOFUSVpmiuRzK4f3/HfyB1VNeR0Cf/s1xX1bGCpaSHhkD6ovj8TytaAolC0S6d3ax3DvMYS6Sxl8KilYEa5ZglLRg/+Vv+DbNkLvnGWo4SrU6gbUeWHUUBHSvn6QAiD6kGtlaheVIZeWUQjMqxoFLuG/deFiuxsFLquUKfjIlTzzl5f5r1/fREff2Ht44fQoTK+F82tRlGs5umkb5891nxwLyWd7yc3nMbW6gj/87knio50IPVNM9029z4JEX3gNgVgnqiDii/dT1vkM0bwZ+OJ9KFIIpXImQkEfZTteYHR3M8GSaUT72iiND+D3+5FrLkU9+hb5I4eQR6pAHP+OWalVGUU4NIVCUyUtC0+yb0s77UDixi/ge/MIxPoZaduGKkgkfMWUzjo7uWA4mZRvB6O3xoxU6I00affSoj09rELszGC8VrMx1kzsxKkdN7DKNdKejReCYryfp3sondZHLTTdF++ltOdVRgrqGSpamPxdEAlYNSD6UAQ/PVOuSI1DGtSCUorixwib5APb5TQrQ4OIR1+gt+QcEgGd98dwP4OR4xAqNyU0bpFpWHGuyh04hYqZFeX0Og8a+3Y6zHk5JzU+MXlz1lSOEiwUXV9kNhVUzapQw/i8Ff3NN8ZV0+iu2qwexhfAzaSZzcuZqf65E9wKBeiht9SNFM4l0H2cov4tDJasHDcATTTsBni7JHUrZDtZeJlw7JJs9dZMbZAz82zoLTwx/3S6Hh3LZXMsQglQ/1maKhbw/icb0jydqfe5cXzYjhmx0ffL6n3S3xu90pKVzLMV7AiNm/whu/2cyJJTyFm2+XGZeGnM7lsmHlo9fFuPpf6t1F5B4MR/UtZ9AoCqb/0UMS80VgH7HWsASMRiPPO3ZmIH95E4tJHErhjy9CtRw/OT44IMcr2WpF4Nq5P3oeX+Zt5zcxVAmlqf8V5eNz8IQF5iGuv/mKDr+BCLlhSxu1FICy/TvOQ1566g6mQbRpEB4zPQJKKTtc1qYEkN9/wiKXLwev801j/4FKGz11DXkLQyNjGdIt2CWvYXM6rzVo8WzKE0mEANhlHWXQz+k8s3uZ7g8U1E+o+jSgWIFfNQIt2ooUqGixcRCuURG+iA0rH+uREbSD03g5Ka1VikfX/jSIG22O7qIDz38rFzeAiT07dvhDY+GGWCzbw7Vr/px02n8D0nr4Jeac1qmwYvBZuNXiC7Z+hmzsgmAmCi4BR+F65ZQv+RNygc2EkgeoKh4sVE8mdbHq8hsWI6KFMJ/ulZysIl9PQNpG0Xm/upmJJgTdUoa6sYV9hXGR4i0dnBnFgrO186QX93goULprLrrSbU0nkk/OmExth/WQohDPZazs9u11Xgfjw3G7uN5Q5MxywbOIVt62G2ntXGSTOPDo1tqRqQRuEWPbTrl4ScBoVZIvdCAR3NzJ42a5z6mRkyITJ6uGGIXkJRvLJUN7DKPcjGW2OnHATpTN/o3je6T+0EAowftO3kIEeR9v0fUTXAYMkKx2uws7R5EQLQ/271mxsvTSZhCGb9coJT+Jv++dgNnFYD4NBzTzD18EYef/ijqe1WSl/vf7KBtVWj4wn+SbiRf9R/M8ZQNH3ftOsDdzk2xmuE7JIn3cBMJc6qurMZJtKAA9mTFK/Qf/vCwGGkQw8j11yK2HcAX6INMVSAEo0wpbqSxQvK6PRVcvCZDSTKppG/ag0dkUqkZkBM2s70YZQatGesjWH6d/nuOQdS715d197kARu+Axd+jqaKBfzrhx7lnLXTmXvuWMFIO8U0/eRs9gyspFIBdr62n/vu+Vvqd9WfB7ICSpzI+38AgVCaUpd+7Bz3zQ/3IR3dh7jhISQRhFhywRZf+nHIK0fZ/gtiwSpGC+YA7kNcrRa9TrmFxn1NiY4N3IaiaUYaGPPS2CmfGYu5ar9r++XKU2GWR2I2Fhk9S2YLXisi5+YZmIlHaPuZjZmT6amxes8cc1xVmXDXi4hlDSjVF4Mv5Eo8RkPwD99AmXYBPUOx1PkEJUb5yC6Kz1/GNe+5PLXvxo4QSmSU3t/9jOjB/aglU1BLpkI0H8QAwshxiA8jz30HvR2HLa9VkKOU9L6OVLEApeZS02fqVJTa6nqsjHVuvTm5UtLVwyrkzIwMGQmOVX682by5SDnAu1afwepnmZCaTB6oFZySifWCBfqH4SWm0A5uri1TYuNGuloPu+RyM1h5DhwtRYlRpK3fp6fiMhTfmLypm/hqvUKP2YCu/79TvzQpUDPLmxmyUTszDvBeLKpOMCM2poVT90UROptZlniLY6+8woM/PY+Z1YWolcvT8mUg+a5/79BcWu5vTi0yf3t1Y2qbnTfDDbmZbGJjhYnK39MjF94Zr99yLmFmhTaN/2/ZTlnX84wU1BPJnwWqSllZGQPHD1E0bQHCaCfC8FGExChKeAHxSy4CQRj3/pr9bSTV+vftuvlBhFeTMfO0y8n/X/g5/t6zkFc6y9n8rf/iK/96FdUX1KSOsRO+uHdrDU4wEhvt7xdbC3npyS30b9iMONicdkz0yo8g9k4F3NW5EtteQGrfQDRYhahE8cd7iS/7DIlzk2qFwfu/z5BaSGjedbaGJSt4XVS7ESvJxuijta2NNxpa7m+2JQZORi67PmcS0mVF5PQkx8wYaKcu5yaH024sNJI8K+IzUTAzDtpdr3Hujuz9G4UjB0gs+mBSldACpvdJVcj75cdILPsMSCEijX8nNNKElBhGqVnIjE98EsGXNJisrRploP04z/3o94wGK4hf/D6QfMn7p6qQGKavfR+lM89ONd935E3C5VWgxEFJQGIEuX0TgdgJonnTGShZCYI4bm4yk193e01OpEYPu7kh03xTPTYNV6fGXqNHxsq74yXk2zjfzVcOnpnqZ40dR5k3rXocqcllLogVrNTOJjvOz+vixaqIkZn8tBPsErXdeAEyJjTaOXbeSyDaiewrJOEvZbhwPqUz0z03duTFCMfznSQwZvu6FQXQ9ytbZENqjImz+kHU6lhhqIfAEz+h3DfE+ZfO4UO3rWZ+2bEUkdFIjN4y+t4Lk7K4923wpUnpam5kO4ljKzi5np0kn8H6+WVKbCYKXqXg3cjQa5goImOn8ueE6J4HCMQ66StbmxZaalzwaDCGSOq9MHrPzNdXdqaRbaNXW7sXP736SNq2l46A/JMvs2TldH70rRsJBJILG71HUhO9MKraOc1DVuEamkR/U2McRgfwbWsDKQ+kAImV1a4MI6l7lBhFOvx3hJHjKGXziV90FVKTnLxv8RjBB7+BUnkRatnCnHiO3eaK2HkK3JAP47nNjE0anOaZbOHVk2F1jVqfzN5vL/vakSG3/dPat/st17B7N9xEKPQ1v0X+0H7yIy0oU1ejVF+Stt1pTgz+6csgSggjAwRmzKDoircRqJvH4ZOOlroGP/LQAIN/f5DIzi3EFl1KYtmVSIe3Ih3ajHj8EEIsAijIVQ3E3v5ZAPzPv4TU8ij+cJjifInSkEowz8+8FXWoKy4jWJyUZjcqp4G1yqD+muy8N1aqaU5wYxjPpCyJVYiZGbIhNdGhYb6z7oxUP0uSGr2k82TATr7ZixV1oqTzMomT91qx1Y2XxmpwdYKTFyK1X8uOk8omo+SNtpIXOUosUMFA6SpKZq1OtaXBOGi6mSidPD/667VDJmpndnBj6XTTLztozy9+vJ2OR58k0L6LS69ezP987TLEzm2p/f7es5D3fGS/qZXRmIP2vUNzxy0yNTjVeNFjIogNOMtoQm68nl4KY7ohNF7yZnJFZjIpgmhlCRflEQoG9xCMdNBbsS6tBgt4C/E0emV2Nwp87MlZjhO82fOJDgzxj098iY986TLWXbuAxSWlScEL9EIXY7LdZgU7wToETV9jTMsx0//mpqYX2I8pVu+5/5UHEFvbiL7zM2k5TW7gZrHpZDjyOg66mhMM70eux123yJQYmHlONLgZu+yMUnY5O6fCM2MHL896HKL9+Hb+lMTST0AgKRzgJkRrafwQm1tlxOJSpPIpXDgtOeekyEYiTvH67xFvPYw8bS4E8xGP7k/KQks+8JWi5pUjxVoQAkGGb/g3As88jtjxOrErP8SsS88yzcl2M1bctyFpTHFrCM6W1DjBNO/FBFZRSrmC1bx3xpKa5s7jzKqssiQ12ap/abCKc/ei+KAhk3bcYjKkWd16XazqALiBUwiYcd8UVJnivs0EY50MFi1KSxIEb7KcRpiFptnFRU+Ud0bfHzM4WW70cArZARBOHCH05I+Yf+WFVC2Zz8/vLD35e1LJrOncX7HuR7NPJmMnQz7MFuFmyX13LW9NDXquRAZOQr941LcH1gt4N4sbO5LqRlYTrAuzZbPfqSYzxoWSFzLjFMIz0PQK+cONBCPtREK1DBctQBWDafs7tWHmrdETBrO8GqMnRw8juYm/+CibX9jJlBllfPVHVzMvrzCNZLuRJs+mmLHWXw2ZeB7GjRfxYXzb/4fEkn+GYImrEBez83klNfpzZEJq7EiCfmy2klKeyJwRN++qW0+Wfn+399gpesDJI282Rk52Po0ebud+M6JcETuAmleeqkvjZjzXvjEtukDDi3tHaH/kSaT9m1Hzq1ADJUgn3iRvxbmM7t6BUrUOYeAI8tAxZKmAQJFE7Zxy2jbvRCmuJHbVR1GLp6Sd14uKl34cc5rHckVq3Ch+ZlrOAHJHcKxyFyeL1EyKpLNxMsgVsTGD14nKav9cVAmfqGvMZCHk1TtgN3C79doAIEgMhM8hXF5JUeOfUAUf+Q3X5GRQ1tow/l+DnYXMbP9cwUhivCQSwhiR0Qa/FLFRVcTDW/G/+gBLb76aedckXfmHldYxAlL/2bRzmA3U2qBjlgez+qQrehGtJ9tOLhS9EBy3346T3LMRxudplL50Azsjg/6bdUt89PBaUNOocJNNPSkrOC2Mjb8JQ0cp632ZkbxaeqZcgSKZP3er0DN9vzTPsHbPvndorv3FMPZMjeOn8b6ff+1KlqyZx//d8zfedf6PWb5mFivPn01kNM7UGSXknzWLkSkB9NLkRljVKRs8dpyy9m34g346wgspmFqB5PNZes69esc0GBeA4rFXUEvn0nuihXDNEtdGpImEVy+B1l+z79nsPtldWy4W71akyep8+uPM/m1s26mfRk9L+OTv2jimH8+M5CbbPKaJhBtiZ9zeJ0wh3PEqSvlSyAuPO8bNeK59f7GW3Uh7NiI3vJue3l7CtUtRi2qJbHkIQRQh0oMQ6USctgqp7wBy9c3Ity5kyrpjiCVliMGgqRS0abkPF5joZ6T1ZaIIjVObmRIefX83Do1/5hOBCfXUbBqq8HSs1YLCbiHhpiCl2f4aTjdvjNmHnYvFjhcpSruQFD28WATDNUsQunagtG1EWPYx20ExF2EKVpZBuz5ateN1X7CPu3bjdjd+C03bewg891sCo12cd9dN3LB2bIDQBh69dfpT/xngjk9XjpNbhPGhlnqrk96q7rbWjT4vQt++vv962OV9eYGXRMxcwCrkzCuZMcLp+7ZSf9LDKa/BbJsRiUUl5P3+y8i1V9FjY48xtlF720xa7h9LnrezwLody/RkyAz6d3e4s5v2rbuI791GMD9A74l+2g93MLN+Cg1nL2D52oUUlxVatqW9/2fndbD1dw9wYs8ByupqkeMJBo+dIDI4TPSS9zPr6nPTjnPzHrseN1QFafM9J8P8ilyNX5nCrffIbZiWG0+L2xDiycwTseuPWd+s2nBzn8w8WLW3zbQNZXTThlX/TleUC10Ig83I898DgugqtBjGr4tURaH7J/cQUfJQitZAwTRG9z9OQaifVdeczY4nNlJ03TvIW7g0dbzVeczk8N0apO/b4HOVG+XkrbFTNXNLsHJddDrXIWoDg5EzWyjg/AfW48vPXU6NWchHpoTECxHSJwU7SSk7wckSkanl1kw61E0Oh13IhNOA6cYNPc6aK8eRtnwXeeFdUFA19ntiFHwhV+FxbqxjxpCHbMLO3E4cdvHUxt/MYDegvrh3lO6f3sPslQs5646bOC98HEgOOvdurUlZmIzvtZa/oE+Y1u8P5sVh9f34+srOVL6CURZaQ7akBnJHbNx8X272NcLqfjkhl4TGDey+XadQGPHQW/hfX4+84H2uw5TcLBDNxiW7kBs3iws7+WWA+toYD//lMM89f5ieQ0f49198EH8gPTBBf2wiGuPRz/0XwYZFdC+4Ad/OntQ2ZdoIgcd/CHkFyLNXoBaVIdcuRg1PM+1bJvk1QwdfoLh/M92VV6V+8+qlMXv2dt52u/4Y98mW1Fi1b2UIcmtYyxZ25Msph8Zr23poypxGw51daJzxnTgjyY2qUDG0BULlyLPeRmLlDMC7MWpt1SixkVHW//whhg92Is+7A3XrT2Dt25l53VrXIktOc4LXBH69ccfsm3AicU7ncyI3btV73eyXKyVgDZNFaiY0/Mxqws40Fj5XCmqZ1Ikw256JHKtGbOzujRfPjNkiQY9sws6yGST1g3Pq35Ifddo5yIf+gbT0A0nvTX8T0v4/oMxcgv+VKcTPuhwKw6bX4jamWL/N6v5YTdzGdnMZg273LKwI74Y2H72/+wm33DKX931mDZCsTKh5TlYXtLF6zvjFnV29Dv1+eoyLEf50ZZKwVCxgtphnSm7sFNK8qHtZkU+vcPq+NGTq0fFiCDGDV0OFHk4W48SK9MroTp5QSL8PbX/fgFq2yPGdNgvNsVt8m12LMTzTLt7cDE7P4WBLgNGllyJXhkj8/Dv84S97ePdti/D5pdTxeoPVsa07iRNkaMk7QRDGfauR9/8A8fhhfG9tQTx2AN+bT6AWzQRVQS0rQK6qR6lZiFpalV5j5bU9iN07KJeHAFALptEzKoIgptrubd1JeGAHTDnLMZQJnD3k+vCvTMLX7PIijMg0REx7V7V/a5FrRdUAAQAASURBVNCPz15q5WTaF7v9vYTLmbVj9732nlTsNLZpvPdunt0ZQWY0CCLdBUup6HsFoXcfkCQ1XkOJk4Y5mFqgcqhoJgx34FeGSQxMOznGpitU6mEWEaTNGUaPjl0YstOa0cwwoV+PmHmPnIRrnESw3JIQN/u52ceLKNf2EXMjUK4xKTk1RthVDc+2KKWd3ncmEsle4WbRkgtC4yYkxc5DY7XNzSCazSSpVJ1HoOMNlMFW1KIahNFOlBnzkWsWITUeIPjHL9NXdgGJQNm4c1n92008swbj4tnJ6mUXZuC0YDA+D7cKaPp3s/mlbVQS4yufvpwWYuP2vW5+MEksGseSCI2Exkg8zLw6Guoa/DSRvEcbO0LcxcnChwe/n9yh/rOWnhvNsqN5M7x6Mo1wIjpW9zCXhMaLpc5uXzfftRcLv5mF22q71X76+7BcbKX9xBESS2+E9v3j2nIbsqQ/l1uSapUnlVxk+MYl8lpN/FZEp/jt72Tnr3/Glx5dT9mcmUxbtpjpK0QumDENQRDY2BEiUTQPafBPzJ4jcrjJJHhB8iN2FKLMuJDe1p0EigspLKlIkhMljm//XoRNj4MUQCltQC2pJ/DIM4idW1DD81HzykGVEVqeo1IeRsmfhloyh5HhQXzxPiR5mB4ljOLCO2JHbsx+yzQvJ9t8HisPDtiPjfrfvHrUM0Wm98d4vJ33xOp5ad+K/n7ZGfDs2jwTCI4q+ImRhySnz0teiI323QeKCghEd5E48Bolb7+ZgrX1aeSkqdEHGA1d5nOScf1lF7JmKX5jaNPNOGwFN3nZdkWEJxpOhqXx24cnrjM65JzURE+KVBw5GEfMC2QsZWtcKJg9YK/eEy/7WMFscZJNoq+xbWOSoFt42d+u5oD+bzNkSmj051BrLkNseYquonMIT5lD8PArVN/0OZoa1xH8y48oKcijO55+vNmk4eS5SdsH+/fPeF1m5zObdByhqiCfVGDy5Z2sRRHB93ojBArHLeiM8HW1Mn/+FCRJZDb2yfraYOZURNMu/HJt1Sh3z2njew1zeTF8EfxNHts4PWnlThXztJB0NranYWNHKGPibrfdqzfS7vxWoU9exhU33iK7a3NLIKyUkpzCzMyuMToUgkSc3qN7QJBc98eqf05k1G67dv/GW0+dn4FZeKB/Ri0zvnoP8tAArRv3MHxoN7sf/x8KivMRL7iai69YzNMPP4NYXMLhAwmQpHHtGvsbC06lJzJ2vXLlSlAVhOF2hN79SG3PoxTOILHgLsivBJL30Rc+h+BoG74Lr8C39S188V4CJdXI82+hxF/oiUi48dzo981m4e5mvDU7zun3cM0SBh9dnzUpsTunEWaEw8qIZfcthQ2/a8TErD/60KNBnZcG0smbldfGikCdCSTGiNLuDfiJkSjIvLSBNtaql9xOUenr+Kpm4J9RC5gbh1vub4aT998uikaDG++xWTte5yK3wghejP2TQXS8ExpIKDntgiUmIKfmBPOmTeX8B9bT0hZI/a5P/HRaIOgtvNlae7OFfoHidkFmJc3opW6KW1gtbNzIGWvwEr+crUULIFy9CN+uXyBPO5/4pVcQ+s3Hqfzq95GKijmy/k2k5/5AT8Vl4wr92brzHfIHJhPavfe/9Ht8e19GkJKhJr5AgAQiREYRfT7E6pkMrnwnUosPIj2opT0Ig1UkzmlItSU2baG65Tk2Pnqn5fmMOS0a9MRGv01fcMsMWi5O3d/en75hugT1n00r7KnBTHzACP13nOmC3wrZ1P4xItPQtEy9MeD9m3PzfbsRUtCPyW2f+wT94dUk/O5VarL9zjLxJlvJPmswenLM3rvZ9RLRfTsZfv5JYocPIE+fR+zS90N+iWlfNFiNM14IBowndm6MN17gxtAjyiOISpSi/u3IUohYsBJBSTBaaK9SZ8yJyXVoWi5zacw8GbloX09SnPJuJsqbkqt3ZbJR2vUS0pSFKNMvInF2Tep3p3HXai1o5eExK2TtBk6Exs04b1QwdQM3+1sZ9jOJcMqU6NiRJrt5PzEyzCu3Xnlm59RoMCrZGMmNGxnVU0FsxlyY6f93AzOPS64KMDrBS9tuc0i8DJhm+Stpxwoicu1VSE0PE49dQP45F3LsFz8lds3HYdZSRERCwwfTJlc35zYO8vpJ1ykB1DUiPYh9jQiDLRAbgPypKIXVCLF+kEIoU1cByXe+a30Hs6+9lA9+cBWoKgO9Q6iqSnG4EEVWeOOZ7Tz6px8h+6YhjLaSN7ueSMvfkef9C2rpVACUGfPofeleOjsHmTKlyLRLxsrpGoweGzcqKtr2cWpn08dbr/XtmrVj/F3/Hdt5N+2U48yQ6bfklKRuBX34rFtjRyZkBtwtkt3eJ7trS3SfADWBoCRMt9slVE8mrK7B7fygPStBFMlbeBZ5C8+iaWsXFKSTmUzGB6dQV+03/zPPEPzLL5HrP5RuuJlW7ymnzw5ucgGL+rcTiJ5gNL8WVQwSjBzDH+8l4Q8TD5orl7oJu80WuZiDrPrnpg2359HGD6f5JJv75ZZAnmpYGRfNMFiyjHD/XsTgIPBRIHvVykzk/a1gRWhyVSA5m75OxDrYSmzFCmZzu5WB9FSs2yfUU+PLL3Ct5qCvF6DBrWdHv7/Vvk5s3gv03pBskpu9Lt6sjtf3y5h06WbABfeDvZd+OYWg+F99AGnfKySWX43Q1Yo42EX0mk8ijPQTfOgeEos+TG/nUVfnNPbPeF36bZqUpqeChS07KA+MIna8hFy7hPIVC5FKy4g1NxE/2oyvrILYkUNEYiJy/dkIQz34tz3NlAVz+cI9t1i227jtMJsOJbjpymryC0P84a+NbP3LsyQWvh8CSWuG0PMEH7guxL9+9JK0Y/W5LUbPiQajV0Y/aFkl+WmFN7VininovDRgn0joVYwjG3EM/W9G6N9/s/fSSwE4r/2zgheCbgXjtbhVEzNt6/gxTvzgvxkOVjNSOM91H/Sw81S4GSfdyhdrtW+8IlfP0MkKb+VB049BypQ+gv/4EYmGd6GWJr2yA00vU971HN1TLkf2mRsvco2CwT2I8gi+JXelfhvd/xihkSP0lq9LI1yZwsti16mdXM1P+v44eZr0++fqWiYKpzPpMaLcP4Ka10fNRz5su5/bNaDR0KTBKUTZrNi1Vdv69oxtGs/jJmTNGAZsd4120UvZ5KG7VfP0WjrF7FrOWE/NcNzc0mf1wDYyN/WQ3Fb0tkKuqnUbYTXBZSK3Cu7izp1g9pGafWRuY/fdDIZuLU5uFzDxNbeSWHAhwUd+iDxvBfTHCT75Y6LXfRZ59lKExHbC1evobdtl254b977+3rt9L1LXG+mluH8zojJM9MYvMPucZOxu8n2dk9pfScgcWP8C/a2HkSoCFL37ZoqmTzVte8yDMpuGZWO/33lLA8OdPbQef4XeFR8AQDhxGQ/8+gd84OZVVFYWnfxtq2mbGoHR59doMBIauwHtsBJhduVyBD6bJDa6op5u4EX62Ot36sUYYOUp1beTSV8y+XZzHdapJzB6q7FbqIpC65/+hm/X8yhVFzEST5fgd+uZcRo7vD4nJ7i1dNoJ0mTaD6v7YOeVNx7X/1YLlYCv8c+cqLoRBIGSweQYJ0u5K4PghFignOL+VhRVSamxhRquw7fz5+SNthDJnzlpfTGDG8LhZk7KhWcpW8KQCSGyElo4U4iLHYShVsIrllpud1qoOxERcJdz6TRG6EPYrNo3/qYpmzmNO27HMe1e2BUjzrTYu9s5OlfKw5OBSVM/s0u61f7OlasqGwUyPdxYXK3UZtwcZ2XddFpMZBu6dioHSmPf1XAVkXf+K8Hff4ne8osoGzhG4MmfMO0jH6XjB99G9Y+CWG1pNbSbrPTbtH97uXfhqjqkA39B6G9CWLCGyOq3U7ek1HL/c0uOce6t84H5ab/bFcUyy3u56e1z+f5n7oXVKggCauUsWLSa//ndy3zz81ebEhp9CJqZC9nMQ2Pldtb6MXv+SYWzyt+nttlJOOuh9wxp/842jNRrcr3du5HJN+R24Z1JYr0TnGoeOeWf6CdQeXAAuaeL448/idTfSWLBRyBYkkp89pqfZqfQ5NXjZLXdLczG9VyM9fr+uPEK2kIQGCw+i6KB7YRGDjOaP4tg9Lir8+cS8UAlqiAi9DUSvzTpBfZtaUeefR2F+/5ELDgFRcrP6hxOhMJu7nFK5Df7200/3BrznMYUqzyobOAkAuC1v6cdVJmywgBSzyGCi9/r6hAnY7VdmQA9vOa36FF720zTbW4ET5z6CdmvfbPx1pjBrD9WtRpPN5wSSWcvrjYrWDF1uxcnl5ObMW9D/5uX4+1+c0tojBZbr8g2Tjkb+J/fgNC3H0HyU1x7Ngl5Cb7tP6Rl/wi1n/kCHT/+AVP6j6BULKM7MT4sw2zStJoojffOdhESG0Jqug+lZjHxG/4JgplN7l6q/Gr73vd8O2UN9VTMGxPaGO6cSXvzG8CYlLJwYmvq327JhhnMitquLmhLemt0uTX6czhp2Ju5q73UrQF377LTJO/lG8oWE0VmzP6thzb+aYXfjJXKtX+r8Tj9f/sjI5tfQy0qh6mziV5/N/jzxsmce7Vue825sSMrbohMNl54pxwoq7AS35b2nHjtwzVL6G1RKRzYQdHANvJGjwCgCD5KuzfSV742rY6N6fG5SqAPJRCPvQryhSD5Tl4njObPoqTnNUYL6okGq1ClYMbnyqWQQDZel0xCrZ1ynNzO/W6vM1tv0OlObIr6t5MnJAhddi2+MvO8LbBe5LtRnzXLhfHq2X3vhekRRxs7zI83W3fp12NWhab1290qoIF1OF6uyYXZGtxJbdhrushEIec5NXuPHWXh9GrTnBqjiyzTi7eqApttuFm2i6hcwS7EwQizPBoz5MKqlCtSk9bfVx/Ev+NZessuoLD+Unpbd1IudCF272Ta177F4YMJxPZGAk/9gsSyz9B77KBlv+zugzYZ6gvjWe0LIDavRy0ViF/8vtRvdtWGzbwjdoRmXCI+Y6Rh3/Z2vvGJv+H/7HcQg8nFhDzYT8+3vsDvn/snSssLMiYbbt3IqwvauG5+cFz7engtzuU2PDRbgmGmcOTFogvuvxMv35PX78erYg+MWRRb7m9O/Vu7z+U7/8Lg4aPErvgn6paWpo41PgcridmJgFvvRib3Qn+cUyiKF3nwTN9P4zvii/VQ1v0iSmEtvXkNyL5CSrs3Eg+UM1y8OKNzeEV4xgKkfb8Hhqn63L/TfCyUfP4tSS9SgTCMMNTKYOFCIqFZ5h5zNQEqIHq3kWaiROakaGZENgpnbtswi7zI9VrBzHBwupMYPQKRDkqiu7jhB/9GsKhw3HY71UJwL8Vvtr9eMVHfbsv9zWl5ek4pEF7mLC9jlplh3kto2kQim3W6/hrU0SE2vOOqCc+pyTmpae48zqzKKs5/YD0X16Vbm7ItgpmrHBkrTAapsRvw3FiVNSuj3cTt1N9cSG2ate/GOjuuj6qK2PwPhM4dRPNmMFpQR8JXQnHfG/jD+Uz7yMdpPhbC/8wvETt7ketvsSU22nk0aAs0uwRms/snHnsIed55yPVnA86FYp1UQ/QEx4zQ6HFYifC1j/2VvsI6+tfdlvq99/9+zqVnFfLxL57DWy83sWNTC90nhnj1uYP8+MH30BcrT2snk6Q+7Zo0WWczWJEZs5Azs3OA87ecDbHJVS6IHezCUDKBmwnQOPHpxwL9xGycqAFizU10/eL7RN75HynZYjOPhZ3M8ETDKizWSwiunSiE1bFuVCknypNX0vMKvqln0R1PLvJEeYSyrhcYKFlJLK8q63OC8yI7XL0Y6cjfQe0mdtGdSK3+tP3DZRX4Dj6IWlhDn1BOwlcKqOSNthIaacIX70cVRIaKFhMpqPPcN6/fYSaCALk4V6Zz5plEPCYKghKnYmgjF3zkncxYaZ1LoyETT43Vfkb13Y0doYzy7dyGnWnIJMRZPyZ7JTWZ5tXYwau4j63C5sgQr9w68aTG2sedIaKytfV2bdVoxjd9ogmNW4RrluRkkjfme7hp04zQaPBCaDKFVXtZ3Q9BQJl1HfKSfyIoxijrep7CgR0MlqyARAnHfv1LAOKX3IUyYzq+7f9DWZ5saq3zOnnYxvELAknz46nBR750GUeee4l4x9HUu++vnkXP8T627ZL58oce4IFfvc5zj+5idCjCB6/+JX2dA6njs1EpsSNoToTG7NzGOiETQWi0529HaPT75IrQaH9PNKExQps8jISmqTGe9reqqoxsepnee39M/JwbU4TGt6U9Fa6mhVXlYuFuB+06jYIGVtevD/F1A2MIiJtQsYm+ZieMFM6Htg2gygAoUj4DJSsp7n8LQYlNTicEAXnWdaj5Cwg+/sNkwWA9CqYRuf0rqFKA8MBbVJz4B+UnniI00sRIQQPyrGtQZl1DwdD+8cc64ExZ8Gfaz1xeX6b5RKcDCob2Eqqvd0VoIHceCOMi+74NvtS4N5GERtvP6/jidZ27sSOU+k/72+3+ExEmZt//7NUU3WBCc2oyZY5eEqzcwskq6RVWA4oXz4XXROaW+5tNH5iZddXr+bwik8Haymrq29IOeeXIiz5Ez5FNFPZvp6zrefrKzqfs6Isw3AcFpcQvejdCdxRh9IQl3eht3UkYQ+Vnk9AAvSVX763R/q+WTEHsOIRcn6w74xT7alcDxhiGZsxVMW4DmDqjlHf907n8/bHfwQWfpqkRfO1D9MyowB/w8a7PvA2fX6JiWhnP/OVldr3eSGFpQaovdt+em8HMWOPGq3yz2bncfsdui9oZYbSqTsSCaSJCMN3A0hppUWBTe/br/76F3n88Rvyiu1CqF4zb1408vZcxzQ7GsE99nkqmuYm5JiVuPD2ZwOqa4oFyZF8R+cMHU3LasbwqEOrJH2r0FIbmRgXS7JjUtb4xgtj6LES6kJoepbxsYSqP0be7j9hNHwJVReg7jhAdRjyaR0HXNnyHH2OocAEF/iD+WCfxYKXrPk8knPJhMmnjVCLb68nk/cgFwmUVBPrauexDdznvbINM14HaWHjfBl8yV+bCSiABJDx5IjIdC7yEtpqd3wv5clpvG6WhIXd5MbmqE5QtJk3S2Qgn96Kb+Emnl9yxPkOWdWbMMFEWW7swqkyQqVvcjfpKNqE5JbNW09saomJ0N6UFAaKDVfi3P018za0AKNPDiMcOIgxZexM0YqOHVd6NVQKwUlSBdHSfqz5rsCI2RoJghFXOyo3vXc3ut9roe+q7DF77r4jHmyhZvRqAlevGFjtXvmstc5fOwueXTAmNlb69EcYBMZv8HLPzuClSqcHsu/SauG5EzpKrM0QuC+5aKQBphEa7/0NPPUL8wjvHERpjPQXNwzOZngszcQIrGMcRs/ovVseZbXe6zlyEP7olaYPFZxHufolo3vRUjRq5+hJCu36J7Cskkj8r4z6Y/W15vwQJBBFf459Qi2Yhtj4DVTek7qF+cSZtaUfs3IzQ8iwA8eAUlLIaSlufRUVEkfKJ+0tJ+MtI+EtI+IpQxcD4c6Y8OyqCKiMqEUQ5gqhEUAWJWJ63byabELFsQsWyDVObDBiv0a7Pbt5dV/dNTSAd+wfLbr2WdTVDwBCv9iZJry9g8j7oYFxgOwkC6GHMkdnYEeK9F1qnPXiNHpiIHEor6A2qTtfuREa0aCkrT40XMnO6kBgjJlz9bCJzZozhWMZFg5v2Jnsi186ZCZw+EjuVGavfvRxjN4AZpSiN+3lZXIRrlqC2HIPYINL8W5B2/pzE3HNQp8wkcfbb8e18Ht+OB6korKdLmjkueVVPYPSLH2CcbK2e/KRybJZX4dv1IvEL3mn54VpZRMyKXJrBSGT0kswa/AGJr/7sFt5z6f/C499C7uvh+ovHrKD7thzi1197gEv+4272zj+f1w+N75v++9PITrbKKW5C27KVb3ZbjNELJiNcI5fExQpWQimQft/VRBy5rwdl6uxxbbgxDOUyH8Dq+7M7t5v23J57Ir3UVuqLXhY+o5E2Cgd20B9eA4JAb+dRyubdTuG+PxIJjR/jjOe1O59bw1Ji9RyE3qvxHX4MuXYeUtc2wtUL6T26L60N31tHEdueg+Nb6C1bS3H/ZlAVlKrzUKaeA/EhhEgviaNv4Y91ERppQkoMoYp+Er4iQEWUI0hKBOFk2B2cDPb1F6L6i4jL4Iv3MRrvZ6RovIcxl8jFO54JKZhMOL2TdmsEDU7v1zioKmVFx6kpqeD2G+cAMNA7xHP/fh9DQ1HCd32cS8429+pZzVXgLdfkvg2+k8d4y9PRI5P5J9dzTa7SL5zuwelKVLzglEg6W8GtJde4T6YLickkM5n2sa7BT8v9zabWv8mOqdXOZ3deq8Hcc18FCbHvAGppA8OhOvJ2Pk/8krvA5yex/EoSC9eS96dvUF5Znkyy1U36esuiRlSM/bIjWL5XtiMkIig1i1zLQYJzLkom3pq9B0U+/f27eHp7lNLaaoJ5g0CSWDzyh7+hFFXwzO+epfqTi1LHmAly6C1WTgNYNoW29OfOlthocJvYna20eTbINZmxGwudRCsgWVhz+KWn8c+aw2jAvZS2mSHAiEzGHrtFldWY4eU8VuONV6WsTGDWphtCqD9muKCBsu4XyR9uTIWhqQXTENQEUmIQ2W+dWGu3UE2smM7go+vH7WfluVYrlsHhxxC7dqAW1dJr8Fb3tuygqH8Lvngf/RXrUKQQsUAl+cOH6G2ZQrh2KQSKUQPF5BUn1fdUoLNlO+Ep1YiRLhBEVH8hCX8RSIGTY7eYlLE+OY6LgBLto2DffSjDwZQAQS4jFYz3JFcExJgvm8u2M4XZ+b3O0WaGSkuoKuFalaq2Rn70x/dSUAS9XUPc89E/0KPMR4i3ET/WBpiTmmxzasbmnfFeDjeYiNQEY/htpsgl8ZjoXPVTQZZOKak5HdTMJgNmMsJuYUVotP9nk7djtj1Xk362bSgzLgJ/AeLe+wj6CvA17kHsO860T92NGMqnqTGf6A2fJPjIDykSSxgsWZYMn9Cht3UnmHiNzDw5+r+FoTaUqnrLgp9eB1wvtWrMECrI4/o1ecAYodnYEWJo2nL8TQ8gDnahJhIIvvGfs9GFbwxTmihYkRmnys1uYPUduUk+1yPb/ImJIDIwJqZg9bcTLpg6wj9+/jBDO3cRu/T9aduclL7c3AM3YStuj3PKTbTazyr0xUvegNu+ex0T7UiGZX9EH33h8yjreoGEr5hY3jR6j+4jv3A+pT2vMFIwh9GCuePGJDfXUHT9lZbheuOetyAQX/UVGD2Bf9cvCI/2o0h5yTAxQUJQYggo9JWvTYWTDRfOp6zrOQoHd9LXnEAVx97T1DULIoTKUUPpCo1mfUohWIo8++0UHX6MUMM1II5//7M1YuSCdEwGcZ5ouLkGq9+MEOURwoFmph/r5Bu/uoWComT+6C+//RwdpUvo7S6mIvIWF10417ZPmRjE3BTftSpinIv1otNzzwWxMfPUeyEPXlXLMsWpEvfKOakp8Ns3mWkBzExehGxDy7J52c0KPXrBuLApF8IEucBpMxiLPpSqcyG8AKnpYZRgIcSDtP/8p8z41GdPfshJVZ7g336Or3sDfWVrUU/WSnCa7PXPwxgaIyRGUUuLTa3lk11B15isrxEaAHnxxUgtu5BadpmqDpm58M30+M08O15wqottZYpsv1GvcOt9MU4wXkMgD7/4GtG9O4ne8HkIFaVtszOwOAmOuBkbvCzorNSc3IRLJVZMJ2zop9u8hmxC1zyH4BigJ2Nmv8cDpeSNtlAw94pkuy0q8WAFhf078Cf6GShdZXlOYz/1eTB6OIZ2CgK93SfIKzkbKTFAwl8CiKDKCChE82agiv6059VXvpai/m1UHH8cWSogFpzKSOFcy2dplfOj3y+xYjqo0xBGtuLb8X3khnNRg+eBFDC9vlPlDTnVXhg7OHkMjfdbn7vrlvSnfldVRvc/RlG0kUuvO4tPfeVaAoHkfLzzzRZe29BKb6iOvNE28hrmk1dSZNqeBq+e/qbGOIOPrve8hjkdwsuygRtC47XGTy76M1HtO2HSPDWZkhn9tsmIVz+d4MZl/P8qUoQ0WII8707EnieJH+skONhDy1OvI89NJswTLEBueBfSoYco7nuD/vB546pxGxcRRou+UVQAOYrqTw642YSeZeKhicUSHNp9nKPNPbQ2dQNQUJSH5BPwFU1jQ2hO2uXF1r0HYWQAwT++MKhVMqBTzo1xm9nieTKIjBdhgTMFuVZ1NEKOx9n90D8YueAD4wiNBjtPl3EMzmVejRP053dM/rdpJ9P+WpGNbNt1e24AVQzin7IQRTt/7dLktrM+in/rD/DHuogHzCuxWxEw4zW5XcRF8mtNfzd7NoqUT3/ZGlAS+BP95I0coaTnNXorLgIhfZnh6T4KArFrPo4w0IX/9YeQDv6SxJyb3R/vAhP9fp+uc7ZV3qxxH1ekaLgd6cgTFOYJXPYv/8zVZ/kJBMbmv73b2hEXLEdtCZA32kxo1btc9dGNGpc2jurDzM1wKjxoZtEgk43JmkNPl7k656RGUZz3sYKTZyWXxMbNC27Xl4l4OZ1i2XOJUyGQ4AVpfRN9xNbcSugPXyQhFSJ0l8Bc3X6CgFx3A/79f6BwYDtDJcvHtac9bzfPTS0B8gpMt5lJJTuJArjB8GCEn97zOm88s42RwbH8mqLpU6lcNI/2AYgdfBZVforit72DSy9fyOG3hlELwqgna49osPO4OBW+dfpNOz5X+TIavBAY476nK/lxIsTZWrDM3sXBYyeIxhWU6Q2u2rCbcN0seszgxjpv1raW++E2ZNar0ccLQXOb5O/V62PXFsDI6FECrc8j+PJRK5ambaPmYgqObaKv7MJUGJqXHMZcea9sIfqIB8qJ+8so7n2Dkt43k6HBLs5jZXgCUIsriF3+YaS9G/G/ch9lc27JuIrYRBN1s3svJoYp7tsMgkg8UMZw4ULL8OZcwst1GkmB/j6l5k5VxffanmRo+PFNCNEeiA4gDB8lfu713P6R8zm3+BiQrp6pBssZbtqMpPrxiVEuvSQ5PpkVajaDGbkxC813umavQgleYba+yMVa0UkW2qkAqRXsVNVyNadq7VRPm5y6fzknNQOjyQs4cjBO/dLcJ2fZJQk7wczlnTfcRH71StRCb8nRuWDfE+06t/tQc01oJoIkpQ1YhWHiSz8J/gJ62/dTxLzUeSF5PXL9rYR2/ZxotJN4cIppe/oaNtpiWN/3xIrpBP7eRcWqReOOt4KV4pl+ULfz2kRG43z14/9g754OAnMWIzTuYc7aVRx8+iUG24/TG1oLwRLUWWsQho7S++CfeOgPQwSlAEr5DKo++GGMCZd2hMNsm9uY3Iny0Fi5rK3iha36mWlBtWyh9XOyXO1mxFVVVVpe3Uy8tMZ1O/p332hUsQoRMsJN2JgbEQCz8Cmzdpzydtwk6GcbRuZ1X7tj9dcTDc1AlkKUHHkKYfgoSu1VqcWvUrGcQPOTgAJIGOE20Tvbucb4nI2LX22fwdKVlHZvoCx+BJnV2S8oBQF5wVp8u7YhHn0JubR+XDtuSfekeCCVBCRGEZQEohLFl+hHqb+F/Jb1yKOFRPJnTuz5HWAkLI7zt5zA/8pf8O3ZgOovQpk+m0T9PCrry1h73kwumjEIHBt32KbhauR5UxEGX6RMeYsrblrBeaXHXfXRON9ohTP1/df+nQkxyeSYyfS2uK1xYyb7bAc78pKJCrGb41oOuyv3ki0mNPwsm5oUuT7OdABTZYoHtsGebcRXfxUi3cnchJC5e9+IbMjMZLuks3G92qlPGffLtoCf1X7JAp3hcfct7Xz+fJTKsymJdCPXXGJpydWIjdn7mWyviq7XthAvWOFpkWpXgFMjOIm4zJIFAqKY/HvXfvjcDd9L7VdVItHwlU9xxUJouWIWjz95iKNH9zF6rBthaBClciXyrBtBDKLmT0E89ionvvsNwrfeSWj5OY5eGjtCY/y3W+nMiQ5Fc9OPTMiEUwyym8HaDdHKFmYF08yw77GnOfDyFuJXfdpVu7ksLBmuWeJKJMDtQsTOy5MpIbEia/pzull4Zzp224WG6e9hb+tOeiouIdy9EaGgGrVCO0456Z0QTds5ld53s+erChKCqjCk5BPJlYU8OozQdwBl+tqM+woTFA2hqojyKEJfI0K0H2HwCGLPHjTzmlx1LvFLL0ZunUrBU78mEqqdFG+NLVQFoe8AUmMrRIsgWJra1Nu6k3D1omRNuKEXyfu/zSgVNURu/CLiYDe1V5+LIAisrRp1jFZ4tacYeda1lHT/g3+6exVHTr6mZl6adFGbsbHXWKsvU0+yV5zKtAcv57YyTJrN6VZzWiaGvtMtSkJQVZMM4yzw5t4WVi+cycxbf4Vybr3zAScxkYOx3YsuKAlARhWDlHZvIBDrIlFzBYLkR5my0nLQcfuyZVK0yQrZWiFPBamZ9Ik2Poy4/ccMhM+lcM4623thKQQRH8G382dE3/YJZq8dH8bjJqF+7shu/v5cO137D9FxoBk1FkPw+1GGh6ipr+IT334PopRcnLQd6qCjuZOaudOYWlNhWkAT4NmXm4ls20R0/26UkRHkwnnIs9+GMNiC2PooBfPnE1y4lGDDIsR88/A5rf96aWcza5CXWgDZkpr/lzTycw23hAZgw7d/SsuUNcj1q0y3Z+LNdgu3IgJujztVeQhOamoa3Fr73RAZqzyGvOEmCsVR5IbbUtt8W75DT/j8VJFOq3O57atRuMDrfbckn6pC4cB28kSZrsLx86hVX93Mq0JnM8FHf4Qy/YKkmIyG4Q7iR55jNH+26f2ZaJR2b8AvD6KGKiEYRinPJ7HiapBlSERRy6rBHwBVJe/Xn6K7/GIUKX/S+6nBF+shPLIbf0kAqSRM5OABkILIs69npGM3RZEjEO/DV1pGaMW5XHDlcopnVI0bj+wIjV7Y5u45B1g4V0EQhJSRT78d7BfImawjsl0LnQl53JlEJ+jn/FwJc+nbNYMSG6H5gQ/R399PcbG1RH22yL2nRvHOkU6FdSl9EE/ehsGS5eSNHCE0eASxrxHxyJMo09ag1FyaOu5UkBmzfuvbtFLSsTrOK4y5TFZkwI7sOO3jBP057cJcEANJoQDVnavT7DmFa5aglC9Gat4OOlLjVh3s4DMb+MsfHkGevRzidaizLgQpmAxHECVat/0AWVZSpKZ6ThXVc6pSx68uaIOqdAvWxo4Qwfr5XHbBTOAdDHd288Tnv4VyYjrkT0Nu+CBDLS8wvP8pxMFfEFt7O9XrliOF0yVUtWvQF61NXTdj9/n/Y+/N4+O46/v/58zOXlqtpNXhQ7YlW77vI4lz34QECAk3oaXQUlroSVug5Qttv22/bX/9tl9+3/5oSymUFlpSUu5ACElIyOGQw0mcOL4dW7YlW5JtSatzz9mZ3x/rkWdHc+/sSg68Ho88Ys3OfOYzM5/jfb7ebkKpgvLQ6EPM6hnCNddw8nKZ1Rmyg5zPI4yfC6RvdnATJmZ1nZswtLmE23XabZ/NFAqjV0ZryyhgKKEYwvjBivaUtk00ju1nPHWVKb2zmcfGGCZmF/YXVJ5QYuoQ4eI4oyb9NHt3XoQotaOb/Dv/kOh3P4swdYZMUaVBHUfIjSKoIRQxRqbRXKlxYmGrBoKqUFr1btTmlYDNMwkCamIJ0dwA2YR7w29gUGUaJw4Qzw/Q8s73Et95HYIo0nsoQ+xffxc13Eij2kfqXe/ippvXEGmYXazZTR6p5oX5+MrXdOHXFxWazx5fPcsbYwe9DOCWmTYIQ+5ckVTZeVzMfreDtt8bBX6r9+c27G0+5mUHrtQ0xi++aLvBUM+X4WZgXzznGob79yGGe2g//xChwadR2rZCg3VImpuQq2ph9gxuwj2CgvFbmg16s/egL4CpwY/3RmvHlK1MB/Hsc4RKWYoR86JecPHdmNUp0Tb1cDFMy76nObHnBlbsWOipr68+uIvSyveiNhkquSslxLPfYdnVlxGOWE89N4mTiY42bviDX+PZ7/wE+fQuii1dFN7+WyAIRL/5jwjP/Yizz3yb0rqrWfpL70WIRIHKomRGyDs6ZykYUB8Pij6H5mcJbsL33Cg0u4bi8NYPEvrC/4fa0Exp/XUzv9V7U/aq6Fgd9xMmFiSqUdb013sJs9MjVMqgtlR6ipWltxIZ/yINU4fJJlbPUNjrYbe2BrEvmClH2vOHiuOkCr0w3U+6/eZyjRube/sdl2pqEbn3fJrIEz+mIT+KktyJ2roeYXgv0tDLlv22epZqEc4PIykZ5Ig7C3Th1veQ+N5nKUbakcMtVd/fNVSF9uxB4l1x3vg7f0I81cyuobJxrWd9A2fauxCnnkVSC8S27yTSkAe8k+EY80z1nhmoLALtFVb1yIIwmDrdL2h4rSvjdX+0Umbcwot3f74YpwIPPzt0cogNKxaz5K8fQLRgkNIwn7Q8s40n3fcqqfM/IVwaR2ndRKnnLtMCYPXul194nbxWbkk7kgSnb+r1fKe2jNfnDn+XhqmjKJf9YbnegoeQFw3aNYnJg8TDEyz+wz9BjEZdCZeqqvKtX/0khbUfgWglK5kwvI925QU+9X/uQbKo52QXY2wG+fxZzn7ubxFyOdTUWvLTaZRQjFgihaAMIp4/Rcen/4biQD/nXzmGmmghc/AUyViI3MR5oou3MjpVJNW1la57uisWUL0wPF+UjaBC3uYLjM/jWoGxwMlHXyb8zDfI3/MXM8eqXWfdMIrVYkMLUqnxE15VbeiZsQ2nzd9YJ2T6tR/TVOyntKGygCqZs4ROPYSSGWGs7foKxUHffrWhv26+uxHNo88gpZYzXowhR1pn9UmPoIRF/TMK6cMopx5nrO26WecFkRdlREieomHqKNHcaSZaLiex+vaZ35yeL/zwDxFOPcJk8zaKkY6KoqU1garSLp8g1pyl9SN/wA1LL0YzPNUvkXnuKdI/fYbQaD+qKtD81ndxx3vK79GtUuNkkPO6bgeZr1Ev48582Cs1ZcbK+ADujC5W19gdt0JhfRNnPvPWSy/8TA3NceKbT5i7pVXCpXHSrdfTMvky4sDTKEtvntN++YFTkUEvk90q5Ey73stGWhO2tIYVxDKnEM88gbLkJsuQFzMYwzSmG9cTCx0k+9IzJK5x990XD7yAIkYgYhL+IA2S6lxqqdCAe4pLDTtapti14zLGMzHUaAMhVCInzqAsaaN91QYiy1cSamrh/F9/ijBQiHTQTJ5svg2EMOrJR1ggj1OSxjnxzLXQfpE5yxiSNtdwG/5nzEO5FBSgwIq6qgrIwW6qTgK82zyUoFDrvETtvGr74PU96Gv0yDs6kU82IYyfRd7SAVL44nrZsJDSug9QOPh1WkZ2Mdpx86xaMLWes1bPLxXHUNq3I49cZLeqpUJjbCv86KHA2rWFItM0/jKR/CC5huWMdrwBJdSA3ozrFKmidmwnM9JHcvwVcg3dTCfdM276Qbg4ArlTpH7vLxCkMFBWauRCgdJX/p70GJTWX0dx8WrCT/yIsSefgPfMVg7NYGeMM4bRelmPnUKwvKDaMWelrFTjSakF9AoNWBth3DIFOsHNOifv6ITctON5QSBwpWYqW3B3YwdvgVnYUr0wY1Hr2kphZBep0V2o0RRq0/K690WD2xjSatp2Ou42ztKuWnlQnhlLJUoIwcZfRjz8nwjjvYxHV5BaZc6EZoTekqotAhPZdsQffo9rrlwOLJp1jWbByk7n2P/cUb741adQ2q8BQZxtAZEiLGt2J7y6WfjLm0UnzW//BZq5uHl89anytB4CehaUF9ns+/+G6IOfI9S0nfP56Ewb0+pGwoXzNA08R+xbj1O86p0se+ftnDheH055N/Ar8Otr6sD89O6YEUI4wU4wUJs6auJNtmIacsN8Npfw2y831sla9kXaM0Dz8ith6hXCTz1D8ZYbK9a69On9kNxEpDBCNDdEPu6tJIHb/rp+XrVEPHMKQZWZPvMKxBbPtGFErWq8yTs6QQy5zqf0DbVES/o5VCHEyII7UMUI4P776ver+Lq7yR3IIBXHy8yrNWRDa4ooKAs3z5DIaGvP+KkznD09irL2NxCyIaYf20Xr6B46Pv7HgLmXRmP6dIosCMxYcwFuFAs/bVaTy1lrRcZrAdJJC9ZXL3AyUnltT9ozQKmQ8XSNXwSu1AjFcvVN6ZVBxIg7Zg+7gkVmCVtuBeNq8nm0DymufhulyVMoi2ZXqp8LeI0hrZVFrFZtOim7VmPFWDhM3vybiMMv03LmSaYPjUJjua6NXaKoPmwDgP59FKMLURp28vAf/x1iopFV125n83veSvpEH6PHT7Fn6BynDvZRGuqndUUXU4vehtrcU3mvUpFQ348Qz79M+J5PWFI/e/HQADx+YIrs7l2AQKh9AZlrVvBSsRMtX0YYP8fAZz5HQRFRQ40QaUQ8+SDigttRQg2IpRxiaZrGzo2orYtRzu9B2vsUZ4aO0fO7H6O/qYHC/q8R7V/IqRVLKK2+CuKNda/J4gVGRcbuPG1Tr4eyY+yP/p5+FBsrqM0LECZOIr1wAvmKFTU1CtVakfHLyGW83uy4F0IAN+FmtSBBkHd0kj+YomHoWaTnlyBfuapy/xMEcvFlxDMnyMeWzBKI62UQFEs5WkaeRAk1kG3ooRgpk5MYn72WBau1f6sNnYSL42WPpW6/DmysqgrN6d2ogsB4amfZiFZl+9PJdbSe/wmxbF9Na9eoLasIHf8mJ168HbWpnZ41YXYNxTmxL0p4eoqJU8+DqpDKHaW0/hpu2XYxfNBsb3Lar/Rr2s7EaXKZPP/1zUP0nYTSih2IY0OUenZASKp6L3G63smbUo+9zGyNt9p73O4H+pwZP+ukG4UlKDbdesVw1bROjRO8LnJWgq1bD4K+HTfJlOX2OpH2BG8F0/fFCLeFPa3yW7y+j7mG3k3v9xlmfVMxhLLgcpSmlSQOf4VYto98dDHCqIia7IZwo2ObmqAyUmomteWTlJbJHHr6Po4+8oeUwnGUzrUI0zEmM4tJbHkvg6GLHhD9QiCUcnScLyevHmhYxw3kKxQbs83BTtjWFrwf/Nf9ZF98BqV9G+Rf5YGvn6K4482w824ApJePI2TPU+7VWbhgKEmOv0wuvpymyVcQSnnU0Z+iJjpRExLi+HlK3XfQe7RIdPRpYtnTkOsnMvgMypHD5N/923XlpQ/S0mdsy0wBssptCVrxqYUy1Xu0WLZUJ5qhMGGbEzeXNU3qAbcx4tq5VnTLTm25+d0PtHUvuvZuOPUQ0v5/RlnyYZSl6yvJUpR1SPu+QDR3mnz8YuhoUN/WVplTFSR5gkhuiFIowXjrtSAIlcalAPYgO0OX6f55qAmpOFaR06OHXyVZUIo0je1GUEuMtV4DQsjx25uR0RiR6toOqXYaD/8nufjSGUUpSKSWbWa0fx9tbZcRfuzLFO7+BL1HL/TxpADtW2gdfgIo0fSmt/PGd1+sA6SnXTbLAXSzjn32+GpOffthwi+/QpEGYi8/iqgWybUuQW1bUnMjWb0NcF5CpZ1gVVvOyitjB69el/nqgbdD3ZWaWln7pT0DloKwWWyrl6R5L6FfQfB++3lHVowgfuClMm210IelBfEMs6yjsRTylt9FmDyF0P8MSt+ThErTTDRfRuOqWyo2be1as/GSPn2A5GW3k3/r7yM9fwjiHeUQEIAYFAaOWluWL2xSC/7877mhMz9zWK/MmFnrnTaM2371rTyiKGT3vgRq2Q4inj8JXLBaNnUz0v4GIoVzFCPtCEoRVQwTzZ6meex5SgsuR1lyYzkeX4qVn7lYKNdSAOTVO5HkBhAlFEGktPhax/yrIIV1qwXfbkOt1usRtBLllrLZTJkyPovTe+1ZE6b3SAGKuTK1uQ3mUqGpB1uOVy+J1WbvhbpZ345TbRgNVvvF5P0Pl3NrrlgBobvJHP0RjQ9+AWXHx5Ev76qYg8riX6bpwc8zqSrkGroDpfO3hKqQGnkSsZRFFSNMNm8j1bWl4pRq9yG/Y1Rt7CJcHLVUasxywJwUHak4RtPYC4jNyymtuIuUCeuc7fUOz6ImlyFEmwkXx2Y8XUFCG48jfXtpnz6B9NIPka+4q9wvMYSy/M0s+cSHuW5xHjFUqVQZvcplBWT2b3rolZ+++04BIB14mlLn9UxNy0w1baJj6PsQjtoqHG6MS3OdNxl0iJ0Gu0LZ+vw7O7gNI6ulYabee03w7Ge9A2xYuYTu93xpJvysnh4DrxZ+M0uKk/fEiEvFI6KHUXEJMiHPCm7eoV+GEmPNFbCeqNkjD5CY3I8cbiWTWEUx0u66loI+Ac8MZhukUMrRce5BFv3tFxGkys3QaUE0Lmxm5z/Zq3Dq0CRqsrwZzsTdW1pYVaK5MxSiC2jpvmzWz249oXPpsrcT9mu5yeg3azfeNC9tB4HS5Dhn//wTyJd9el6EyxpRzSZabWFIYxt27Gb6c9yGXzixtVWb39Mysot8rJPYurfNmovC2RNEv/e3DC94iyWLlpf7Wz2LKE8TLqYRlAKNkwcYXnhnhTIT5F7od8+N/Oh+imdfZSK1E3AW5mzHlaqSmDpIQ/YUytKbURZcUbO8l9CxbzEtS2QTKyuOC4psSt3tFsbnHz/xHK3DP0FZ937UZNcMlb9TeJSXOin6As/antk+dD+jHbfPsPU1pV8gtHELXb/4TtPrjf0wM/iYrf1ejUF+Uat9Bmb32chKGhRqxVxpNj/F545dosU3L0DettiR0rkm99W9TH3NDTfnm/2tP16tB2Y+wLgQmS1MeldwkMpNrUJenOoEGSdtfO2dKKXbkM7upuXcS5QUhUJ0EcVwinys01IY7FkThjXdyEdnWyDMwlW0+4tKAVWKz1Jo3MBskTbi5OkIGBQaPWZt3IJAPr7UdRKv1RjXK8T12EQ01HIzsYJ+E71+UdZ17o6bdnuPFvngDcFYG6ef/HE5Tv3CGPZqoKk1/NYFqVahsfNe2ClaTp4WN7879d1sXdSHCXLh+unGdTSNvchI36szrIQz6/eaNfTvu4zk6T1MpK40vY9bAcbYX1HOEMv1IxXTRPLnkMMpUEtMpHbWTKFxgp3xq3jZVqI/fMZVO07fJlSaIj59nPz7/hy1qd21DOBnjgmZs8gN6y8eUFXimeM0TuxnrPUailHr2mtWMPveipRgsnkbjUfvQ93wIaQ9wBrnXB438pQGvUIDkFqyAXHwOyg6hTvcupxkzDwkWGvDeNyNEckqzDiIemC1hJ0io0eQa7rdelBtuY5Zv29aCN9w3ze/CNyUp4aDjwedL3CrAM1X+CncFDTcvLMghS7LSRuKonRej7z1d6HnLlRBpGH6NdrOP0J8+jjjJ56rOF1el2D6qR/T9JP/QjzxCiuWK7PuY7ZBCkqR5MTL5MId9N13it6jRXqPFlFVldLEGKqikJ+axs5harfYGhdCq/frhqHKy3juWROuUHx3DcVn/vs53OGiQlNmawpiU1UmxlAW9lR4PqudT3O9zlWj0LhRKry05+U37Xe3eRdaP7X3bex3MdIOqEjymGk7xeveRzQ/FCj7VyQ3QOvwo4TkSYqRBYx23MZY2/UI23+HxKo3uG5HWy/c7kHVCFBq21IoTCGU8pbn2H4TVSUkT5GY2E9q+Elo34za1D7rvlY5PU79M0V+HAoTM6FnIXmK5tGf0lgcRFl8NY2TB8rsaAEgtWwz+fgyMg0rCe3/IuLQc6iqOmv9NlvLvcgQ+qiG8It/WT54IRQ7VBxHHH6V2ObtFddY7SP68Fy9UckL7K6ZS4XG7HnrmbeqQRvPVuO66n2gTuVegqd0LlS/oHqxCNi1UQvUe4Ov9l34fQ9mYWlBTDS9hS0I5aXqNgQRtWUV05NZIuvfizpxgsTZ50kMP4aSfgZhwQ6EwhiRvYfZdvMK1rbJZF84yNBP/wP18nchZJZX0Npqi3jy7tuhfx+t0SKhwgjFsIL40v9B2iMRalrGgDSFeO4k34pEUQt5EgvaWfmG61nz5lsQxWBsDW6EMa+KjDGhcz4woBnDEIJkE9PfQ/9/I7ze82Js+sV6EVr7fhVDVVWRh89Bz1rTelLzhRzAa7iDW0plL9TLdkQAZv3z68VxSzagP6eiaF4FXb1APtZJYvIQKFfPHNbGnVpoYFBQEZUiSsh8a9f3yan/ZU/BCaaaNhNfexcSEJt1hfMa4nUPMQslNvbPNkw5JKEml9EaK6Isuty0AKFe2dTfIyRPkhp5ElQFtWMrhTf9IaqudhfUSAYo5UAQSY08iSwliRXOoiy8ErnzekBAOvciopJFCc1mlDUjujDrq35cla+BQnQhrWefp+/+DrrfdgvgjjrYDduYZOhPqXMNqJDq6ETa/wBNd7yVW69bjiA6h5UZ4Zc2upbKi1OBUi+Ftf3KfWZswdq/3V4XxHmmqCFduR5zyn5mBTcf0+mjawJDEArSXMMsFMwqB8aPN8Zu07F7d0ZByQ1Bgx4VIRbUJizGTcjFzKYmCKjNPZSae0BVmD72GEl5mq1vWM4/vGshiyf/GYBPfPQP+IefNvHPf/tDct1XkFp6xex7XaCYVkoFUGUK6f6ypVVVEOUsirqQwqItpBathFCc8cwAh3Y9Qf9zL3HZr9xD60rncABNMDbCTnj1ykzkJlxRw1zQPNfbM2SnvFgxp1mdV/bQyLOO+0X2pWfJj45Tuu1ypL3nPIcPWGE+KEJBKTPG84PsR5D3sVI8ppKbaM8fhkNfgfw7uP6Gi+FK28ODDClKufivDeyeId2/D6GUJ5ofJJ7pLdO+r7un4hy364a2NgW5/7oNoSt13Y506N9RWtZ6aj+eOYHavhWl+w7ky6pjPfVkRGhYiLz9DxDGe4lkzyOn7oR4x8W2xDgheWqWUuNWabbKOU337yOd3EHqp9/ixKKVqK2dtmu4Vbi6HdL9+2gXI4wVl4MEwmQ/sfUbeNP7b5l1rpVCY7amznW4mB5eSzS4WeuNcpld3rNRmTEeM/vd7LfXA+qq1ASpYHhJWrNSCvSKgBulwG3fg/Ru6Aez18XGTdv6/9cDVhPIzLJsd74V/DD/mJ4jiKz/kw/zb286ygoxhvDML1X8/Ja7l/CNzP/g7N/+P2TFo0w1bZnF/gNAKMKI3AQXqkXr76XPOFOT3Uxc90myz3yDn/7fL/LWf/wrx37bwWlD9aPQBH2+Gzh5QOqZy6PdrxpPkBvFx49y2Hff/Uh7HqL4lt9F2nsOmB/KSLXwW/W63lSkdbufKDEc20hb4wTSwX/la59/O7/4G9dyZeMZhiLD/AgIlbKUJGfKej2EUo545gTR/BBSaRK1sRul6w0oqXUghnx5dP3AOGaNyp3Te57Z69mOmD5E6MT3Sa37oGmb+nZn7l9Io3ZeVrVC4wtiGDW1FjU1WxELJZcSkqcc82qMSp+d12sm3DHcQjbaSfj4i8itd3lef6yEbW0PSi3bDPkjpNRzTOTGEaRmxLgzK6TdOjufFBrwVmPO7z7ldk455ra49Kxeqs6Amio1VopDEO2Cd++Ek9XZqR0nhjC3RZ2M/dYWkVoNImP7Qd2rWsG5mpAYs2vMhBu/7B5d93Tz8ZWvlRWacy9f/GHVH6Au2A5KjpvWxbh3/S8TP/I1YvnDjJySaeneMXNqxaJuAX3/pL3nKC3bSEO+z1UfzTx3RspHI9wKJ/MhrEyDWyWiXhudG0+MW/YeDV99SgIuepe9hKGpqkrs+LOU5DxK+1LEwVHLc+dLCJodnFjE9H+bXVOtgmEVrmSFWik0lgqdIDBSakZKXUPTcz/k6wNHufzvbmVRVzvd11/J1CsDZBrXuL6PVBghNbEHtWk5xWvvIbd0HYTNAs3cwc/e4nVMmq1jxjVQWXw90sh+hIle1OaVs843Q0lqhHbF+cQ6Q23sJHL+EDl6Ko672fOcDAOpZZvJZM/QMnaMtgDWfb18MVN/bu0HiP/nH9EClBI3kz+8n4fvf5FSeoTohq1EulZYJvhfKnCzT/lVaOoRceRHkZ2Pik/gSk1jpNzk8lWVH8GPl8PpuiAFLz9t+b2/lTIV9ECxev9zMRCNoWj6+jRO12nwI5C5SY433qNnTZiPr3yNO9dFLyo0q/4AoKzQAAeOCuUFKpxAXv8rhE4+QPvwo6iFY+TzWcSb7wZ1sSNTibF/4uBrJBa0sTNx2tH6Y6VEW7mlvbY1n1CLPJla3tMY8+1cTfqiddSYv+O0EQqCQMf/+GvSX/4cxVcfA2G75blWltv5XGTNDfWy07luYdVmUFW1g4QcbmG07SZaTj/DP/7dY/zOH76B63Yu5MSel8ioqm0Mu1RM0zixDykSQyiMUrzxFyituqKOvdf1xcWa7oY1z7ivyZcvg9IViIPHTJUas/ZkKUl4bJCSY4/qC6VpJeHTT5bJAiy+q9cwTP01hUg7+d6XUItFhHClsdUPZke/dDA19h4mfvQ9lNQGpPgQ6Qe/jxpbTviZJwh1LOTR2+/iDTf02Dc8z+C1Tlo1OZNB5zcHAavxMZf9q3n4mZWGaXXcLBF5vnzAeqHaZ54r5gwj9IqMGXOcVwXF7nyrRdwubMEs5vSDN8jsTJxk45pKphlNmQE4oeTYPb1sJhmSUITSyndA5izC9CCR4gQ89CWEWAtK9ypUYR3E2lCjx1C6t9o+e2zgVe7+5O0AtoqN08L4elFmaol6KEpu2jeueX42PUEUaXzDneS+/E/Im6yVGj30gmI9CjZ6yW+z65sedknSlzJc5+6IEuOpqznVu5//+bfP8j8/cSXiZ7+P0FhCFS5u71JhhOaGCJRyCNMDCNkzNL/57YQ6FjGQXQiNKctbWAlT9d6b/XxfYaoFYeog4O6dKqEGhKn0zN/VGhqd9jnXkQTxDkQpTjR3mny8TFwQzp8jmhskmmwjrV4sNOrGM6OdN3NuKAqxFIW+XqIrL4a/VZsnqaf7v7+vFzUcQzr4RdQlyxDyWZTOKMWxdRSzIrkf/BBu+B3f9/KLajwsxvdTL8Nb0HPSjYFUf57TuJhLT07gSo0ULlsRTh4rsmpLOWvATrEBdy/oZ1mx8ZI/VG+4zZGxunauQ2H0ipeRiQoqlRkoKzQHjs62lGmbk9qwkNH+fQjttxIujBA+NUQs+zwh5QK96DPfJPvRf7HsjzI1RWPLxWwbNx4bPX7W5kk1cNqAgtignDbMIMkVlOw0amNZuPHCzGWGWhRlc9ue/jwrC70bNjI//Q/6mWtV3E5D8u6yAaS0ez3Fk/fy3X8ZB6BlYTdEU4z17aFh+hgN2VOUFlyOGkugtlzPspu3IzYmy41UEQ1RrfBS6/VfTSxGyAyS7nvVtMCyccyoggSF2fPVrwwS2PMJAqWeu0keuZd8bCkIAvHsKQRFRhweINR8uS8vozY+0/37UKU4at6aBtsrjPXLMqM5hIYmEOLEd1xJ09Juzt/7VYSpSdRoK0JxmMxImoY2awXbCtUYqPwoNH6JmeYbgoo2sjtPe1fdKyXO+LqbNwRP6Zw3p3S2W/zcvKCfRcXGL+baTVlvRcVrMnFq2eYKD5JWJ2Rn4iRAhZfmhJKraOfAUYHd00vZNRRH2nOqom39PVQxTCG2iMTq21BUFQWV4oGv0ZA5QeZb36Sp51rTfoqxGJOjU7QtbHF8Jr8Qzp1EHD1DaeUVwKW9KM8X+A0rqJZyXQ9hup3o6BBpsVKAs2LSckN7rL8+KNjlrNjRDZv1zQp++2ymGFUTeuY10d1r2NAM5bMUZ/KNH+OVPV8HIHL0XylJDbRPp1FTi+n4zU8TXrTEtC23iolVZEU18GPYcuuFlvYMQDgJUgPhwjkaXdTVSUo5lEXlULUgBVYr9ikv41SNtyPows8EpUAu3k14/BzN6edRxAiZxtXk4t0VBaTdFrwVihnERCXBRBDvoJwvCNz4fmL3/TmIEcREI7des4yvyn+GMDpA5In/QDiX4dl/+DciiQa6r72Crmsut23Xa+iXl7aM8Cu31gNW6Qx2BrN6MpVq9ylMBqcw26EG4WdlgXD5KvMXpiknfl7qfBlE9YJdiJ72uxXmWgGsF02gmbDgVjDQLEkaHaMx5MxModHQe7QIOiIAu/C3ct8Ewps+QGnoeVrPPEFpajlq45KZTT3dv49QcYJ4dor2ztaKNqy8NWY5F07Kf2dhP6MPfBm1qR3x9CF6eT+pl75GbOsVxLfabyLzDXOVZ6PBbc5L0KxsZt9X2jNwId5eoi2aZ6RwMdHbrI6SG9QqBE3/fyclxk/hTC/9NvbD2J8gvD9un8GLpd3MAyQdnmbssl+g4dhhmt/5fkIdiwgv7QZBQHBRI6JnTZjeA9NIr/4YlBLyFXfN/NZ33ykkKtf1aveYWhq/ZtoWBEpLbqSx/0lQbyV9er/lNanFqxBfeYDi7X/uKhzHr6HVd4SCnEURL/RLVZHkSUqhBkY73oiglmhOddA48CTxkVOk224EQbAcO2Ay9+QsVy4P83IwNT5nrc3S0SxjTZfRVtjLzs0LePJ4iZ41caCb3pY/ZNHECwx/6z9RU5sY+MK99HZsIZRs9nRPr5T7dmFlZrCTudzsRfUsQRAEW26QMrcQTPk9RwSu1Aiiu8WznqgmOWuu4RS6Z3edHl4WX2PivFfUk/fcT40KjQzAuAgZw8o2rlFnHbMKBbMTzvSbiLLoStRQhNBr/03+7o+Vvy+dpAAhfYRk4wIamytrEejvacXhbzm+lRLSy0NQnCJ06kFGp86gdFyBkD2K2rIQsf8guf0vU+w7ASUZqXOZqUXXKMDPxZzSb1j1Vmis7jcX64pxTagQ4Fa+g9DR/6Kt642MZkXUC0KQH+UgSAUoSKXF6t5WCpPTtfo+BNEfq3vUUiGSd3QivdhH/KufRAUG41vp6ZpdqHHWdefPUhofQxkfZfiFfUQHjoDQjDh5Evmyt9B7tHyeptBUE25WrRLjyUOjw2g2REckxtSR70Filek1qWWbIXsetaGRFTsWWrbtVXYJdC+MtCCGwoTz52YkRDmcmvHcjE5mofEKOuSniOQHKcTs760fW1IxDUqOaDLB9Q3ltb0aOa1ivyhOzrDpbfjjD/H7K47yf//8e5x95QCx7TsRG5tY8bb3cfKlHsKd6xBGh1E615A/vJ+h5p2W99DWQWM//RiZnMaz07twuxe5NYS9XqD/Pm4MK0Gg7sU36xmLeKlRArpFPd7dfMh38QK34Shmm8zu6aWmxbPMcmdAW5DMF0E7Jevi3xJv/uW7ePFLf0mx638CnaT799GmDtK8pnNWf5wIAzR2LW2h7FkT5sQzx5EOP0vowJMIaglFCJFrWMF06820nHuSsDwOx3uRXnkcJb6UUnQJow88gTDZR/GmX6S0eqdBgKm8j9WirExPgSQhRv1TwlpBP5+9KDd23hUvdW7Mwh3qDafNV21aTmnF3Yjn95CaPsdE6oqy4FNjmCX4m/0dJJzatlMk7IwPVvfyA6PC5CYXyEvbFcV0L+9i4c4/ZPi//gNp9/fold4NVO4XqqJQ6H2Nc08+h3i+D2FkEKIpCiWFQqSDYnQLqhCmtTQGYuhi2xfWTX1RazPYjU8nJkgv11nB2F66fx8IAqMNm0iNPEkuthQ1FNza5FXJ87On6otTq8kuwsUxQvIUuXjXTG20mTEkCJQ6ryfR9ziF6CJn87iqEsueIpk9zBUfvodwQ7BGq94Dk8T+4zOUet7Oso/czPWLsoiiQNuaHs4cn2J6QEA8/zjp1u1EHvoyQnEKQSmgTp1mJJ6Em3fOPLvxfZjlHHuRjerFrOsG8ylHJ2iDZb2Lcgeu1CTC1k3OZUjU68VbEwTFohOsGMvmK9wKI8bn0QvEbpPxdw3FXb9HKwUnefftLL8mz4tfupfBnzyLFLma1LLNjPemObX7Oba+f5rdzFa0rIRqo2CfO/Qq0e9/EaVtO6XlbyE9LSOgooTK5wvL3wjHvkk+N02m5SqaVlw7E6oghTpJ/eSrkJ3g9I+mQM4QKU7Tn1rHro+UK0DnXztEdvfTTI1kEEYnymxKpTxKajFiepDQgkUs+NRfu3pHXmCmnHi5xqyNS2lNMI47KwFJbdtIqXUD4rkXaen7Mem2GyiFvYVx+IXXvJ0g7uUl58Wvx8iPp0WfhO1FufJzDw1nlJVI3e9F2v8F1PZlqMl2+vYcRRx8DWFyBGFilJIQIR9fRrTzKtLCNKpYuWe3plKoA+V+GfMzgxZOgigS7AZNPddBaZDWqIyy2C7k0Z812e3+6tVYWMHQuakV6cWj5NtuJjX8OKXNHzW9Rm3bTOj8K7TnDjGlJihEF6CEZnvtwoURmnPHIKJw25/8NndsCbF7+uLv1RQ21s6PPPSfCMUpWrrGKvbal3v3EYoqiKOvICglovf/HSoX377athmULtN3ZVeY26rm33zLyTYa16pJy5jPmItnqaunpt4PaBT2LmXX36U26N2SFegX+Wq9Q3ZCh9XmaGXFNyueWH4Ok7Afj33rWhPmp8NhlAUrUDqWQ3QccSiBHE6RpZ2H/+kb3PnJD3piPdP3//4v/YTiVe9AyJUTXtXcPvRh0oWBPUhAMdJaFnYFofx++vchR1qZTqwh9PLzlABVjKAIYRrOf4PezzxFpHUlwsBPKUZaycWWgthOc+kEKgJiehAltQ4pnPHU72pgt/G+Hjy1VnNHG3tmoVYXx/oSwk9naDh+jMnm7fULap4HCNIjYna9WyVFr3gZrwky9K5iLYq2MNZ8Jcmnvg2oFMNtFKIdlEILUNrjKGIMBIFIyxpaWkzG0PSTKJ3rKu5jtu8EJSTW2nimhRwLY9ug9wHScuOs34Xx44ROfY9wqmXW9UFb0b14rCrquwmAIiMVRiGxCGIXcy+NYyv/jt9B2v84jcdfQxh9kvHk1opwtLbQOOL0HprvfBtvvPsKrmoa9Lzf6GGmRJx49iSxM4+Xn2PRxXvvGoqzYMsKMpl+MmKY0Lne8g+RZkoLryTU/wi5XIapqSJMWc85K+WmGkILpzxlN2PAS2i0McKiHoqX03iulXzc11sfpTJwpUYuBpRlZoKgBPpLzUKr4VJQZvyglsqMF+jHhJvxUQ1zT+/RIhFpKZFHv1wOD2vqgYbNTDZvJ3z2AD/4m3/nzk98gFAkXNGf0liawvEjSIs6kTqXIQjCrAW02NeLEL4BTKIsRHmaeKaXyaZtNE4eJNewoixw6c7JJNfNui4X7yaaOw3pE+RbLiOx6jYaLnh3JpUCjRP7USlB4SwNN97h6Z14hTZ/nYwU9U7g16Patcpuc/Ni2Za33k70xD8ijTzFWOu1Mzk2P4vwQyZiBb9KSq0onmeF/0XbGe2wZvuypM1WVcRTr1K4/aIXoBasZ0FBL/SbzQvtOSfvfxhUhfZSjlBxglK46eJJiow4+BAtb38vaj7HxP33kbzzXQihsng0X/Zdae95AKL5QUpbrjB97grPzhVvRb4Cwj95kpaj/8X5BW+hZfnliIPPIozuYcHHP8PNG8u03n7roYH5WDjx4iCxb/4FAKkPf4zbbllT8Xts03ZKE2PkHngQef2HCB36d0rL70SNtaKGonB2H6HieCAeZjvPjtmzVKO8e2Fkm0sZdC7GtKLU5z6BKzWZkjmlcxDw8yHMYufnI9wIQX4FpbnYgLze0xjypm1WtcrrCYqi0a3VzcgaJO0ZQFl6CxM5hWZlmNL0WdqmHmGyZQcjkY3kj+/jG3/yJQq3/RpE4nQvGiPz/C4mn/wJqhhCnBpFiMaIX341pV+7m1AkTG58kuf/6SuoxQJEmk2FLCXUQCnUQLgwjBy6WA/HSSBrXnElcOWMUKZ9m7LQsJnzfT0ISp42dZCxHz9Ew7U3zwgFQWG+z2E93ISMVptsbfbNKiy7gJpsJf+Lf0z025+naWw346lrbCvNv15Q6/ow2j28wi1ltdu2zDxDVsqWVQ6SvKPzolEjn0Yo5Fh+dQ+CWPbszXWJADvYKTSznlUQoW0D0dwZMheUmtSyzSgLxgm/OEx4STfnvvqvkM8w8dpJlvzeJzjRWzbSeik74cfibvcc2jFh8iSy1EQplCBy4EXUcJTSpptntWFEqbsR9USKlq6tCJOPEZ48yO1/8bskFyc99dEthLMniH33bwBoeucvzSg0RpKZ0VcVQsUM4sAu1I5tqC2ryvvK7gYaTv6AWO4008kNZC+QO1jNaeOaZ4S2Vzmdp8EvFbKTQuPGg1MPZcPqHnpjfxBRTcZ3Va9AAUFV1UBdKy/3D7CjawnXfuNhpIaE8wU1htGqq8d88tbUIqzMy8I632JONQSp1LhZ0OpRCdf0mVSV7NEf0jixl+FFdyEoMh1nvw9AadkGxIFe1JY1lLqWIO39McQSlDquQxw7SrRZZusd1/Dydx8lum4zI6vvRNqfthScotkzxDPHySTWUIgtsu2r2SZitQFr92uffILWt7+H6PrNiDF/c8zMm2oWEjifQ0qNczrIAoV2oVCm41wuErv3L5iMdJFr6PLVjyBQbVhYkLTUtSA0CFJp8Xt/J0HfarxIewZAfoGm0Dgt7/tVYP4pMVYwhmOaIbVsM8LYMYTj32W07WbUUJQ2hhBH9hBdsZLGO97OyD/8DcMdb6I5/Ryh9vUU7vpFy/asLPrV7KVWa2pq2WaKB+5FRSTXsJxo7jSJXB+FN/8GymJzRjcN4uAxIg9+nnB7ilCqlTs+9otEk42212jwXL9lKk38a58CoHDdPXS9/TZuWJyb1VbffeUab8L5lxEyB5C3vRExvQBx8BlC/T9GESQmWq4gMXmQdMets+5rty8ZYXynXuQADX6NoGZKjf7/8wFejIVe+m7c/+TMND99z+2Mj4/T1NRkc2V1qDv72VzgUrDwzqVC43R+PQT9+QI3z2iViGjXjuM7FATi3VcjvvoSzSNPo4RilLrfjBJrQyhMIK+7DkE9TOTQE9z46d9CzuV5+v98gbGWK2kUF/Dqk69QiG0hl7saaX/atv/5+BLycfNCfF5gJTypjWtIf+MbUPpPite8na67bpqx+gaJ+ajQWH3fes4dU4ukFEbefA3S/r1AfZQat4UnvYRxeVUWqqkREzSCUJzc1PVJ6rzeemFfq1Wk/aZBGy/ylg5iX9tF4jf/YOa3Whi7gszNcWt9hwvvTFVpjC4mNboLVr8T8diDLPzUXxJKtZJ96VnUxi5UMcxE8w5aBx9DmHwTarLVtL1az3Ujc167WISpAbKJHjKN6wCRhqceIP/e37Nso2dNGNasp7/3KppWtJG44Y3snhZh2l4uMmPVdIPYvf8DgOLGj1DatANBEGaur3gvOzpBLhJ6rZnwM0OEH/kihchCQoVzjLbdiBxuRVALSPIkqIppMVE7g4WdMdTLmKkWduQ+8wVWOcRGmO23dtfNVdjm60ap8aq4zKdB5RVmFIa1EpouZYXGKHQHtZhZxZjbvStX7y/WRnHL7xA++QBCfgx1/BihvkeYblxHvENA6n2Km//s47Sv6Zm5RFSLjObDqAveRXpiH5zeH2jYzSzaWBchgSNCJ7R2Es4P0/jMA5w5+iydv/sHnrw2XubnfLJ6GeHmuxtj4oPwTprFkSsLe4i/8gRTagmEkNWlvlFNPRZjO3rMldfDDG4VE6vQMO034zG393ZzjVnorhsSldBrzxNZfKFgpw5+FRuvBf6C9GRaQhCYatpCmzpA6PBXSN71XkKpstJy/rVziLE2ABQpQT6+jMij36Pw9g/56pcf2M1/oZRHUIu0jT/PSPNV5OLLSAw/Wk5WsDAaafvSsl+Z7XGyE2aNBEv69dUuqiT/rj8h1FuEUGRWP/SQXjpD6OCXkQs5xhu3EsucpCQlGG1+wwxTmypEUcUwoVKGkjTbs+R3rXErAzhFz/ilknZqby6UAatoJuOxS8FBUFdK51rBbSXX+WjZtYLbBd4LP75XgX6uFRqnzcpJAPSSIBgEtPdk1adZSdxmno5YK6V1H5j5M3vk+zSNv0wxV6Z3PvnkczNKjbz5FqJHD5KLLatpAcGKMB3dMacNpRhtJ91+M01jLzDwj59jyR98siqPjVV+3HyZz0EUJPSq0Dh9A/0cUDrXoHR2057ez0hsg2fSADehY6ahTVV4XvTeBbfX1BJuqJ81WCkh1eTieDnHk4KslIjvf4jGd8wWft16r/Xn+hHMrPLQggjr0iP5tju45/oiubG7iaea2TVUPq42tiKP74bWZQBkGlYSO/c40ku3I19WvWfbLSrzFS8ey49tY3HjCOdeOkLLvqdRt/4WpHexNHKKSM8aW8+Rl+9hJdy6WWdDpwQIRSoKtRoh7Rlg+tijJLMjyLFOElOHkCiiZEfJxbsgRJnlTR6nFEoQkqdmlBrtnWhGA7N9KEiKcLfvzkt4mllYsva3n1yeoGCl5Lo5Np8wp56aWisZ86FYnhvUQ2nwI9jPd++MXUL+XBYOlXd0ltl2sBZG3H6P+Nq7GD6xgKaxF8k09HBg+TvJXhjHS37hXQx89oskJ15hsuWyYDrvAM/KkyAw0XI5HYMPcOrh3Sx/01WB9meu5/RcWNfMvoEb5Ube0Unhtl8j/PhXaT/1E5TF1zGaj7hWbtwK9Pq+aPMwCMXk9VYQWINb749Tvoj+/c+ElJm8M7O1J3TsRYR4A9F1ld/JaI12Gu/VKh5uLeMavIyJ1LLNdN1T9kIJgkw8VcmspSbbEEs6OnpBQBGkuhBrGI2OZt9IbVnIAAth53qix48y/dqPUBvWwhc+R/H698CSddDordCuMXlff9yMLt+s4KXWf3HoeciNoHTeMOs+RqU3XBwlpOSIRcIoi29BbliIdPDLCKigKjSPPUckPwzxNhrbuxidKgQSgeCFLEDfb/1zmI1Dq+KgVqGWRkVG//f1i7J89Smp4lrjObWGfjyY7bHzWbGZ08IFdpXJ/bRj/C9o1ELIr3VCuvbfzwrMvDNz9fxuFmE3fVOkBGPtNzLVvA2iF8k3xGgMpeuNRPODhIrj1XTVFIGFsQkimcRKIk/+NxP334caELfjXCs0etRyHmsWSe0/q3OcIO0ZgFCY4hs+TOFNH0UYe42W0V0ISqEm/TWFqkIxQ6g4PvOfVBwrHzeg1uxlcwkzD5Qd3Ia8WcGuoLL04inir3yf5BvvQrAQ4L0IU3WtHm5YP+3ytpyEWSW1mFBpmpA8CUAkfw6hYWEwHXWAG0F75lkFgeJNb6dx+giy1MhE40akPT8l9q3/hXDuZNV98ZP3obSPIg4+TWHyLNLhr0LeXuDNJFYir3wnpdXvRW3bBGIEVSlRCiUQlAKR/HlkKQmFCdTmlYHtpV7OM6Lace2VuCno+2t9CGqvmk/7rx6ve/azIGBVndaoPdslj9fb6+GW8cPtBLe6vhYhatXSOVt5a4IOQ7MLb5u8/2FXDC1Gil6rEB/NEpu8+/ZZv0f/+/8ypTSQa1juuu9BsT15gVjK0Ta1B6VjAa1X7kBMNFI4eRxlcgwxkSSyah2RnjWI8dnVr/WYawaZIMNhXFHRVgnLcagqhHd9nVDvAcYSmyhG2gK978y9ixnE9MEy81S2H4oF1IYmEASEQgnEEmpsCcPRtRW5PvMp7KxeqGZemhdgdYb00g9JTByn9df/wFKpmUt4zUsD81xAJy/Q5P0P0zB5iFi2H1AJiSKlle9AbVpe0xBmN+uImYchdHAX0p4nGU5eAUA020fTxKsUr3lHBdWz/j7VwqyfQnqQ6Hc+y0RiA/lYJ6nhx+Gym5G33Aah2bl7Vvu6svcLCKrKVHIDicmDhBOtqI1LURZfa+mRduupNoPTN/XyvjQ2N33bXgkx6mkMqKfXR0O92M/mlVLjNXa3Hh9lvodgWcFLaJaXkC3jQlBLxa0aD4teKaqXkqPdQ6+EaHBbgdwOZsxFALGv/gkT0S7ycfesVkEWIvQCQSkSnz5GQxiEzFnUxiVMF0XEUo64kEHIDaEsWk3r1VcQ33mtba2buVZqgoDVGHeTa+LmPKvrQFNsVEJHniX83LfIhjqZSm4KJtxGVYnkh2hiDGGyF7WxG3nrlSida1GTbZWJzcUCkUe+gDClUFr9Hld5KdVgvipL1T6r1fpgJzQLU6PEv/UXtH3sM4QX1if30Cv8KDUatHfhpNDM7BVbOggdfhq1vQulYzmEQjXfN4x9O/X9JyGfgYamckjcSRn5ytWzCn2IZw4Tfuw+hpuvnjkWkidpHXuW0tJbKN7+Ftv7+IHxW4gDR4k88i9MRVaSTawEIJw/S+PEASShSGndVchbbi3P+QuwMuQIikxrJIs4+AyUcsgbPgSJzpnfNQTpwbX7lk7vyy48r2dN2DQXRf/+zBRVt/k79ZJ9vd7HLqXkZ4LS2YkW1+yceioZl6pCA7NjjZ3idfXHvSgT8/Ud6Z8hKMIAp/eiKTPJu29HppxUb1cczyzJ2pdAo5ZmGGPcohoLlx2cnkEVw2SS68kAxNaXD14gypkGhESB6OQgwoOPkn3pWVo++JuEkuYL4Hx1f7uBH4U9iG9llndRWncNpa6NRB/+F2LZfYzE1s/Os1EVorkBwsVRYmERIT8Gagk13oHauJTpiVEK0YUoYpTWpgbEgV0Icpbi9psprf4QNNhsYuEIhTd+tEwHOz1o2Wcj/M4XoxVfPx/nStmvUEhM1gV9np4dNAuxq3VZUQg//h80XHXjvFJogthT9Gu9UzRBxVyUwqZeDrPzzWix7do2+93Mmh979vsUiBCONSEUxiA/hrAvgrr5IxBJzuztQnqoHDqqozwuSUnSzVeQ6nsEeepq1MbWirarFYZnxlYxR/i57xI6/gITsU0VJQKK0YWk2xfQOLmP+IGnUBuakLffMes9aAZADaooMSInSW39GEL23IxCA5VzPcjCunbKsNX70oxp+rwS7f+9RyWkPQP00knvUckwF4uzxonxb7s8nHp7Vqq531wyktbdU+O1iJGb+il+MJeMXtqiVC9WLjeoNgytVgg6H8ZTWIZD9XbwVkzQbSFAu2vM+h/91j+TyRfJNK61bL+esBMMzQRRUyVPVWic2EdMGGXhb38CaeHi2nXYA4JYN9yMaafxEFS9Ew3yhboR4afuJdS7l+nYcnINXQhKkVi2j4bCIGpLG6WuTajNC1GTbahiCHG4r/zf4DmEiRMAqKmFyGuvobTxJtPwEytILz9E6PhLlLp/EUIRhKkzIGcRxo4SOvcC6bYbKEbaK57Bzkhg9+xOlt+58N5oyouVIGwUAvXXae9B75mwSvKfae+FH9Bw7gBtv/MpBKk2ApMbw6Xd+bVGrfMt7b6nmfAq7RmgcODrRArnGGu9vmxcUFUSkweI5odQt/wG8s6esoKrqrRPvcRUqI1cw4qKtpJje4ikllG46/0VxwPx1uyfJPrDv6c4lmOieTtqKDbrnNSS9Ugv/29Ky7ch73wbanNHxe9me6vVvLSa424UGyd2RiuYfSc7L4T+N20MT97/cEW4uJ48yG5c6O+pwes8soJbGupaKFKXrKfGC6Wzmxc2VwV8aon5lrg/XxUas3tX++7sQgns8huMgnpV9KkmsLI66+9lFkrRe7QIuWFKoUW+7x00nCqauzmGIDLVvBV1Yj9n//ULdPzCLxFZYV85u1aYy/oBRgStzGjQvlXxll9G3nSS2N5HSJx4DESJ0torya99F+qC5bOuKy1cQUn7o5hHyE9XWIe9QN72RsTzp5AO/hNqOIIgF1ETzZSWboD4FlrOHuB8+IaZ8Di/FlsvtMz1xgdvkPkqlfO8775TM3PKymCgP25UYKQ9A7CmsvaMeGof0cNP0PL7f1o3hUY7VouCnn5Qj33YTZSApsxIXBjTG+4h1Ps9mtPPMNZ6LQgS08mNiEqO6JF7QX3fzH6hptYQHj42S6mRpSTR4tTM30GtXaqiEHnsyxTGC0ykrjINVQ3Jk4QO/htqvAn5irtsFRqoHLtmta7Mfgd/89/tNXqjszZmnTwPOxOn2bkSdi9ayq6hOHsvtKMx7vVd6LsfOco4Z/zuSXqvpRvP3Vzk3lSLmoafWWmXQcV2BqGt/qxjvilYRtSaotkswVQPM+XFjDTTWOjOr4XIyYpsOuajKRrGj5FvqE+leDuklm2m68ICrL2raoTETOM6mDrM+f/8Nzr/+C+rqnMD5nHQTpjrek1BwO34K4/jCGrbneRu+3WH88qY2aTDUdRw1MN9DNcLIoU3fBghPQSlImqqE8IXYhNVhejX/pKOsV3Ia+4hfb58fVAKyFwqMk7fpuue7plEZL3xxMoQYlYvSz92heF+Yk/8O9f/3oc42to+6/pq4GaOzId5ZGbcquVeaKbcGN/DjLB+ej+Ee2gSh0mN7GK8ZSeKlGCyeQfqxF7iB7+MvPYXABjPFGnJDzItT6NIFyNjGhrilJaWlYkgBdf+e78FZ04x0X6jee6dqpIcewm1fQOFO3/Bk6cWcKWweFFs3BbBNYOXsPVdQ3F2sZrrF2XZmTgNi5bSeyEMXVNatfu6GWdePCpe5GA36RxGqulLDYFTOsvFcjTbyWOX3sv4OawxV16aICipjRSzRopcK7pcN6FfVtAoW71Qt+oLi7lGPosweYpM4xr319QYQS6Eqli2UiIXKPafqLq9auJ8g7JY1XIu6cdQtfkhZvPObD5aHfN1HzGE2rak7BXSFBpAenmI0oYPoaTWEDr1kOu23WCuiQL0dMtex6cVOYAlptI0/PifuOyX3sbCzes83ev1gnoQxri9t9UxBJGJlispRBfSOvx4mWZaEJlq2sZUZAnSgX+ltTGKHGkj07CSlvSzFbTo2cw0ob7Z+Wl+oJZkioOn6bv320gHnmW89RoQzO3h0dxpRLXoS6HxgiDzC93AjApZO6b/b9dQnN3TS4HK/ULe0WnbZ7v1MkgaZq+FRIP00pRKgWa6WCJwT81UQbb8LUhhxyzm0K4aq3bNXGue8ymPBtxZqOaiz9UoMl5reXhdIGtt1TOzJJl9g/zh/US/8wPyYjP5+NKa9ccPAn0/goCyYhu5V/cQ6V5ZdXN+FZsg1w6zMeQlJ8Tt79Vu/r6VEypDOJzacbKKzhxf9zZiX/sUxDfXpShiPaB/T333nYILyf5aET4ADGyOZu863b+Prfd0WzOdTQzT+JPPs/qmnfTcdI2vvs71/mkFp4R84znGc4MwnOnhRoB13FcFgenkBlQEkuOvMNZ6HQgC2cbVyOFmmo99i3Dr1WQa15LInaS1qYHRybInWpaSCFO9UMwB9oKpldxUmhhn/JtfJXdoP0gNKEIDo807UULW62dJakQs5ZCe3Yt83Q7LZ7eCl/XKiuDDC+yu1Y8NfSiaGbT517dsM1+1oA/XSECsxorfPGuv3hqzIrpWoaL6c6pF/wlr3SBIzCn7mQa7BCy3sHvxr4fwkVrAD4Wz8fr5pqS5gd8F0K5+jv64W/d2NcrRyacOE3ngn1HbtxFaeT0MHvPVTtBI9++DANlpNEwOyEQH95O88111raVRizXD6pu/HotNeh3fTsKpODYEsY7XjUIDFwQr3b+5IBzxewssBWCvwrh45gjxx7/E2jtuYMPb7vC8115Ke2c1irgRTvVRnK7TYDa33fYz07iGxNh5khOvMNm0GQSJYnQBk807aE4/h7Lq3ZSkqwkd/zZtHdsYYSGF6EJUdZTw0/8NGz/s6j4AqqrOrK/ZF58he3qakY7bUUV3YaVyOMVUciPJ176BfO22WTTUVaFUID1wZFaifa3WTaNRxmzOmYa2afOX+gnYVvPTSi42HndSbpwcBlaYC9l7Xig1UB96Vr8sa69nOAnWZhSE+mvnql92sKN6dVN1G7wrbH76qo+zdWJw0trvpVw0MfLM46jJ5YwIi+eNQqNH0CE9xXAb8sg0p7/8VZa8712IiUbHa6q1NFVTHwPc1Ur6OaxhttaIpw+hJOc+d8wPknffbslgBpUCtLyjk68+dXGD1tYjY7SBnkkzhUk+jSKD/CLJn+ziio+8nyWXb/Xc79fb3ujWsu+a1CTAe5pCCDHctJOm8T20nv8JY23Xo4Ti5ONLENQCDb0/KNM6iyAUT9MxfYzR5HZGIytpe+0xShPvItTU4nibwsljDH/x/6Nhy3bCXT2M//Rppuh0rdBokCOtMHUQFBV0EWiu1778GPJV65BeHrp4bHqI8IF/oW3JjSiqUr6PSxmhmoK2ekOm2/7blWxwOlczbpjJImaeWjOlSw+9QuKGZtmtjOx2T52LtSNwSufdx89w5aqlLPnrBxBj5sU3jRR5MPc1J/y8/NeDB8iOp92OWtR4rNbwKgxaUZ+awetzBCWY+i2cWFohEvvv/8lE0zZyiZ5A+nIpIFScoGn8Rdrf/jYarrrB8fxqaDDt5rQXtkAn5djPWPpZVpCkfZ9nLL6WYnTBXHcFcE+x7aUYr3Zu8u7bmbz/4Rklx5SW2WYMlJbkaXzmq7QtaOHyX/sFEu0XWem87Le1KKpcq8LHTnAjaNY6x8pJubG8v6qSHN+DKkhMNc9WTltTKUJH70NtXIIw2cdUwyoai4MUr7mb7juvs71nKT3K0F99hqnG9YRKGeKREGqyi5FCDARvuTGCUqRl9GlCDe2UVr0TQtGZ/gvDeyHagprsnu1tVRXEM08SGniKwnX3VNQLinzv3xHOvVzOG2rsJP+L/2PmN6vv7pbu3Y+y6YZq3Q3M8h6NeXJ+13k/hT2doFeSvK4LSm6aM5++89KjdHaC/sXqixd5QdA0cz9XaOx/8xOCFvTG5VTYzIhqrDPVopqN0za5Oz+OOPg00kv7KC28ipwwf2ic64GS1EgoYm4ocYMgEiCdPDNujpmd4zUUNCiFxkv+wZxDVRGy5yE+f0gx3MKKgcmICrIQ3TeQ9pQL+ulh+Y1UFcT9xB96mG3vfxsrbrrad8imF+U+aOW9FjDuC0EWcgwKlnuAIDDduI7W4cfKuTaGArmj6TRi6jraRp+kcM07iJ85Qim2EWWxMxX+6Z8eQA2nZoxk0wBFwMewEVSZfKyTxMRhpINfRt74EUCltP+rSPI4glpCUBVKoQRScjH57AQCKqHiJCF5rNzGWEtlo+p5Jpp3UAynaD9frvcyI4PhrYRALeCkPBnzf/TsbUZo55jlXJrV5nKi6TdSU1cD/fXzIUfdDIErNY0R6yaD0hT1/w+q3Z81BJE0qZ1n5bmppUfHrdu53vf1SlKghxlHvx653seI5foZa72RkugcfvW6gqrSXjyO2tLIUPPluPFP1cLwEPRYrnWIo99710KBsoNx3FvNAzXciCLOLvY316jWiOLm2cH+W6T795Fash5h7MfEJvtJ/d4f07N5tkXUzkvjNFfcGsKcELTRy/G9WNQ6Mf5eKyHY715k7KsiJZDDKaK5QXImFP6KlGCycSPJ535A4Q0fQOne4ko+EiZHkEP+DUZ6JMdfJhxNoCy+BjXaCoJA6Nh3kHJnmG5cj6AWCRfHCMlTiKP7iYhx5HALqiCiCBGUlXdDw0Lg4hre39SGNDiGJI+DGDYVrs3yWp1QbX4tVMpNZh5ZjVnVbgwa4SRHGMevHsZn0sthQTsE5qNiEzil86WGaj7IfPuY1aBWoWSXEpHAfLEmmtFLA0QK58lHF1OSfsYUGiC1sBth9ADIKUJHniW3bw+FU8dRFcXyGisqzJ8bQbxB3tFZ8Z/dedXAilp9BplBQKAk1S50wSvqEaqkvRPH9UlVCR3/Dg3iNG0f+2OkjoVzHtbtBtWuu0Gs27bjLgBU075RSM3Fu2iYOoRYypien2voZrxxA5Ef/xuhI8+6u0kojKBWz04lyhnChWFKq9+NsvQW1I5tkBtFTB9EFUKEStPlelTRDjKJVZS63ojQth5RyaGEGphs3o7aumFWu8qiVTROHSKeOYnaut5W9pqrCA2zArlmqGf/9ONuJi83QIpomH/7aV0pnWsBM3q6euBSV2i8hMW4oWatJsl+rmHmUbJjOrOCXcy839j7mf4U0kjFMcZTO13353WFaDOltb+EkD6MtH8vw8eLiOdO0fqBX0fJZgl3LkVavDQwZrTXQ3ipHaqdn2Ze2aCNAsZ50KacIRteMO+Yz/yGMOnXBDNPlf4cR6gqbUo/0WSe1K98EjF6Mbnbi2JTT8trEPtE0B57ryxn9YJ+X8jFuxBLGVIjTzLWer2pkasYbgOlxJJr1s2yzptZ65XU4rIXpEoIKKhC6GIeDSCOHgBAXXwN0tJynky6fx+oKrFUN8pGGXHwJibOnqx4//o+KkvKNZXEaBJ5+Vsr7qkVt5Q3NCOe3U3r+aeRpWYK0Q6KkQ5KocTMmlHrsPQZxUZ3zIpi36kvduPWq5dHH9JmpKf2m2tq5i2bD56becN+5hZGYSNoT8vrXZhxg6AFHghW0amVR6Vapiqr8DG3AoqVcCQoBRJTB8nHOi2Lnr2eob2T0fFJEJdAFFJLNiNM3cvovf8OQgPI0xCRSGzdRvyyawgvL9ezMS6yXg0fP18PLsIpzNQvrAR6PQSlgHj2RTIdb6jqXrWCFTGJF8ISJ7Ytu1h68ezzCIXTtP7Op7mxW2HX0KymXMNOMAk6LNGs3o6XfaLWpBnVFrA1a6dqCAKZ5HoEVJJjLzHWdsMsRV+SJwCV7J7nYfGN6GvVmK2B3TduZPDREpH8WQrRhf76papEcgOIoTB6/7l6dg+Zhh5ig88htKwmc2YPLdl+pOI44lAR9kLhuveRiljXZVNbFqK0b0McfgVhegBpj0AvnaxYKRB55F8QTx9DemEatXEJk8lNhErTRHNDNE7sYzq5kWxiZUW+2kzomM3jVBM+73ZcVhOWaIQbmnGjYgPelBv92lANEU8tUXMJSa/BmWE+8OWb9W0+aJxzDbMNxy/mwnPjlVzAyzlmcLLYutkUTb00xXGk4hgTLZf76telDqv3pixdiniuiVL3m8v1EDJDTJ44yPSL/4Qai9Bx9bUoXbfRsyYeeCyxEUGsF26VhWoEuVrMwyCK0bqZG6ogIKilqu5TT7h5Jo2K2Xi+JnhN3v+wZZvavwWlSPvo07T/5u8jJhrZNeRM3xqEQOKF4MLpPLfKjJuoATM4rc36MD/9MeM5bu5j1nYQMCrJ043raM32E8kPUohVvrtidAHp1LWUHnmEaMPLsOlPLdstjwWR0PXvovnp7zCG4J1dUFVoTj9LRFSR177/4vHsCGIpx1TTFoqRdpoOfYUGMcZ0chOSPE4sc4J8bCnhiXbkay5+Vz0xhjY2h6VuUpuuRr5u28y3P3FMIVKSQYygdF+P0ryKwrn+8q0Tq4jkBkhMHSWbWFkxBmYUlq0dF4g1JBArszH8rpX6vcBLBEu1a6ibaBA9dbSxL9XmqWt77FzLznUx+84XDU6DXjPV4gutFBu761/vcLMZzSda5/nEvhOki1sONyMqBVRhfs2jekMvHJTH5o2UVuhOSCxGSSxGWXoLU8cfh+f2UTx1nNSHP1bVGuSmwJgba5ddO16Z08xqFjihFh5Y429+5pmZR8N4TBUjZBrXkpzYO1NZ/VKEsXCg/n3pPb3p/n0kXXyvSO4MyYl9lFZvJ9Ltjt7drnq4E4yCmd139xqW55WgxgpGz7gd05TxmmoRRJV7p/Yr2k6EaDz5CKPRRbMKXcqRVsbabqRt+MeUpiY480AagK57uivO09av0uorQVFo2XUf5zve7GmOheRJpOIY8o5PlBWECxCmz1CMtIIgko8vJR1qQFTyNE68CoLIROpKipF2UrFWetaE6bvv1My12ljT5LO9QggaFlT8DlB4w68i7X8C8ewJpAOPI7TehBoqk4nI4RQheYLU0k0zz5Pu30eoOEGqdIbw7kMAqKEYpQ3XsPjO2+hLX6Q+t4KTsd4sHMtp/fXLMmuEmxC7dP8+U8VGg5tns7tuLhWbmtepCVqhsXtRXmMD3ZxvZtH6WVFqNNgxpfmFWViQ1Xu9VJSZWsXqhvNnaRl9hqmmLYQL55loufKSFepqBVPWmb5X6Bj5Cc1vuRNVlhkdUVl83RakRUu4YXGu4nonj7FXK5bZ+mJWY8TvPLK71sqaXUsDRK3mWcWcUku0nn+MTGLVJV2fSa/YWDFvOYY9qSqxbB/J6UMUbv0gyvKt9KyNuLp/tfuXW29JNYJ9tWu6n7XYbS2heQVVhVf+kXysk0yjOdV5cmwPUVFGbV5BWm4k8Y63WbenKMS+9FsML3gzquhuPAFIxTRN6RdQL/t4xfHQsW+RKShkkusvnlsYJTW6i9H2WyhJyYv9vFCcFmbX+NLkA33dJj2038NP30do/xMIlMVaJbEEITeCvOkjpM/1k1q2mcKBrxPPnCCbWEkmsQpVCBOSJ4lnThDPn0ZtXoXSvAp5x0bUtqUghiru4xe9R4uglBBGTqO2d5nOVz9z065Ojx2M9XDMYJWL5cXQp+GSrVNjR+kcBNxoiU5wO3B+1pQXtwhCOHIrJDrVBbH6fS6LGnqJmXeDYqSdbMMKkhN7AZgqZVCkYOg3Xy8wf7ciyFnGH/whalMPIVXh/Is/grDEDzZsROpcCiUFVZYRYjEarrweMTZbufHjlndzXjXzyC0L2aVE2OEIIcR46kpSI09RCjdTjLTNdY98Id2/DxzyiJwUgniml8ZsL4XbPoTSbS98V1Mwzwq1NhYZFacgQhztUFEf6FKCIMC6e2jY/yUK0QXI4ZZZp0w1bUHO9hEePUFrSKH04g4QJfPiwKKImkgRzQ1QDLciqDKy1FThfTGDWMqghGIzZW3kHZ2Ig8eQXj5FtvUmAOJTr9Ew/RqTzduYblxHU3o36fabbIt7zjB20QnZKdqU0xT2vUj0eIpS12KUzrUoi1YBZe9A37NhBFTUcAI10kxejRAKJSgeewiS68ke+QGJ3GlGO96AErq41pfCTUw1b2VaWUc8c5LwwG7Cpy6Efi7YQfGmO1BbFlrKmMZ6i1ZGsvCz30La9xPUSAMn3vK7qAvLoQa1iGZyQxutr4djtlcY14tLQXb+2cs6rhJuvQuvV9RKSPL7Hv3mzVhdW02bxvAo4/W+mVeEEFNNWxGVPABKqMF7Gz+DSHVtQV6yFsTIRc+WqkL2HBPSeYSjAxCSUEMS4ngvE488SMudbyO+83qEUOVG63eue7mmlnWd5hv8CqmlcDOTzTtoHn2WsdZrkCPOoSKXCuzWB+Nvkfw5lM7rHBUaDZfyPuVlPnhdX70qMbUmJvCFeAfK8jfRfOphxtpunMWGpooS2UQP2YYVdIz/FGHsNdRWnefEoNiUNt5A44EXELLHACgSpRDpIJofRFCKTCfXUQolywrUhXU1kh8m1L4BhYvvSI02gCITKmUoAcnJfcihct8yiTVEcoMXPCaVxUG160PHv4uaPoIogBp+G0JmAnFkP5IQRR0bRpo4jvDyQyhNC1DX/iWCJNG2soPx/VFKS25G7djBZP+rhORJmsZfJnp+AFHJMdZ2XYVCU/muomQa1158N8UxYhMniX/zr1AWdlNadQWlRZcRamoBZiszGqxy2uRNN4NcQDr0NLHv/g3y5lsoXvPums1PLzLHpcZaa4WahZ9d+42H6Ttddq/VKqem2hoUdp6dS3kTqAXmSuBy8tR4Od/qGj/wswDo++Zl8xWUIsnxl5DkKdJtN3gKC/g5LsKOMSa1bDPC5CnEvkcgCgt//beQFiyu6n5+FBpwN0bnm0HF6zzVX+Ok4JjNlWi2n+T43tedYmMGY3haJDdE89Q+5E0fQb5yNeA+JDJIuA0Dq8b74YVpzy50zKnAplMfncawV9Qi5yZ36NvEMydIt9+CKpqPh46RR8nf/XuobUvcNVoqEv32FyAURmlZA6qCeHY36vRZ8rFOcvEu4pmTxLMnkdd9gOJN185c2rMmzOm/+TziuT2MtV1Hy8hTZarl2CKmGzfQMvo0heiCGSVCHw7VsybM6b/7N4ShZxHVEqUl62m99kpGd7+CMJYBqYHi5Fmk4ighJU/z+36VhivK9+7/pwcRzz6HmlqPOPhTJhPrycW7iOZOowoShZiPdV2RieXOEM0NECkOo7Yvofnyy3jDO64m3GAfuqxXbrQ5KIycIfqDzyLkpolfdjXN9/wKQkiqOMcrgio/YYYg5KZ6hZ/VVKmRGhI1rSFj9fHtYtm99mM+CQ4/q3DK6TEqGPXKI3ALvzGvGppHn0EVQkw0X+YYBvBzWMMq3KdiUVdVxLPPER55htSHfofIitWu27fj6TcmlrrNDXRjuJkPa5SfOed2E7aaJ9HsaZLjrzDafvPrOhzTaG1tSu8mvGADhTe/c+aY05ixghdjVbW1u8xgpWiYCVpB00m7gZ/9Y868OBeKrxamR5lsuWyWYiOUcrQPP0Luw5+ryBPxA+n5o0ivfh7EEErbFkJDz1C8/NPIl18kIdDG5Jm//H9Rm7oR+x+jtOrdcOx75OOd5GOdtIzsYqztepI9N1S033VPN72H8+S+/XUEpUAx0sGWP3o7cHF8S3sGSPe9Qlu0iLxpNctv3QqAMj3F0J9/CoQSLW+7h7EfPIAaTlLqvoP08FlSXVtm7uMrckKVaU3GEYf3QmmE2//oQ6RWdFmebqbUSM9+G/HsccThIQR5mtLyt1C44y7vfTFBPcafn3lxySs1S/76AVZtaQHc57p4hRulxq3ioz/X7wbxc5QRtBXZSWDy6jXxYtW0GyfG3/0QHTgtqqHiBKmRJxlZ8CbUnys0gcCKoUj/tzB6kPCZH3LFB99F38rZ4Wga3CRMuj3faay5PWcu4CQcG+dAUMJxw+RhorkzjrH5cwG3oR9uC/NCOS+hMXeC3Hv/GBpTjuc7wYsyWo2wFASJylzku9SjOKgfWM4fOUfoxA9Qx08w2bxtxiuRWraZyeNP0qIcIf/ePwumE9kJiCZsFSTNW0M4AYPPo2z8VWg8i7T3pxRKEM0PUhKjKDs+gXy5uWKgEWok77591n6rfwd6VjdleoqTJ1U+eKvEU6cl+r/5INJLPwKliCw1kU30kIt3VbdmqCqtcZnQmcdo/cCvE9uwxTIczajYRL/2lxBOIGT6EfLTTCdWM900u46O9vwwdwq2mQHwZ16pAXeKjR/lx8mS6dci+vOie/5h9+6siiGaMUMZYRaK4DZUJyj4DSmygqNSI0+SGn6C0vbfByk+bypcv15gJygpnVkSz92Lkpki3L0SMRan4ZqbiXT3zPLKmCnyXowjbpQfMyaa+bI+2QnH1Sg0Vtb5mXmgqjSnn6UkJZlqusSSvL1CLdFx/mHk9b+MfN32QL5/LT1sZgiaOrkWCNK7X0ulxqx97Xj4sccJnXqQrNTGVNM2EARaW5oRzz1K/t1/XNW9rfZs0+OqSvhfP85ky2W0TO1DXv0ekBKETj2EMNVHTmonVhhE3vybEGlyZL0z0lEb72e31/d9/SSU8ggTJ8rFarPnycSWkW3oscyxcYPWpgZCJ75F7oP/Lz3ry1TSRuVm6uwwP/r0/6b99/6Es1+8D2HyBPLGawidOUxp+TbGTpVQxTBSYZTE5EHErR91xXBaTQi8W9h5UY3j0K4/lyz7mR61LnhXLZxyauZz3+cDvFRr1/9mV5XWDn7yDtygViE+QSSVlqQkhehCwkPPoSy92Xc7P8ds6C3pVhaoybv/BGG4D3F0gNBrp8j882dZ+Om/BhpMvXl+1gw/BhQ3Au1cKD1WCot+Lvgl8tC3XSHUti8ifPDLTCU3zqrVMdfwkqjrdG40N4gaa0O+bvvMMbff2M3aeSkRVRjnrRn8eJ6crpmPURzGukfyjk6Kt95MMb+T2Df+D8L4HqaaNjM9eJBkxJ9nwmldM9vfe9aE6T0wSUgt0MwYamGSyaGjyOEUxNbRMj1MpHC+TOQSirmq42Iml+nXT7Pfx+77N1RZpuv9v37hm/Ug7VnPZO8uWhglPvwYIx23oYpRD2/kIkYnMnSIjUR+/C/kSjcQXb+Zrz4l0bb/G2SeeZzIijWUJsdRsxnO/e2fIYSTqNFWQq88irL6vXTdcyvyBbpqUckRLZwju/8rSJt+GQTBNv/K65wNovyFWRHT+YSaUzr7pVl2IyzbUTvbXWf8zYkier4sXvMFXgU3rxtBtexlQSijQX5zO8u0G6EnEo2hXkKV1F8PmPECCgJqRzeljm6E6W6EyX5OP/UqrLlq5txqx0qtWNXqtW7px7aTQuMW+jljpKie1U7DAoRoC9HcIPm4ywToOsCrN8FpHYjmB1HbNwLVrXFeKpub0v7qfjOeX084vV8vYcl+jGRzGc1hnHOm8yKaoLT2l4ge/S9iZ38IiKiCSOxffhNCEQg3UVq0k+Ib7oCQtSjopwijdk3PxiTyH/0F2ZefJ7zkJvKh9SCK5b52rkVNH0FOrYFQxPX3spIpzY5tkXt5ePfT5T/e/+sXz1nTTe/RTkp7Bgihkpg8xFTzNsd7W2G46UpiI32c+4//QKLIgjveghKOgKKQ7x9Aad/OROsqmkNTCCP7yQsJMu230NSyauZ5+pZtJn1KBiCe7WPq8Hdmag85JfYHwVxmJaeYyShBhaTVAnUxa3mxyge5QATR1qXusallLpOZIqr/z+y4E6rZILVKtl5Qyw0pKMICNdqCeO4lhHN7guiWa1xyNRs8Qr8wGxdtbYGX9gxUjCm1aQXi6UN166MRbudRveBmvnrxzviF2rCQSH6wpvfwgyDDRRUhjDB9GumFExXHa1kTSe8BMH5Hs++a7t9n+8xu15TUss2m/3ltxwpexqPTvlLNHmtcg4IYLxX7zs4eShs+hLzzT8nFl1GIdjC84E3IG3+d8VgP4vmXiX/ptwg/9hMo5sqU94C050HCj32Z0OGfIo8OW97LzbNLHQtJvvEuYhu30bMuSs+aMPKOTuQrllN84+3IV5Rrtbgdo17e9+6DaQCU1GKuX5StCAvT+lFacjPxzEmownCohqJkG1cz3noNmVgXEz/8FjfedSUdf/RXKG2bEEf20px+FgqTlNa8j8nmHTPU29KeAXqPFsvPL0pMNm1BRaBxcj9t6iCxzKmKvlmNkSDWWKtvYJx/8xk1zakRY7MZaewGpNv4dOM1l7o35VLvf1BwMyndVr81wk0eT1CwinOupvKvMHWG0LFvoqTWMiIscRVvWy1819W5hGFVrRqg775TkDmL1Pt1cr/0v2d9Azc5g68n1EJR8ULhW4HCBNKBLzGW3EYxuiDwflWDoOaRWMqSHH+ZcEgg/4E/cx0ia0ad7XZNqkaQcdNGLaiN9XDySHkJN7OCV4IYt4xwXmGbq5ZPE977OUpinFx86UxSOpQpwpvGXkRQC+UDF+p6KZ3XI0z2IUz3ITUlaX73B4iu2VjRrJWcZpYwb1a3pZbsuABblZM89Im/oP0Tf84tO9oti2Ke+YtPMx5aQzHSbtmWG0KP5NgeYqU0uVALwjs/ygfe3MSuoXgFY5s25ibvf3hW20CZxe7kDxDPv0w23k08ewqAkY7bKEnJ2edfgB+yJLs9yWwsObEUzoecmuCVmqP9XLm2y1SpqWbTN/sIP0/mf32g2nAzDcbxMBfxz34VM7saNjMLR3Ea6fB/MBlZSq5heVX9/DnKMNuojIpNhVKjqkh7/478Oz+D2txR0ZZbpVo717iWXUrr2HyMpRYHdlEYOc5ky2Vz3ZWaIZrtJ1kcIP9Lf+o6LNurkQXMmQHBvcBdC8HdifnS6nmCCIsx21uc5qvWn1oXBHWNwiRCYQLx0FcoRBZQjLRSjLRRkpKE5CmUUAxVCCOoMqogoorRcl9UBWH4FcSR5yne+H7UZCtqIgUhyTKn44M3yBV/WykTbqEvZmmlMGkGbisGMqt+5Pa/zMh/fw214xpG8rPzaqzqm4nyNAJqRbHTSG6Axon9Fwp8NrD1k3dWXKcfMxqrm+k9VBVyoxBrJfPawzSPPQ/AWOpqWtLPUlr+FpSOHRU5hEHlGZuNazf1/5zye5TpSc78yV2XHlGAUFR8X2u3UJgd1wZxkAJBELGJP0fwcBtrO5dwM/GdfpP2DFhbhMIJSktuIHnmqQt0lLWPHvVCN3spwmxTSffvI0Xl9+o9WkQCxk69RHtJRk20VHXfuR6r1WA+KjQASstaYkPPMamqdfFkeoGRlMLvfIrmBlEXbAK8hUYbBX+nb2gUsvwI2lbU6W7gtm6O/v9251W7p9vl/Nr1zStqGuITSaJGkpS2/CbS+AkiU/0IUwcgN0wplEBU8qiCRD7WST62hGI4pWMZlGgsNRF+6N8IlTIISgG1eSVK5w2oya5KgbYk8/i+CW7eXBZc7RSa0tgoQjiCmGic9ZuesnnXPd2zlJVdQ/FZ4WR2Cg1UKkcAxaEzjH7tX1GWvgm1aTkpOQvxduu9VVURRvfTPlFmT0MQkYUo+dgSsokeCtHF5ONpWs//hImWy+i779QMY5tRoZF3dGJJyi4IEG8DoGHNHZw/1YFYys7UHgqd/CFi/2PI6z4IiUWux7ebNcNMnjYzHFgRuZgpN9KeAZRCxlUfq0XgnpoXXjvNzjXLfHlqYO42e6/5D3Yu/dcraqHwBeWl0WOuankEZSk0WvgqXdMKoSP3ki+WXtcW6bmAUaDouqe7ImwAYPq1h0jGRijc/clZ189HZqSg4VVYs7JEGo+7Kb7oCFVFevUfGWvcNCuMZK6V86BC0JrSuwkv2jpTqM8vS6NdaFS9Y+frQUsbdL0Zt/WY/Hzzer5/TQkhJCG9dAYyQ4ijBxHHjkBuBCItqOFGkMqKQDE7RjHSTj66mFjuNA1ThylEFzKeugaAtkgWYfw4wvgxiDRREGKMp64mnukloYwiFCaR11+Jmmwl1H8QsW8fytI3oCy+5mKnSgWUhVOI507SHJ5kav8+om0p2n77Uwii6Ki4uIGm2KS/9kUyR1+D6BLI9SMoJShmUZvXU1rx1lnFrsUzTyJMHaT17ncyGNkAgoh45jDhp38I4UaGI6sAiOTP0pTezWjHrTQvv7JCKfDLQDazZnauRex/lNC5FwCQ176f0InvU7j9wyhL1rp6fjdRBVZ9NR53GzGlZKc485m3XnqeGlWszkI2F2EYxoFk9jGtFJdLxbMTFDtGUPDKhGSH+RC644Ye1Gu4pCYIVQgagkhp1buJ7f3/yBQnaOq59nXrRakHvAoQyQgoi1ebCpNm+X3zYWzOBZzYepzeu5NwbZo/oBTKoTKK+/ddq7wxY7tB3UMJxRCmzlTdjll9Cb2XuB7wu59YGRLd7iluqZzdeIDsYDYHqh0HQTPOVbQjCJBYTOH6C8ayYp6lTedRpiZRM9OAwNqWAnufPUx+/y4URUFZsg5h7TWkppYhnHsJ4dSjqGKEYnQRkfwgUcZpTcYJDR9HLeWRQwnCex+p6IPS1FP+h6oiTA/Aka8jChJKKEYmfxYRyLV2Iohl74nRQ1MN4pddRaRrBUgSoeabiG3cRmlijPH7/p3MwLdQFr61rNDNeG5UlCXriW+7gh6tkfXbUa5Zw/m/+TStHdsYHZ+iEF1IrqGb5PheJk6UKPUlSHVtraqv+rmpLH8zysIrEKefQ17XiXRkgsij9yJv/uis66zkECfIOzod9y+rUh2mqJP3vKaUzvORNcyNcK/9bvxIl4LyYoW57LubuGcrOBEDuEk0rLVQ6dbL57YfZqFoFb/v7AH1ZlJ9Zxj+uUITKPQL+azvlR1BHNvHwl/4hOv2Xi8KjZd5ayW4BS3kGemGxROvQChMIbrI1fWXIhHGdONa4sOPIoydRW1ZOEuB9qpEG+myNVgJ/l5yBmsZwRC0d6eapGh9boQRZmF8TmPOTV0Sqz5awUt+1MycCkc5nV0KISBZHl99QGrlDSi5LJRKFWFjkw+/wsRUJzQ0I7YvI7XpbYiNjQwdSUNoezkHUSmRSORZv7qNlu5l7A/3IITDyKPDnP3CPyKMj0I4jhqKEcoMUVpwOcqCK6BhQcVerw8h86PgzFyzaDWweub4riEINbVw56c/zIOf+2+yL30WVBU1lkBJLUEc7qN55zsr2tk1FOfGHpHTH34vz37x60jxy5EjbUw3rqdl5Clazz/KZPNlpPvLipExtNlMJnUzvoVRCD00RviFZ1GaehAneske+SHxtW+xbCcImVwvH89HBK7USOGyNrZ8lf8Hrrd1s5pF161b8fUAv89YjUVuvmMuQg+lPQPIW25B2vsZxLbFKNJslsFLUWCbLzBdewpTSK99naY33kl42XLT6+brIl9vmBU1tatzEBTE80nIjyOWsihSg+P9ajk/atW2KkbJRpcSOfAkxWvfM3M8iLFn58Fw8oxY1bOp9bpYjcfCi5JtVkVd/7dlboRFW37HRzXXWXkP3Xrn9EqFGJudJ5O8/W6St99dcezM//MXRM6fRG1YDPkXKN70fpreci09F5SKG5B5aiDE2L1fRA0vZaqhjWTmNYrXvwNxtB35im7TfujHe5CeGw3PDCdp+YUP0/y+XwVZpjQ6TPH0KaLrNlUocnrlaunO7TSPhlHu/XcmkpvJx5eR7riVxol9NI2/SNP4i5xb9PZZ97IyLDhBHD2DONELE70zx5rGX6TIWyzb8lqixIscbsdY3Hu0yPJVYar3MTsj8Jyal/sH2NG1hGu/8TBSw2xhywvmk5XT6Ka/FATu+Q4/ifVuJ2QtqL7nKnfK6r7hp79OofcUU83bzS77mYZbwcEVJeX0GNEf/L8kt28neee7ERzc6PNp3QoCXjytQXpj3FSLN/YtdOIHqKEoI8JiX/ecC3h9TyF5ktbxXaTe8wEGG8uhQn5zazS4zRmZT3DyrljlcZnBrWBvZvn2ShpQrcLrd21z603yWi/G7Pm135RcltPfeQjp1ccQChnUUIzOv/t8xbmFvhOM/P3/QmlZizB5ivzbP47a3mWa+K8pEVbCeZD5Nl6gv+9jzw0w/K//gFwQKElJSlKCSP484eIostTEZNMWGlfdOnO+nzB1ac/ADCsd8QmE4SkINaBGJyne8AvQ0Gzb32qYiLU11y6H1Kx9OTPNT99z+6VH6RykUqPBzaJRj0V4rpSZetZVqQURgF0ektfk+lrWArFTWmr5jvxCmBwl+vX/yUjbLbMs03r8rHltzEItzH63Cy+Z+cZT6bJCc9nlJN/yTlOFJoh5OR/WMDtrvNvQIyOqGXdulBo9pD0DkBtBOvCvpFuuQo60+r53veF1jobz52mZfonF/+vvESTzgAu/is18Wd/sUK2iUAs2NivUu692qKbOiF/0rAmjTE+RP3YYsSFBdPX6it+VXJaph+9HWrCI6LrN3LTeei/Tw0r58KrYuFFi8seOUDh2iOQdb3N1v0Imy1N7zjG0/wzC+HnE4X7EoZMIpSyl7nI+DFS+byeiGSdZKfzUvUgHnwJgtO1GkitvcpWPbAY3a4dX7/Alr9R88onvsXvKupCRV7zerJ9u8XpjVLITjLzwrHupF+AHfuvN1BPSngHEUw9RmBhksuXyOe3LfIUXq6bR+i+92E/o+L+RvGw7yTe9w9JDU+1YrJXC7GWueRFo7ZizgoYXxUbrl3jyQbLZDJlGd0xAVveslyFAG3t2uRlm6Bj6Pov+/LOIjcmK42ZEFfN5H/HaN+09eVUEq1EO/M5LLwqN8XmcFI5aUas7GRS9jB+/YZFeFBNNKVELecb+619RSyW23biVpVftIGSh8Fu1YQYll2Xozz4OQoj2X/9dIitWW55rBVVVKZ7qRYjHkRYstvX2+60TQ6lE+PlvIx4/grLsFoo3Xeupj373L9fEA3VSagLPqdFDG5jVFl5y4wpze/xSw3zbgGoFLzzrdn/XA/NpXCmdNxAb/gcyxXFKYXuX81xhLj1Fbu+rDyvV/q1GXyPa0sCbf+VNPH3WehMKKpcm6HFl5w11ywBld9189f7lp0bLVdF9wqug7MfyXjV1sqoiqDJCZHaxQHAXGhR0aK7f8es1zl9DIDTgBvj1SJrBrB0nanMvnpMg+6qH1bfU1wXU/tYQdD6hXaFNs35JewZY8pYWcq++BMDu40fY88Aubvroe2jpXlqhRKiKQiGTJdroLpKoeKoXtbEVZUEPQ7sP0+VDqREEgcjylY7PUQ2kvWdRY9dR2nid87kmRiy/93czf69flOXxXttTAkNNlRoNxoJHXmGmQRpDmMxoHvXH55Mg+rOMS+U7mG0Y863vWh+VRVeRmu5neJ4qNZcCtG89882LGaIHfkjTh3/PMYemVv0Jary5yYexCxHVH9NQb4XGtRKgqkjFNNmEvQDhF17yNKyuN7vGj3CqCiJqsYAQqVTg9N4ZoxfETPgQRgeQ9j5C8fpfpGdDg6mw6iTwVDtW3XpowJku3Ag3dM1W/a+GCMjN+UntHI9GBr/KjFdyACP0Y2i+EKOsWC1xqj9N4egALR/4KJMPfIt8y/XI+TSP/K/PEwoLoMLqG6+gd/9JQumz5MYnue2vP0Vq+TKgUnkyyqrnHnsKdeXlCGMNSLv/m96NN9GzKemKedUIOwXAKOd6+cZuxrOdcavWsk35nU7X9B4aAldqEuFyk8+ci3Pz7CKxVSs4RmiCnV6BqZVb1gp+BsalqGhVE+p1KT6vURicrzHnyqKrkfb9ExGhjUJs8ZwXGjRivvTDNRQZcei7xLftJNLdw66h2acYQ878bvD6tcq4bpkZbqqBG0XdrVfHKW+pHjB7J+LZ51CVIvlosEQBQc0pKxY2z9S/ggDRFPLwOSIm1dg1GIVQs/U78sR/IKSHIfwt2PAB07HstPa73XOdxrBZKKaZMq29L79hlG7nktv2qi34XK89RT+uqlVwqoWbddOO2WzXUBy1JJP+yj8Qee0Eo/F2UBXUxvWozStRwwkKd74XYeQ00oFBDhw/irL8GpQdS5COPMuu/36Uu/7oV2a1qYeqKIR69yBv/A3UVBvEFhDq3UNv5BrXz+E3uqRaT5wxH9Iuv9Stkm/lKKhmDwwaovMpwSFIhcatJloraMqTnVBid62b9uYbqnGPzjdFwAu8boBujweGUITxxEaS4y8jKEXPlky3mKvNrxawfJb8GKEj/wmhCE1vu8exHTvWF6dFfr7N9flIhuFUwFLfZyF9GHHgacZbr5pVCTyIftRCedO36fWdq+EEyvSU6W9WisysMamqCONnSTddTujw8xQH+h3vWy/hRdsPtXfvRgjXwkergVtaas0T5ud9+L0uKGiKtNc1vd59dgo/m/zR98ikM8hbfovhhq0MJ7ajLL0FwonydxNE1PYu1OQy1OStlNZdC/Ek4qm9xC+/pqItM9lUmZ5CUEpAOfW8tPzNhJ/+JhhS0Y11zbS/qw0pCyqXq1q4kU3nS6pE4J6a6aI882/jING0bmO8pJOiY+eSc2P5qQWjl9NvXmNh3YR//BxzBzffwimEoZYoxBZTzPaTmDzIVPNWy0TaICzOTlbkS4FtzapuSpt8iviSZlo+8FGEkPvlsdaWqlqMITOWM6u/rTAfvrO0ZwBKeUInHmCsaQclKel8kUvU0utpbHPy/octfzOFIDHUn2f5BvvTjN5E7f/FM30MPvkiiI3I4WaU9m1knt/Fnb9RWUtD25+NoWh2lMqOhR0Nx+yQvPv2ir9li/OChF/WKKtzzKz1VopNrYVDJ0XG7Nm9lFJwc75+PLqhAzbDjtBpfviTB8kkN5M9c7jiNyvFVOzbT/TBf6DxtjuJbdxm6oXXo/+5Y4Qbl5EeHgQGQVXpkLNQyEJ0Nktbrb5dNV4b7TqzfdlNWK+XvcFsH6y3FydwpaZU8n6NXhvfmTjN7umlpoqOE6VdPSyfXuMca+0e/zl+dqEfi6llmxGFYQrpkzPH9AKGcfHyW+tA364V5oOg6wSr5xfHjpD84CdnFZez24TBW/iJkZCglnBDCDDfPEZmcBqvwsh+CmKCYnRBoPet11j2c59ifhqhVHQlSBp/U1WV4c/+GWFgpOONZYt20yqKJ5+eda3eEGk1pr303xhWaWzDqtBlPYpyBy182SXXm/3tFm7XDq+EFH4VGrvncrpe/260f6uqyuWRQX74xV3kD71K+6IU2z/4bpKLFsz8/v3/5z9gwRXEum6bUWqcnlUoZJE6l5F80zssn0E/zsKH+ygWjWq0gLTnBAgS8pVryqGgLmDM/a437MLPzODUTztCCbNjSq4+npzAlRqlVHbLnTxWZNWW2b/beWV2Jk7P/NssVM0sNjCl+y2oAVNLL4kxB+jnmI35mrsy36G2rCF27kUmFbki/MaJ/tTutyCEOruFs1ZCo5OF3fq+qiWjlF5ACVq4qsVYd7MpVYta59a49ZSII/uYbugK/P7zGaoYQTrShzCxBHlHp6NFVB8ZoUxOoEYaGG2+lpJUzskZGz1HaPJcxT68e3qpYz/c5gnp4YZ0wqyGRy3mXjWKjFNIfRBU2layghtjbrUKTRAw88RY5W0BqIUCY9/4Cg/seY7SwpXIO99HLH+Mhz79t6R++TeJrtnIir5nEXJTlFbdA2LIUhGueHf5DNJz3yH5rveZ9k97j73o5MhoiohYttRr98iNv0zsyH9Bbhhx5DaUxdfMuq++PadjbuH0vZ3mXMU+ryqkFluzuOnlbL+Kz1zJbzVlP3OyaM5aDBYtrVhQrRAIJaYFjDky1cY02gnoQQrv1TB1WV1bb8VrPsb0zyc4LYhq4xLUZDftmVcprXoX6aHembli5rXxU+vBD4w5Pl4SVP2G//heH8QwaqFQcSjomkhuY/bdwE84j9tzvKDeNWoq7t33Ku1TZyh2OMRhvc5QlFqITJf3y8n7Hya1bDN9ey6OJythfcPUQZ743FeQN95AU/jKmePpvr2Qy/K/d7dw88aL5ANmXhozJjI/sAqPNY5po8JmF7pkFQJjPM8OVsqKkSXLSqEx64NRwfHC+FZL636991o75VtVFEa/9H/JTeQp3v5RlKXrIRwjuWYT4e4e0l/9ZyIr1zI8ngZRRL68zF5mlttszK+SDu0i1rmI2JbLZvqhP1/bM7Qw0PJYFMoKgG4tmm5ch5LppdC2gZahZ0BVUDqvq+k3spPFrEKp7dbPaG4A6ZUfMNG0nbzBGGTG8OhnL50rw33wSk1Jsf3ZbegGXFxYzIQJfbE8J7h9uWYToxYD1Yx+2g/c5PYE3W6tYGTquJQ9WbXyNBk9kWaWm9LKdyL2PYR04ItEEhtJm+T9GmsiuFVwvCgYVm05JX7bne8HnpU2MYxazHu+j9+44SDmv50l14+10MnjbTburDw2Vu8/yMKJ4cJ5FDGGIsaqusclBVUloYygpK4GzN+PcUzuGoqT3fsi49/4Cvmr3oMw3V1xfiR/lnx0EUNf/h67/vDXLJO0vewPXgQit3u6ExmH22Nm0D+zXZK6Ux6wm5ArN0qN3+iTIGv4+KEuNjvf6XnVkszpL34ZcSJH/m1/BKFQxe8DofUIb/oY+bEhQhODkCg5ykD68VRauoH83kfp//JXUWNXI4XKHnntnOSOTmQu0mzLwLIGOP+5ynGgSA1MN20CYLxxC80j+xgpXSynUCtCHbfhhvp/23rSVZXE9JFZSo3+XKdncSIlqpBNChn7zgeEwJWapFQeiNIrg4iRykQqpwVr11AcFlW6u80Um2qT8GH2gJ8LQX6+MFs43auWoTFa2/p7XKrKDNTeOmEmUFYcE0Moy9+Cml5J86kfUcicZLJpK4pUnotmQoa8o7O8kDuMKy8CYq0LGDq1J7t4HnMIDJwssLzb/Nd6xPW7gZ/cPDfKjP7ffo0mZvTEVucF4XFvFibINHTPim2fjwpNUOF6kfwggpxFTa23Pa/3aJHlXTLZF54h/eJexHMnKPXcgzC9rOI8eUMzLbufBaAU2UTffafYdU+3p8ruRtg9n1EYki8IlHrMN6YtDUEwuLpdQ4IOETUiqL3KzHNm5l3Tjpl5wnJ7X0QcPUNp+fshFKpYa2faWrOa3qPLGTt0wZvi4blCfSHkdb9O6OSDCNN/T2nNVRQvf6vtM0187xmUNmu6dVUIUyrmKn6vVRRRNTDOxWI4hYCCJE+CopDq3jrrXK9h406KtGBgjKsV6krpbJygbmkNtcWmZ0048FCt+U6jbMRceVFqdd9L7f3r4SYJ2w5Bb9r6e6updcibfwupdQWtw4/RMHUYlLLYYFx8LuVvYIZ0/z5/z6OqkB9FabZPNvdSk8ALvH4HJ+OO32vriSA2f2H6DIVIx0x79RAo5lJoCclTJMdfobTsNhBDlueJpw8R/cZfMPSnf8DYT55DDa9GXvsrqMllsymqIzFUQGlcitK+HTAfy/VaJ2o1x+YKeorfaur9zJd56xZO30rJZSn2n2Tsvn9j/BtfobR0A4TMcxrBWvHUh5rZvqNwgvx7P0b+nZ9BHBoj9o0/Rxw4OvOzkaY7f+QAamqdZXPFSIqQPIVQmq3YzCcY1ytFSlDc8tvl30afIt23t2a09WTPIw48Tfi1e4Nv2wSBe2omp+1DN9xasrXcGn2iYnlAX9TurSbMXNewMYNT2JD+uNV1cw27/s6n5P56WdOrfdZa1P2psLCHIijLboO2rTT0/5jEyGNMxXuIrXnrLGuMn8XMSrDzk/8SNHw9T0cnjDfQs63N9HerMAy3VdftoF8X3YxfPwqNfmz4zcGz8oQ7MVOa3dMIXxZOVYV8muSGnSDF5zVbWTXXAaDKxLKnSUwehCU3oLbO9tLo33foxCuo0mJGW7eihGKk2mdbnGf2opfOQLyD4i3vRRyKBbaOO7Enan0wY8Cyg5dwTzOvgJlwbCw1YTxWjYfGbE6bHXNKBjc77ibc0wz12qvN1rJdQ3FURWHsP75A/nC5v4Xr3ocw0WZKEKG1Uf4GxQrvnrRnYCYPxkj/bZVfEzouU+q5G2H0EJGH/5nS6qsorbqcXlbOnCMM9xEdn0BdtqSizYr3K4QoRNqJZ06SSV5Ufupt9DB+d7P7G89JnztDe2o94fQhxFIWRUpUnGu1rrsdX+n+fcSnXiM5WT5fEWqawj8DQVWD9Qk99/JRrt6xluZrf5/WFZdbnmc2cI0LjUbvbAXjImOcPMY8DT+wY4yaT3CMn7RAUM/hJt/D7HhQ+UUazDbHS82yV22/rca6MNmPeOYJ1KkzZBrXkW3oAUHwrZzUgtXMr5IVRD2R1oSIkD3A0o9/suK4kzAS5DjTtx30+PXrWfQ6P60MV35Ze5zv93fIG36V9PkzvtuYK7gRQkV5moZML7HMSWhcgrLoKtTU2lnnVbzz6XFi//WnpFPXIIdbZs0PY/6K/F+fJyEMsfhTf8bJUxcDOMzYu4zf0es6YRS+uu6xiPWsEkZ5wqk6vV071YaceZ3DbgwAXmA1v4KOLNCPEbO9Xt9W39e+Rej0IdSGZkInX6F4xd3Il73Z8b5Brofp/n2EiuO0SNOII/uQt9+GvP12QCD6nX9BlRpQlr3B9HrtG0iFUVpGnybdfssMk2C95UO3dM1meTWggiBWXGOnXLuZ7+MndyMoRaK5M8QzJ6FjC2OFCCPPf5nx8XGamppcPJU/1FR1stMcjRufsVaNHWZ+v5B/47TgBJFo5/T7XCg5VqwX1bTh9zm07+lEsFDLXCYzgfBSRK2UMDW5jNK6X2Lq+OM0p59HDjdTjLTPCJXa99P+NrPWBJ374mUM2yku1QjG2nXC6SdoWuVMYVtLJdkYkx4k7IQMN9dpcPK2e/U4V7t2qtEWhMK4ZbtuNuFaenjcUKab9lVVaZzcRyxzErVjK6UVH4YGd3V4QidfoSClkMMts9vVQVszG6IS2267hnXdSoVSY+YRqcZIqIff7+6XlMPOO1NL1GK9CCo3y23kjNf3bUdSIu8o049HD79M8dZ7UJPtlJZvobTqClNjZy/2Hmyrvrl579p7HOnfR2rtNqS99yG98jhqqhVhfITS+l92vDbdv49CdDHR3ACZxjUzx/TnzBWMrKezIAhApWGzauNy9jytw48hKDKgMN24noy4BFXyTsDjB/XxB2EudFQOWmsrih5uKJ81OLlyrVCNclAruum5CKsws+5pfzsxXYC30JNqYayWreFS89IEASeho3HlzahnEzT3/Rh10ZWMKG2k+/fNsL7AxW9sbMcPa5WTQOcVbpjVPEPOIo7sZXTz+zDakMw8M1aUrfNxvHnxirpReKrZ9KpdE0zXdCmBkDkHNJheY1TYjZhLOmrLPqgKyfE9RIUipW2/B+GE6XWWiDYA5kEYZn0TCmNsWlgO53GqCF7NWm7mKap3xXENbhWaoBUfr+GlTu/bjfJuJ5OYRVi4gZcCm8bnkbcuRBCyiCeyyNe1IxwrIL06XHGucR9zo9DoazGZwWx9095beuQcqS2/izB1GvKjqMs2VtR708P4PkuhOIJSMD3XL6o1OFsxjZq14/a7O0Uupfv3kel/iYQQJtO8kVimz0uXA0HNlRo3H0LaM1Ch2OyevlivRp9b40Wh0UObHPUQsq3CwNzEPOrPDwJe6Pisftcs9n6SyPTv3MyLE5TFD+ZuY5yvcFLolYU7oWU1oePfpYE0meS6me+lMco45d3ox7rV2K5mPJsZCGql3Atjx4guW0Tn7VeY/m5UZC6VsWZmiZ0PeW/g3aNj1W+l8zpCR7+OlLoaOXyRD6liTFbRT7ewC7PyArGUITm+l3A4TGnNB0CKOV5jfDdKsp2wPFkOLzGpeK5XKKTdxwll+7nr3W/hOyfN269GWdfmsP59aHk0ftoNYu7Vw0NjBa/P7NY4a7VOuxWG7dYFp/3VWJhY66vROCbv6ER68RTR//4/FIsSQqx91nNZ/W2WsmCE/rvahe9a0dFDOaKB5DLjJRWY9U4FAdFAFmAHM++3FxhlJ7flGKzub4Sb/ujHW4Ws2FeiMRGnMXOObLSDbGKlQ0vBInhK50SZuaJlyYZZlM5OKA++C4PSUIhzZ+I0G9eULU8Hjs5epJ1gtrFbfbhqwxHcWAOrFc6s+uhFm/d6rp8+G8PSjL9dKrhU83NsFcdoimmxlXBh1PS6FDgqs/rFTPvbLYzKin6M2f2mvz4IJSfdv482MY3UYx965kaYmm/eGq8KTT3oyMFcUPGbW6cmuyh13U7q9E8Ybr0JVSx/J+OYrJVC7FagcHN/qZgmNfYcSuvGMrtZKOKrT2pHN6KgIsnjMyFoFffRrQnZ44+xccMSmlMN7Dx/GhYtNS24abzOL1LLNlfQN9fKQGCW+P+zAKt1tFpYUTTrf9fDbLxLewYgfBTUEsKWj9iy9xnb0gwTWvialxyfIGF8t+Uckiyt53+MMhknk1iFKlrPWzfGdbu1wsqTZQZjjowd/BK5zDLYd21DuXA+zvaYwBE4pbMoObshjUwUeugHoR1JQK0x17GQdqhViJub+/rBfFRe3NKJuz3PeM2lgvjiLYRKUxXHqhFs3Y4RqyRGvYKknVePcS7kRlmzvOV1JQDNJ6puvbXZSnmx2xfM2tOfq3ZsQ423E83Nft5qx4/b682UbuNYtkMkN0TL6E8pdd2BsvwtsxQaT/NSFFE6dhDP9DqeGsv285Z329e7qQXmSvl366Wp1VpQz/3BbYSF27FV1Tcr5RHP7kba/UCZlfNCaJdfT/JcG4/071UJxUm33UhInqTt3EM0TB0B1b4Qfa3hRaHx0p6X3/THBaE+FWQC99RMZd0PNK8vW/PQBKXs2Gm69cph8QO95bHeCk4Q9/Gb62QFK+t4tYue383HDVmB277V2vKvRlsIlTKm37Xrnm7ko7PniJswSifPipv55ZTkGNQclQojCGNHWLT17kDaqwf8xsFr185VCFot76u0bSF2+mlyDWU2Lad10Y2nT2+NtRv31YYTh4rjNI29gLLqHaZ1MXy9NzGEymxLeMV7KUwSltNce9saxwgIr+u1m5DrWgn41ZAC1Nqw4Xc9tyP6MMt9hNrIMU7720xfVJXE1CFCh18BpYgwdQa1cSnyug9CYlHFNWbsqW7Gm5XHxq7cR1Byh5lHLN3fTKg4QdP4nrKBpX0xNCxwNX/dfiu7CCM9tHuKJ15hYUeJwfhWCNUtjX6WQUcpZBirw33rwn6mfzg3G6oWhma2uNgpNH5ChIIc5BrsNjgrC7VfVKvQBOGWDPp+fmBGPaodtxsPXhnTrO7j9nqrc+0ogqtVbOyUyLGhXtp1RTmTOzpn3V/e0cnk/Q+TvPt2UwXHrWLjRZHRt2HWVlAQSjma08+T+oUPsFdcDkOB3yIwuK1dUUHVazLf3MRTz5e8Gy8YzUJ7aQqpkEaOlINV9HuQ3/FopcA47R1exqskT0FyKcVbb7ENwzMSHmh9mZUz+sIJGHyeQstltn1rk6aIb97KycH4zN66ayhesd6YjQe/YaZ+4DVf0o1Sok8oN/u3F/ihfA6yjIGxHbt8kSChz52Rd3RCdoLw8/uYPH+S+PQx2vPnKIUSTDauQw2JFBdupaX7spm+mu0zZt7ldP8+knffPlOTxk2/7FCtUdUorBsV93T/PtJtNxKfPkZy/z8jr/tlpD3W37qa0FWnZ5H2DCC98C+MqQrR1GIKt3wItaPLsi0zptN6ebqDQs2UGnnbYlIHyzk1biy7Ztg1FJ+hbX49wI2LzgxeEsC8wk4gMh4zDvhq7m2XY+Nnofci9FsVT/SKIK2MZm0Z45c1VGPpM773lmVbEc79cMZVfpG046Iw07MmTJ8hDl6DWe6LH1iRa+j/rgWaxveQjy0hvuMqXzUsgkKQhgN9W24VlPkSplYNUl3byE4doWH6KBORKy8eD3Ac6Vm7wFqxceMBqkicDzfD8B6E8XOOfdCTeeiPwcXvWDjyPUKRNgrRhbZtKUMvML7+PXz2+OqK43pDil/B2/gOjO24XT+t2AatYFdE0+lvP3Pd6RozY6vZO3VrlPWaF+d1bnvea/LjRL91P8LoQYg20yIUkbfcyKLbr0NsaeXEa+WdIwqm7Hra3333nXKcN37HYhARD3bEJmaKTbZxNdH8AKVTjyNt/mXLa/VwKyNaKbFGQqZ0/z7CqWtoTj8P4gKiP/i/FK+7h9KaKz2RAVQDra/K1CR8o+rmHFFTT432MEndi9YSvoza+nxDNZbhoMPBghIc3cDITGa3gRvZr7z0K6gQNKtCiFbnGBfs+Tr+zODFA2WFWUKYRlmpzE4I1uZq357KRE099N9dE/isqHOt4GZ8B+GpmSXcqgqR/Dnk7R8HrBOLvSo7Xj3GtVYonBSbIK3Gc0moke7fh5BYRev5HxPOn6MYXTBz3CusxiC4e19249Ws7ZLUSDaxkvhDXyf/3o/N+t3Mqm0GeUcn4YcfID79GhMt1sWvocyyFpInYKRtlmcGgIDYQjVLu1dUwzboNIf1c32+1apx68V3uweYKTlW48fNe9aHlwnjxwiduB+ldRP59/8lPdvaAf37ziEIxnW10jymvf+ue7rpohw6qnmB3KxJbt5B0AqNWw/tRMtOUiNPoo4eqvDW1GLNN3tX2jqkrHw74vHvoiy8gvCubxI6cOBCXpM1UYNXOdNK0dL+rRQyntrzi+CVmoj5S9IeWBOMtAHrJFj6rQJcLeZrTk0QCo0bt6Je2zdTbIzKjFlbZoPcLknYDHYLt10srZPnw+qc+QyzsDQnmL27ioW1lEMVRBDDFd9Q3tHJ1nu66bvvFOB+3PldrN2EBRmVEq+KjvFcqTgGUhz5ylUV65DXMBQrwchJ6Kind8QqB8ePV8cO9VZmjEq6KkaYatpC0/hLpNtuRAldZOC0yvMyg90aaaSpNV6jXeeVsS/T0EPi3IOQn4ZoZV0aNwYYbbyJ5/Yw0XI5hdgS2/OjuQFoWYt8RffMMTNhpBZMWnO19jp5bIKGl2KRZtfqaZL9tGEGv3NcM1a1xkqII/sRCmOgKkwkNtLQfQfS4Wl6G5ota8dYwez36xcBNyxg19DFPc/O4Oq2/9r1+na8XOsVSijOdGINjedfptSyZua4/t5e86LdRtNoSC3bzGj/PlrXvZ/QsW9QEJsQR48Qmh6gtPoeCHtjKXbTHzOoIe+sxX4gqKpqXqHLJw72n2Vj1yKW/PUDiDHngmH6EBc72LmSjfCzsQYhYFgl7lcrKAQt/PjdpKzcr0Yhyep5zULdahm/f6kpLbWE1ZwIP/UCHLmP0QVvtB2z2neavP/hWW0Yx5FbRcOoGDuFWZr9bha25gh9pfZlt6IsumrWGuQ2zt4Yk2+GoBWbWoajXoq5NDBbAG+ceBWxlGEidZXjtXahj2awoh03a9crDfmCwe9Q3PZG5KveaXmOnZDbe7RI7EsfY6T1RhTJfv9tGXkScdlNFG97IzA7vNgKXo0LxpA9fX9rhWqIAqqBk+zhlTxmrmiLzbxF0p4BUIqEX/xrAEpLbkLpvGFWHSR5RycfvMEsWNk99PUJNewaitN33ynXa1Q9jEZu9hxBKdB+9kcAKAuvoHjrW1Gbyh4tP31043U3njtzvDhNqO8RhLEjUCqgdmyntOKtnvvgpj9GQ5qSm+bMp+9kfHycpiZjievgUB+ONRNok8btAK0m5tUJQbJh6P8fVPtBCxp+BR+z5/DSNyMNa61wqdaUqSUsN8f8KKULwo/dAp3u32c5jquJuTdjQ/MyPl1fpypIhTTh/Hli2T6i2dOMdtzGSPGi4KcfL25rXLjx6Ji9+2rplu08DH68zPrNr9q++YUf+nQNxjGYjS83rb9kBT/vzeuYtdof9Mg0rISw/z2uZ00YIk2ESvbjUlAKhAtp1JbVnr+33zFW0cc6Yy6LbbpBNR4dL/OmmjkGQG4UFVDat6F0Xm+q0ID7920sqG739/WLsnTd040R2jMZn8uM3EL/X72gihHGU1cy0XI5obPPETrwZM3u5bgXhxOUVr6d/Ns/gXzV28u1sGqMehvKgqd0Ljhr6MY42d6jRVfudbcTxWu+QS0Y0IKGW++HF/jJz/HiiXEDuwHv9TuaFQbzEqoF5vHLr2cIuVFKoUZHutU+l+MkiM3CbYiQ/nwza7FQyhHPnCBSGCZcHEURYwixZgCmkhtQQvGL1zN7LGpeGC8KjnGNsgsh8QovzF1evbF2c7febGjV5ItpBWNVMYygOu9FZux6Ro+lMexF76kwsqtp8Cs4iUoeNWJfsc4pFEles43Y0aMUo+2znk1DJH+eYqQVIRT15SHV/248z+jJ8Tt25mvOo1m/nBg2rdpxe64buGH6dHuuJcJJQChb9wWxwsNt3GudvNyawqL3yuyeXmrqpdFw/aJsOTStAvLMujvr/a3pnumXlvpQrSFND7ckJIXYorLH8vwixIlTlue5TQ1wkyflyILZ3lVTg/tcef3rR1p9Abbc5mtma+FB3MdtMl0Qik0tE8GCRLWJ12aLuttBrKdu9Juw6OSNMR73WjtmPm6m1cJsIxNyaaLtq2cqABsTeq9flGVn4jS/tWO5LW2kW/hhonJLvQuQWrqJiZPPEskN0Zg9RmnFZlA2ICe7SZ89OXP/+IX/7KBtyEHk15gmYtsgiA232naCzrexgxfvqpNAllq2mbGTLyKoiinlqh52Y8sp9r4W7HzhwjBKIef6fLN1qrT5ZmKv/oRJdRsIoqnSH8mfpRBZQNShfatQOzsiBePfetXyUvfS+FG0nJRQsxwUv332WlbA7Z7XsyZML51EHvwOauOyGYWmHGZWVip61oQvrJXuQs80pcXondHDTDEyU3qM6Qn6kOCZtYWLed1WBgwj3O5tbuSpdP8+QnKG1tHDiL17UHp2uGrbLbQ1Wi+DeglV84r5Gqpcd6XG66JQrTXDr8fGODC8JKkFySZkB6v7eJmItYKTUmkUFIzP4vTdzDYKtywoVuPHq+fwUoPZ+ylN9DGtNlK4sCBr30Fz8+8airOL1Uh7nOk2zWCVaG11nm8BUVWJ5k4j7X2MVqWA0rWewubfRhyspJV3yncL+ru7GZdecpCqEaCNz24m7Hq1EAYNL9Zmu/NburbBuR8xduolECMVvxkZ+6zeqXEdtUqcd5vX5fTtBEVGEaOoUXeJu1bjdMWOhQz8l0hqUQ9EkrO9RmqJaG6AdNsNZFyMJ7McGu1vt3uInznl5RqjIlDLcDPjGmHFrGkGo7cEal/s0w5ec3bE83sodd2h89DIvuv7aLCrPejG02O83irHUVsr5B2dM4y8+jFt5e3wKk9ZeSwBSlKSsZadtPzkP5HHzyFvvx3p5cGKNtys8VZrsVOOcz2YNjW87jw1y1eF6bNQwI2LgmYFMDuv3rBy4Tm58uzacILfHBA7Ws9aDt6gvGpm79St4KQtUPows2pzafx4dy4lzBIAVZWQPEVi2eUkoi2m4SLaBvGPFgnPXphb3Ah8fpQboZSnrdiLkB2k8MZfQTzbBIKAOGh+X31/6x1aZYQT05se+vCqoO5n9bfV97RKRK0WXtmdrOZ9xToSbiJcTM/UatES1s2oye2EiVmGLJPzqvkm5TDJk8QzJxBaesivu9bxGqf3oza3IWTOokaSs36L5gahYQFNPdd68oJCbbxTQdAq15vFzGyP8cLSaUYx7UQ4Mleo2FeVEsjTM79Z9TVIRWdn4nRFYdidK83Pc/PeKhRPOivKjYC5UG4lT/lVFoqRdkZT19G6dxfiyTMoXXfM5Cb5SQnQ98XIMuu1b3pUE8I8l3tqzZSak8eKiLGI5e9WcaluLJteLCPzGbUUlmuRg6OHk0Xbr8Xb7WRw8rjYjQe78eOHNvlSQsW7yU4iqArps30g9FecY3TnG4U+tyEo+vPdwKuwJCgF2ieeo7RiPcVrPoq0bxR0uatOjGkwd4qN12fV+lmtYuMGfjfXWsGNx94474vhVpJxCWXJ5hlvRXJHJ133lOPsJ+9/2LWQrh8fMyGaurXUqNy7+T6h4gQN068Ryw+itqyheOtvoyxaOSv52g9Sb7iNsfvvp9R5PaklW0EIMX38MWKZPqLFc5S63zzTbzf9tQotM4PRQDUfPBJGuJUhnJjmjG2YwUxps1MG6gU7ZdKqrk/x+ncQfuYBlq56s+33DPJbGz0xWt6NXtFxgtmz6j032r/tokfMlBizkC9tLdDWAzNPbklqZLhpJ6mRXRSmxohsfF/FOU5rbzVhZUHtHfp9cz6lWwSu1DRG3DfpNeHO7HovqJWVMQj4DafyiiC9OPrvZ+clqRUbmX5T0ZMCeL3e6tjrTaHRoL0vcWwIGjpIdW0BLi525XcpzTy/VqvGCDsPiN15gUFVaMvsQ012U7zh/bOEQTcKjYZ6KTZ2c8+NEmFUbNyGKziFnZnBDWFDvTw3YF1E13gOAGu66f+nbQjnX654DmnPwMXYegs2MqNnwg3ro1nysR3i0700Th9GWbCD3K2/AY1m/qOLz+R1bYtfdSNispnhHz1EaP+TICZoCsmUtt9EvnszoV6l4ny78eBXwDLz+FqhHkUwzfYr7bgd9PuX2bhzo9y4eb5aPb+T8mL8zUqhAUBVIXuWzLNPwjud6dL9QlNajCFmWn93sdqivs3s0h9Gshf98xi/rbY2uPF06FMTrLw6xrVEb0RQQzHGWq+j9fyjlLLDEG939W6qWWP97MV2Sla1jLi1QN1zaoxws1gH4daaT5qkEVaWoFopNk6oxkqrDwsz+w1qp9wEhderMmOEMDGMGi0LU/rFzmhZNYaemcFqsTQbS0EpOQ3TxwAodb+5Ii7Z6h5urMt6VBtC4YRqPSFur7eysnvN0fHLzBMEzIRRM+i/15MfuoWhP74fIbYeNWTOKGZm5HH7XioEGgsF0KqdhqnDKMtuQVl4ha1Co8GNQqeHIAjENm1n6abtFPpPMLD/LMqKbboK4v7zLudaaAkKbpUZs7+tDGJm32Yuw8n0ZCdWLI5ua3KtWBVi6AtfBmDi2/9ZE6XGijRA75nR4PRe/SjKeu+NWc6yUSazEurdetOVUJx8bAmR0f0oS26yPbea0gnVwmwfN1s758PaUHNKZ+NC4HbTc8O0ZJUgb+cSq/alG92UXtpztC7a/FZv5caNlRbMF/KfFaVgPqCaMDkhO4EabrT8XdsQgmAsq4W3JlwYQem8YkZQc2NpdqOw68d0rRUb8B6bHSQRSLXf1o33Bqpbd/2M7Z2J0+zcBJ9evY5UKc5oZnaNaTPSF63vVrTO+vO0sJOeNWF67759VmFau3daiC4kOrwXFl7haLQzy+fw8k4iy1awfNkKxz2kmpAXO8ynsDMNfiiYna7Tfp+v+5/bmluWa5560bvX0N4aaN80GEPLjLk1ADtXlo/vGopb0kibkUYY2SzN6Pf1bRnzvCsMKxeooo1haHrYzSe94aQYSSGMHGdCaTM912nema23tdhvjUat+eooqKunpmdNmL493qx5dhuoXUyfxmxhxdSi17jdsIhpG9ve++0/bK001bny2mgwG9B6prJqqCTnG+ZbPk01YQ92EDLjYKLUGOeFG9gt4LXL/1DJjJ4ml7NexrzkAtQDVnHZc9UXMyEevOdAOb1Xv952r2NbE2o04Wj15m5OnB2juOk9M3tC0uT+egutvr9W5+vP69tT3kjN6tdYoRRKkC9lZm3AbvcTL3ke1ay1Tt/KHVudO4rfWoWg2RHAuGXMDOr+9czZ9KtMWgn9QkhC3nAD0sGnePPf/3nV/TNCU2as2NDsWNJAF5pmMoasQtWM9W305CNm3tHKduL07bGQLbEP869kI7xocAlqf/LDlOmFxXGu91E71D38zKvQr/84Zt4Ds4Gjp+rTn6u/t3GhSvfvgwsfS9vs07q/Ne28i+6Z6802ILtNqVorTjX5R8Y+Gamq3cKKOWo+W6j8wisjU63gxpPnC9lJpqdkcjrBVPueRquzHZwIA6wME9UqO3K4mUQsQtxCIPez8Gpjuh7j2SnJ0u1z+KV6dpvf45chy+m+bvaCanLcdk8vZfG2Esf+7vOw5q6K+5sl/+p/09bG1LLNpO9/mOTdtzuulRXXOLyzWO40U8lNgW3AXrw5btd8t99nLo1UbuepkW3VS/te4LRHz2djnhsUr72H+GQ/Jx5/hpW3Xhdo205KiwaznBgrBc5pfBhzcIysin72AO0buy21US4SPNuTbHZdkEZzJ08SeAsrny+ouVLjxiJRjaXS+HK1jUVjqLGyERktJtqmZWa91CeXateaJZUZlSmj0hW0sFSNNc6OrtAvbaeXZ6s1c53TQuDHw2ZncdMfqxeqSUxdsVJk8N+P0bDiLnLjkzPffIYcYJl1hXANVtZ9J4E4KM9NSJ5Cja+eddzIPqOHnWdXz2Kjh9cQNKt371b4c0vA4KYdt1Tb1WxwZu0ZrzWD1xBet3NN/71aV3ZD12rCz38HteHGmf7pq4unlm2esaya0cyngPQFpjQ3oYKO70mVCckTFKIdJKidgGA21oJUaPQGgHpDf0+ve6oTCUU9nsepv/MhWsB0HQuFmF52OcKJ/UCwSo3XfpkRGhjfmz4sTX+9ETsTp2HR0lmKjb4N/X00dN3TDffN9sCbzR+9sVyPXLyLxNQRQsVxx2c3WzOt9rRqyD+MbXgxnM01eYCgqqq1iugDu4+f4cpVS1ny1w8gxhIVv9lt6q5ddRbQPlItX56VIGwMZTPb1M36FfSCVe1ibHw+u/du9Vx+nymojcQsZNALghw/9diQzNhe3CC75znS3/k+55uunmEN2/rJO4Ey25lR0DIL5bRaTGtNNwyAqtAx8hj5u34XtaNr5rA+bAhmL95ehLWeNWHfIRxW38KtoOlm7lnBaSNz4wFy60XygiBzNqzmllnoTGlinKG//xtKK7aTHoyDIPiuBTFpotzoYSa0zDqnMErz2POMLHiTqbBgNNIFATf7q91csQv1tuqjkxXdDF7WMD+Cf60VFjc5sHakD27CCr08dxD5TMZvcmLXUeIP/wM3f/IjtK9daXFV/WA3Ztw8v5XRyi1jnJcca6u9snF8L9HmRSjL3uDYXyOCZLS1g5s8a6u+yDs6UXLTnPn0nYyPj9PU1FSzfgau1Bw6OciGFZ2mSo0bBPFx7DYcLwuzcUExCkxgvgG5DVMwXud2cbazwjtZoZzgR7HRMBOmZ4DbomJBK2Van6x+s0OtlBs/nrpaWO3O/92fMpJdQj6+BCh7Kj94g8y9f39uRnjTvJ3SngG67umuoHbWan1ovxuhF5S8WnocoSo0TuwlJhTIv/9PKqicrb6z3fc0Y7TpuudicdnrF2VN2XfsYEUh6sScA94KcnqFF1Y4t+ETVu3awe2zOH03tyiNpxn67F+hLL6N0amiaR/ceHT1yr02RqwMWmYQSjla0s+Sjy4ik1xve64bocENWY6REMHuO7p9B/r+mXmvjHtBrRQbN6inJ8krsU+1oXv1Umyg8ruc+vbDNA6+TNtvf8qyfa9rpvFeVtTSds9j55Ex0kO7aVf7Tb9v23mInPLF7ZSa8MaNyJe9xfZ8t6gmBNtOSbLzwjspV0ohw6lv/FrNlRox8BYVZx3JbiJqISBWoSBOsFNo9P82JnOahaPoXZB2H1n7T9ozUBV7kdPidv2i7CwGDydUKwgHkQBulbwXJKzeqdtvYnWd8b9q4DYp1fifW2jjw25saG0WR0YoRspBONo33jUUnzUnnJ7ZbC5pbVrVAakKqkrL6DPEQir5d/2eq0KFbtYRbZ6YPW89KVmtlI4gE0jdwvj97dbkWsVXB2WBDDWnaH3HexHPPzHD4qR/11YGGT2qDRML58/TOvwYxXArmca1M8e9fhPj31Z5pV4V/GoNOXNFeDHfUAslar7lqy578/XI54bIv3bIdxtOBUg1uUEvP1gpHmZt6Y9ZUUW76Y+X7+mVyXLmXHkCNemuTo0djHuxX0Oin7Vgvsz/4D01vQNsWLmE7vd8CeWqVbN+ryaXwilMw2g5MvOsGGFlrTNjRzNryy5/wMtmpd8wrTw3blykdnHnXt53NaFoRouGn5ACL6jnZKpnbKgGt4mOGuzet/Z+Y1/5DOnEJuRIa4VHBmZbXPQWaTOLr52wZwxbM8JrvkZ8+jiN8llyv/inEArN+t1LrpTZ/NC/gw/ecDEjz6/V0Wp+up1ffi1tGqqdG0YrvxFBeG/sQrC8zje7uaKqKiOf+2tyrGWkELMNI9PgFB9uF3qsR6g4TmrkKZSVb2d0enamp5s5EhTsQkTsYPZ8dnVsrPYvK4s5XJpeGifrfC2h9wx53Sf8QvtGffd+h3WpcTJv/hVf9zB6Y9zUnTG7rlroPS0fvEGuWOvtQtDM2jDbf6y8pNpcEks52oYfYdFffY6Tp5z3NCt42UPsPDlO+4dfL1C9PDXB16kpXeQyN5vs+slnNQmtFiKzgWHKjuby4xqTic3Y0aySr8zCzpIm/XMLfXva9X17Ki2IbiaznTvbTKG0cpcbNz678CHj+9C+sZ8NqhZMOnaT0CoZ3mrCmoVz1Ap+6GzdQg1FEJUCcPGZjHPBLhHYODY02L2/akPQxFKWxukj5O/+fQiFTMPG9PAauqQn/9DDzMrnJhSiWjhtOG7gJYTMDNr5ejY8vTJgF9Lklya6VhAEgaa730vhi59DaL5phjDA6Z3a/d533ymkC+dYPp+q0jS+h+nkerImCo0egYZpWsDOq+30Loz9c+u9Ms4TYz2SoGG3h9iF711qqCWhgNm6t3t66cWQWlEEQaigUnabw+LmmJ9zvELfpmbE0mrg6J/FqHyZPatWskSDmzUSIJIfQlm6HjEao2eNsyxmBr8UzE7yjh2RlBfIOzpRslPwDc+XekZNiQIiB8cdkwihOmuKUfO1i/PVw8ti5lYQcBOP7Admli+/CeJ2cJPEbMyV0ODkZQqqP2bwm8zsxkvgdQIHvUnWYrPqfXmY2L2fYbjjdlQxMktB71kTpu++U6aLsd0CbUYuAO5CGJ2EueTdtxN5+Auoja0s+5VfLD+HiUJjx3imh5f3asyp0W9oThu5W0+NG9RKAKvGEui03hrXCKs23ArHTu/ADatU+Cf/jjBWZCTU7fgMVl4Z43l2Yzc+9RqN8lnkTR8BQaw430i+ocEtg5wXGOeu18R/p5xS/bVO+TR6gVmv2FS7l7lVZjQ4CYxuPZRuPX7GXKcgEbSnxviNjB62R5/uo/DtL3PHZ/8nPz13MX/aTDaphbxiBT8eI69tWRm1vvqUZLp2wEVPp1HuaJzYx4Jr1/PmX769IodHf50dvHjE7a618o4HJcNeskQBRqVGj3psyk4bUzVte4FVP6pRkDS4WbyqWTisNm4NdsxYRiGgWrhRbPwqNW4xHxUb+6JgZVgJ1OLxlwg/9wjDjTuA2WQXGmGAHnrGMzuh1ey4HnbWe0uhd+kmEPcROvAkiz/zl4jRmCfh0ig0O+VPmIUWWAlmZpu9/jo9/AhcXhGkp9Pr2me1GTqFVPnNVXFjMDOi92gR6fmjhPb+I+Mtl1OMLjTtk/4edkKKHmbPGckN0jzxMvKGX4V49THzZv0z64vZOW7HhlO4oRu2NjfMZ2aeGjf7lpl3wuvcqjY/ygpm48WrAuQVXg00buCUg7J7eimqovDdT/5vLnv7rXRft3PWt6tVMVU7eFFotPFnRgVt155d7s1MSYQLpDpW+6V+r2scf5kFN27jzb/0Bs+kMvo27eA2N9opJLcaebheSk1N69SYbQJBTGi7Fxv0AuJFEbG6p/5vP+3pIe0ZmHFxmlnFjKxLVgwidjCGpBkXZ+MEMQudC2rhdrNxWb1Tr/kaVvCyAdZCcfcjpGrf3ux7h84oCMVJYPa3lPYMsGtN9yy2Myi/B7Pq6mbteAk9snu3qaUbEXI/RTz1KoW3/sGFmGN7pdsIfXiqdi+zTcxqQzRj0dm4pmwL2kg/B45WkhV4UWbM4HcM6cN6rVgQjbDrm1fDjHF91841U1btrP1u55vVWmOXX1AOMVyDMPU2mo7fj7L990gPHHV1X7deaw3RTB/Jib2U1r4P+dotpm1UA7tv4aTwuf3utYRZ6JmTIFxNfRoNZutBEDB+D7t5Yjy/2nfu9l34zUcx+1aCKHLVL97Js//+bbquudz0XlZ9tYLVGqUdVxWFYt8J8kcOUOw/gZrLouSyqPkcYlMLP37DnUTXbeKGxTnPz+RGodGOm7Gi6a/XxpZdnl35gVTiygRXXLF81k/6uerGeOEVWpv6ml1er3XbH2nPAIUNzZ765xfzjtLZCtUqFvW6rxmqCUuzu9YsvMfMU+LWhWq2CLm1Fnj1kPmhNXayNHr9Vm7D07yiHkKBXb0CO0W292gR6YUTSC/9b84vuhsEcVYeTdc93Xx85Wt87K8iM8f1IWl+5qKVtcoMMwmU8jQp8RgCCvnbf5OebW2uQ87s2jVSVevhFCqjh6bY6JUaJ8tf0PliZu3bCa5OXgyvnh4nD5OVV09D0EKlHk5rzMD/+ATpxq3IkVTFcaNH0kkhN/s9PvUaiemjKOs+gNpozRpXbSSAXX6I2zXWilzGjcdegxNZjB28JIxXG5KsoVbEHE59CCrM0gxeSkK4hVPek6qqfOvXP0X7734GqWOh5XkanL6f/hlK6VGKZ04hxBpQxkfJHdxL/vABGhpjLNqynva1K4k0JpBiUcINcUaPn+LQ9x4CIJJMsOSyLay67Uaen2oDrNf2zx5fPet3M7IAKznJuObqvTVOxFKtTQ2IAw/xns//KWIo5GgQ8xOV4iY30xgaZ3aO/v5+lKxLlihAo3SWXhk0ZT+ruLkL4ddu09QnbZv9Pp9RrcdGD72QqH+n+oR9swltPGY2af2Es7jZcP3AqR9eJ5qVN6FW9LRBwcki72SNky9fjvRKBLGURZGCMzxYwcwyaeudufBb6OC/U+pZg3zVO0AM+Uqg1M6DixaprgvvTTteTbK/ptBoYWg7E6fZxWrf7VULbUwYrYduLLl+rN5m38DKI+8ld0aD2flu27B75uJAP8gZECr7pn8Gfb/19zb2pQKqQuPEq0TzZ0m33UBTo/ccCu2dWo1vozdMg1EhcWu9168jVtcY13IrD5zfaAw74o1aEcdY/eaWNMYPar23BE0c4ETk8PTZBsRYHDXv7BlxQs+acNkTc6qX6SceJn/sEKG2DgDEhgTR9Vu4+f130LhoAYIJlX/L/8/ee8fZUdX//6+Z27e3bLZkd7PpPaSQEFpCRxFRVEQRQVQsoGBBEOWD5af4UbF8/H4+6seC+LEgKE2KNBMIISSE9IT0TTbZzWazfffu3jIz5/fH3dnMnZ1ypt2SnOfjwSPsvXPPnJk5c855nfMujfVoumAZ+lvbEB8cQsvqN/DMF7+J0IqLUPyeDxmOi4f2JXFBDV3oZ73fy9cgv0PC4jrDXRBOioM/uh7C0ivAa0Ty1MLIKsWpRYqW1YZ8TuXf6u/VeGXaSYunIZ35YMHY52aO+0qsHKs+Xol6NduNENJWoengrTgq2lklnzLDPDO62i/Aqm0nrTA1elZWTOXcWrFzm0zt0shYHcQO7UuC6+tA6LEfQFj8VfQe2zVu0lZ8zRVjOzOAdkdKE9pV/q0S2ufBDRyB7+A/ELv5AcCnf21mGd5llCvHclufO4OMMx1TD+LKYwFQHa8XDtStyRnNs6aJgEj7e5q+0+l7RtPGjDDbrVYT27EZPX96GCcrLwU4znAQpt15CiS6UdS/FYQPoL98OcqaxpvkyOVZ6Ued+Fu50VbUwS2Mdl6VOzV2Em6qTXv00NuNpG2HNCvbtMEalCKUpg5mkz43gglkKinna8cC6Lj7Mxi55edAIOQoAJRv28sIbXsOfCiMyDkXovD8S8BHCsx/aEDVxqew45GnELv+O2helt5XX1Azgr3P/RuH+nh0TrrUdA6it5to9H4on6X83HuP7kBFWSm4vX8BmXk2Jn3i47hwUnJcuerylZjt2ChFjl4AANoyraK3GJCpnRr3AwXsaMHyBVPGiRor0GyNaR1nhBWB49bDteJTZMWURssxX2+3SmsyZ4SZqNE6l/J8etDspqk7FStOo1ZxW+xkandQbzC3MnkJPvc4kp27MFC+bOw7dSeo9w4qj5exMvjLZcl/az6H6HH49/0VZdd+EAXLL9C8Dq1dXqMBVW5bZiIFOPUOKN8X+Xj1b/RMFGS03iO3nPm9iIxnhlf9prptmIlmM1M2M1MsIkk4fu9X0Fu8CEKwYuz3lkzNCEEg0QV/sg/hkVb4pBikxstAJiymSgqrhRuixm670OtTrJjAyKadyt8bBdkArPleOBEzemOrUVuyazKpN7GjCaEr49QH2QtzNCXJWAwvP7EBg88/gZFP/BTwBeyb28ajKHjkm6j41J0ITJ6quRNjh/Oqo9j7zMvY9cy/MXz13SClqZ2fKTMCiK59GQNPPYLgtNnov/iLmvdLy8dLy6JFb+FXPVfzb25Hb+t2lHf9G9ykC9DwxWvTylSWSxMQw8jE0UoAAD2s9Olau5xKSqqb0frYZ/JP1Ly5ZR9WLJ6J0vO+BM4fGvvcSQQpt83L9CYVXqzqW6mrnngzKldtpqA1mMsvzCcWHQWgPZGTMRpo7K6K6a3CaoUSthPYQKtuVrHz7DNt5uh0Eivfo9Bf/hNS1QL0jPBj32lFCAPGty+9ULRm7ZZvew1S+UygYOK48pUMtKxHRc9alH3oIyhYdv64crQS+KlX02gSpukJfC1Bo4f63OpzAMaLA05wK7Kg0Yo6zWRTL1eQEz9CGaeR9fQWTmTa7/o8hsONCM79iIYZWUqwhEeOwCcOg5OS4KU4RH8xRF8EwUQXOCkJwvmQDFbB33A+SOk0gPel1ZF2AkyzmmrFqdypsNGbnFr1BaXZsTF6f50uRGpN8GhxK9CMUShzWtyY8+ih93zUfaB6V/pf/3gTff9+Bcnzr4dUP1Pfl09IwL/lBXCD3eCiPeAGe0FKqyGV14Ab7gcXHwHXfwJFc+ag9LqbdH287CBf255/voStz61H/Lr/QFN9HANPP4rE/nfgn1gLvqgEved80vB8NJHcaN8RqfwEgmsegbDgC2j8SLPumGHX102NMnKpVczcP4zOqYYIcfSv+2ke+tToYOYwZdd5zs7KgJ1GoSSTkbD0BkeaKCtKlhUew6U3hXDDndWGEzYrCdFofRr0bEABxfUBOIQ6XFBDdWpNaCL76GFlp8kLMUOzem8n2o+yM54yI4CWt9qAwVaQaR8CRvanHauOYmfUeem9s5ptghDwx1+Hr201xJpzAM4Pbsrl8B0S048bPoHy6A4Iiy/TFDRAqsP/ytRUvZVO+fJ9UUZ9ow3NrERthqmXgI4GL8OZ2o38pERuc4f2+dM+k++RnmOsuq0q/zZ6N8x2lZXo+WwYoW6TWivdyvtWfOkV4F54CmLrC+DFUki+AoRHDiMUa4c/2QdwfoxEmhCYtAKD3e2Q+BD8wiCKiotBii4FSQ6BFNbCFyqD3sqglSAWtOMKjbix2z5ofqM3JlkJUqOH1XeGZmJFG/JWbbojPxOn/gpqca5VLyNnbv/mdksm+1oYmSnr9YvqPlDdFx6ewGFDtAf+ja9DqvPhEFQ+1MkYfHvXw7d/IwrKCxCauxB86WL4yisgdnZA6OwAX1qLk/0RIBBC96TZ6FaNgU59hOT2RJZeDf5v/0Rj9SD6H/0r+IIClH/yi+j51Y9R/J4Pgm/bC6l+pmk5Wljy9ZUERNb/FaUf/wQ6t/GGv6M9h9k8TG5bdnb+0uqejILv2gr/69PGFieVZNuXRiZjOzU06JkPON2GNcKtaBJG0NbdKNqOXSElT1KUuzR3fC+In38joVuGcgVa3anY3a0xQxmZSs7s62UitlzFajhemhU45X089p+/RnzwJALzbrS8mqxGvVsD6Hew/NGX4Dv+BnzVNQhNn4PoW2+ABKsBfwLgKwEighs4DOGsSyEseTemzAob1odm5cwsRwagnVSOBq1zG5lOWvFJsWpWaxWjKD7KMq3umqrbo5P3j8aHi9bsUYnaLDd59DCi69dgeOvbAAkBviDEmhUQli6Ar4UAHGcpqIudvlvP7FOrL7DSTtw0T9TbjdOqj11/Gppzq6FxVqYxKdQzS7MSmt4pTieETvysaJ6X1gLPKwcCWPPIKxjesR3JJe8G38lDnFENbmQQgTcfR7hxEgLN01F08bvB+cYHe6FFHQDFKoQQDPzjT4huehO8n0f1N3+IwWf+jvjenRD7eyFOnI7E1XeOOw/tOWne08GnXkBFURAThDcQ/sK30so2Mj+jwco8zO5cmj+6G6Fnfw4SCCFxxefAnyjRNLPVe0cytVPjuqjZte8I5s2cbFnU0ISds4rWipapPT+srey4uWtDa08uQ+NnpHxplMJmY3QS/vyzTgiLU8kWlYmoZLRsrDNptudk58WJg2w2Mdqx0duVpHb+3jmI8MNfQ0/FhShpPnfcwG/Ulmkna2N2wxqCiRs4DN+hpyDMPQeTPnAVjq7ZDlJYBq6rFb7WbiQufQ8QOrWrpAdtglmrA7VWIkCaiT3NMXrP1IkTuB52nIT13ns7fm5K3PZ5syNkaBxmuZOt4JIxSDVT4d96Iu07K4FraN4TrR0rtYkIzSJSJkWNFkaLL0ozUXnhQGvRwMzE0UzYmUErQqyMsVbKVZbvxATOLnZ8r+z42HTtPYh3nn4R3QMCiJgEJIKiy9+L8JwFOWV2mzx+DNJwFGL3SfQ/8nsAQHjxORjZvROxmx/UbG9Wg6vommq3bkclvwvvu7IBK69Zhju+FzQMamLnvlk1D7UEIQj99YcgQ+0Ax4H3BSHM/BgQqaJq20RMov/1B/PP/Iz3px5MWf0c8MEC11Y2nDjXaj1opxNx9RayWefjxW6T1jmNTBOUvjTLCo8Bd04CkNoVUQ44RqsTWs/BykomLf7NqSSjXvqtuLWq7CbqFVHl9dtdqZJ3NSYOvI2TvlKUNJ9r+hv1MzVb9ZQHf6OoTv7NgFSzHFy0D4ePBYFpqehQ/uMFkGoxJmgA+mt1mrVab8Ill+mGcPISJ2YZenVXh/gFTgVB8CJLuJW+nXZyqHWM3gQ11Wb9AIog1fnGRbNSYuQfaHWso42WlV5PetwwUaSB9vnRmjYry8qEoLGDneettbtoVoYdEe8UvYhfRlTNnArc+GVUqj53e1x16m8TqE21P6muASekBpDyGkS2/hVIxFD85HcwfOFlQMWKced04z2qDMXADSdw3rsXY+4MMs4X2o1w3FZcAizPrTgO4pRrwG//FYYLZ8Cf7Eewaxu6UW360/KG+ZASw+i3dkZbeJB8swNzmmt1o5/pRWYwgtbfwY3JtdUwolbtCI2i8shRnayYMNCGh9Tb5jRzDNWqq5VVZztYeY5eRAGS8UroyJMAmmh4ZlGczFA+7yfueRBdA1UomPEuQ5Mxu46AWs7cxddckRZsgDu5Bb4Ta5C4+BZIk2an/V59P2hXEo0m2Vq7DLQJAdVl0GbjpjU9c2uXJlMr8nbMQmmcXWlW460IADfNd83Q66+Nzq11DtrQ5E7wup3QBOIA6CJsamFnfHG6UyOXYXUX26xsp6ZtbpvAW2kbtDvlTs1PvTTDTasbkdBUMwzheBv6H3sYRZe+Bx2V6Qt/6ui5eshpEDRDK3etxqrbP4T6sxeOHf/nn3U6cuQ3g+adsXperqcdocd/iLi/EoFkD7onXAZwqQApRu1SFEbQ+sin8s/8bOPBNiyfNgn1338GfLiQamJkNS68FTKxWuM0igmtsNE6P2C8Uqg2udASL1acEDMlbPSgiXxEMzG2g5six2qUKL3nZ4RykvHvrT04+eD3ICz6CsD7x7VbpQgxqrOe4NQrT0s48R0bwPXsQvxj3zSsv9m10phF6R1jFmbWCCOTNfV57LwnXvvU0GDXBIOmLK0yze6TExMwt6JMGZnf2vHBVF+TlcmN3Z1/L4WNF6LGbZ9NI3LBydnufMXpwrAWVtqKG/5zmTC7NSO+bxf6H/sjJtz7A3AcZ7q4azZ3k+dlnJRAVefz+OBDD8IXDKSNNQ+/5vd0UcPOor/RbjUA+F/fAv/OX0PiQ/BJMZCCGgjTPgSEK9LKUCLFomi79z35Z36mxmiFjXb1w2iXIhtoRUqxErmGpuFa3Zo2O0bObOvUpCubZlpG15vWXhSfH0KdawO5ExNIGT2beJpJrl6wAL3vZEr3vobO/12DWKgOQ23v6K4QljfMB1T1M9tNkL+nMb8EABACbugYiEb0FDVWtv1pdlD0hIzR38B44WIkfGh2MdwU/pkyMTJynjVbuaVxutVbLFGHFlej1UbV4tqtyGJ6776wOJU53Mw008hUWS5DC/W9ketIO5Yoj/OivRiZJFrxo9HCah+pd4zTCGZmWBHd6t9pmflqQTv+aZVlZxGFxtTLTWd2mqiIerjVpoPTZkMaHsbhTcfRfPapcVfvOuX3qfWRI/BD/zkMHVyNQE0tVpSfGPf9lBkBHLrmCvQ+9QLKYW1Xjeb+K8uzYp6m/HccBRMhTTwbYu8h+BIxcMMdSBx8AdGSeVlfHPB8p0aJVXOWTGHW4VmNkEIDrUmdm/fFLGyk1udW8HKXxslKm54o0JrkepXw0+69oXUk1Nsev6BmBM//ZQ36125BV2QOyhsXAdDf3aMJHEDbMWqZuHGdb4Pv2Yj4B+8FgnSTG7vRemhwErJZC7PVZ6vtwElEIyPMxLDeCqU8gZUHc1pTFLs4NUuyY35E06fr7bBa7afU5Qw+9cLYbqne+04bLICmT3drMqgXRh3IXK4xNU7MZ7UwEk52zBbl33lpVifjxRxFCy/nAG4HxtBrq31//R2k6CD6zr0V8Ac0I6+NtVUhCf/2kwBUC6uT5oEbOgYkBwBJAN+1A7WNAdz1vfePHaMcZ+Q+lXahwm5QATfdMzgpiarOZ9FXcT58yQEUDu0FaboMpHQ6IAyDH1wHLspDbLgMwvJpGdupcV3UvPVOK5bNadIUNXqYhe90i2wrSCOMfCvcvh80Nt5WyaagsXo9tDkU7Aoc9WqvnrkWYC3qn9kKjV6nPrxhLU489SIGypebmiyqJ1xW3015C33cxEsUwB/ehuCrf8KE2+/C0WHtkO1aK+VWo/TohWjW+twswZwV3BY0Ml6tWNL4u2iVrVyZ19u1kaF5h6wkttPCrp+NEithl5XY7bf1IrEZiRpgvLAx88nTwo6fnlmCVqO+1MgXzWrocyOs+A94NV7ZHUvNxgyzejuZIzgxXbO6uOUWVgW6lUUwIZHA+p//DieP92KkYQmk+lloXDIJfGHR2DEtm9oRePVP4Nv2Qlj0ZSBQNFYv34FN8G9+DgESg39iHaqKeZQ1NeCG62YhGErVUW8HUylsrPTJZsepMWpHVnY1J3Q+h+7KVZD4CCoKeUhHX0NA6AUIEC2cjsKhPRAW3A6EKyAlhnHk0U/nn6h551A75kytR9N1v4F0zjTd49SK1Es7aatoTeaMzCDc7iC1yvda2Gid1wja50dzr9T32+4ExM7kj7azszLpctKWjSb3gLaZjtmk///+sh++f/0eZPGX0s6v3IGkMZFRX0PaMcII4Auh99gulE+aCySjQHIQ0iQ/fEd3I3B4E/wVVakwn/MWaa46K7Gzqmx398bMR4YGNwSN3uBPK9LtRM/Rakc0A6hyh0a9a6OEVtSY/cbN3VGruzdaz0Vtc26246XVh+sJG61JjVZ5en0r7eq/Fd9DK++Wk/eJNkeHVRMvWtwYy2n8H93YlcqE5YuVeZaVcduu/7SdwEC0bVe56CUJIjq27Ub7lh04uecAhk/2gKusxkjtfJDyWgTe+DumnX8WDr7yOkLzFiEqLETy/CUIrP8HQm3bsfyma/G+CyvA+/QTbBoJG73rsdLHG4VFB5xvJvBiDJVdL+Fk9VUob1x4au4waR56j25HRXkF+GNPI37D9+Df3J4xUeO+Tw1vniWVZmKrxi0RY7bioWe3Tfu9G52inv8RjZM8YL9Ds2KjbfS3k50fO4LG6vmchEWmwagtm10fbfuxMgmRaqchKMUgxPuBUCkA/QFG6zPTdy/agcCuX4MAqOKC4I4/AfB+kOIK8L2lKJk9HRd84ssoqa/xzEwJoI9OpsbJ7ox8Xhk7gkZ5r62uairbgRvR/mjLSF+hTw3EF9Q4Ov0YWu+anfDrdk17aO6/VTORQ9D3u1GX1Xt0R8q/ZkYTbZVtXSftNVh9p5SZ6JUO0TSBOE6dyzh/Dc2z9cLpmgb5vtrxIbMCjb+yU3FD0x/RnsPI50yGJpKrFm4JmrT/v7AcuPBCbIx+FGIyia49B9G2eTsO73wFyz//EdQvXYhZV1+GYxu3YsfT/4DvT/9AzbQ6LP/+V3Fh3YDuuZQJn5Vjlvz/h/alT8uV31vx61WbpBv9zupCD9e7B77W1SBlMwGOT/t+8NBaRBLd4KNbIM5KRZETFteB23iQ6hxOcX2nZvfRE5jbWGO4U2M12kWudl60eGmaZQbtyrsSWn8fq+Vp2YJbWS2gNf1ww7ZWD7NkcTJGJmdqaDtyu07zyZEYHv/sf6C3ZCmE4KlMAjS+ZMrnpDv4SCL823+MCV+4B1ykAHxBIS5sIuA0sg0rV6Jk7Niou2Vq4AQz0xm7K6lWhbsbfhFWBkqzMuxG6FNjJIDdcFB2I4SulR1FreR8RkFwiq+5gtq8xAufPSV23im9CGhOFxGUqHd2HIX2tYiWyZjTMcnrHRw12fRl1sOqsHHSbpXJYa2ibMfJWAw9Bw7jqrMLwfPjxz3175QCXyls1EnQzXa/zXwa1QFelNDOvbSeh3/7/wMpqIXYfDV62/emR3nrehli83wgEEZyxQeBYBhA5qKfeRYogEbUAN4LEi0nLzO8iPCVTWFjFbfEpll5tCZnNGLGrYkUDXaFjdu7UDSrU8sKj+Hp372MF19sH/OpMcuRoDaLUQ7eg0+9MHbMWDnJKPzbf46a/++/wIdCVPbzVgSAHYFD68CeKUELuGtWqbXy5mVeJvWEzQ1x45bpp/q8RlhZbFBiJ88NrbjRQn63Gq9P362hfUZWzc+UOF31VqPn4+YmXu4Aq7E7P/ByJ9XNPD9u5cvRGlOc+LZZaa92dmis8ODB6WlCRAulWFLuViq/l1FbGaiFi7ocGmGj7oftmKDpmcjyhzbDv2M1+BOHMVi8AJGZV6X6rOoGBLb9HMmz74OwJP19z19Rs+8ols9sHEu+qRclRsbtiBZe42ZIXy+gHdTMIrkoxaBbHaaemR5NJBq7QsbLVXta23+nuzZOOvNlhcdwz60PI1ZxBUhx49i5lQ79evdfWFw3lnARONXxru2IjCUZAwCxUUDouV+g9js/ATdqfmrkJ2FF0ADmfkaA837CjoM74GyHTsZKoAuzlftMChuz86qj+dBEH7SK3QADVp8T7WRL3Ub1ohKa+eAp31E7+XzMHIH16q/Gy8iDbpBJMWOEnZ1OJ5HiaHFT7LiBXV8aILdEDQAQQiAKEvwBn+b36h0gI0GiRk/UqMsy+p0WVhZe1YKmqXYY8Z1b0VGxAlNmBgEAh199B8FnfgHhrC8BfADS9v+Fb+pMJC/86LjziIlhtOZjoIC3dh3BsnmT0XTdb9B/4qDjSVomoI3MosbIoTZTIfbsOIua+QDZDU9phtZ5zQJAuBmpxw40Tq804obWFMkNMxfl9YuJJP7+iS9DWPy1lCO/hjmi3mRONn+RhQwRBQw8/SiEzuOILFmBrp1hcPF+INQO3+7XMPG+H8FXnN5ZaflH2PE7oW3PMm6bSWn9XsaJeZPeSpgWVhyPvRA3ZmbDRo6tWt97sfJv1WTN7s6NjN3IUVpjhHqhR0vUAMaCyKxvtxrFTVlfNdkUN7kiZqxiFi1QSTbDpNvFS4FkdwzUwomYkXn1qY3450P/RlF1JerPPgsXnzsRnUe7cWhXK44ciyJYXIhln/s4wiXFANKDqujV1yiJtNX0A3YXXZV9hHzP68ledD/8vyDxGAbKloIXYyioXwxpooDA+mcgzP8cYvueQVGiDcK8WwE+MH53580D+Rn9TC1qZJxMVu2KDqvYDfGrN6Gw23nY9VnRK8topdtrUWMU/Yx2q9PugGq343IS8tdulmwa3yfad0Z5b3oOteKF+/8fpCVfTTuPjF5+Dq3nNnjwVZT3vwVx0sXgu7eBG+kCCZVBapgCYcm70bzE3FPcaWheM8wGPlpBozX4uDkpNspVosZKpBu7v6cpy0pAENodJbOw3EaYDeh6wT2siGo38oHY7U/1/GoAY2FNs1ujVV+77TDTu+FWcDKBtxtQRoa27nbuXzbvixu4Fb3O6tyApl+ZOyN9Srxrn7aPzMN/2YWtbxwEKVoO+A6DP7YLpLwOYt0MkLIa+P71WwyWLUHR1IsAYMyUVDm2GIkZ9YKQHWFDU7bp/I0QhP78fUhVCxHtPY6S/k0Q/SXwcQQcl8CIvxaCvwRF0X0QZt8MFEzUnD/kb0jnwx2Y01w7Zn4mo560mU3Q3LB1t4Pbdt4yRg5bRjixjXZyDqd+NWZmhzSCxkqbcGPlRY2eA6HVTsStnCVmE3Yt07MNL23D//1mK3wLPw3APD+OMk/GuInScD8KHrkPEx/4Hxz9awv6jm5FWdOStLrRiAU93Fzly0TwEK9MzZzsslgVNzR214C199zonLTihvZ9pvHTsJoLxY1QubQ7rkbhVpW7NfKxMk76FDNzX7dNwtUTNy/NrtycrLvtp+mmf59e+VaidMo4DZbgVl9rNYAU4J6oUQsZGT1BAwAj0Rju//wfkKi6DKRidtp3wuI6BJ/6Maquejcuu3gGAONdmIdfGx+IWD3+KvtKp/MSWmsDYXEdAmv+COzfht6qi0A4PyoqKkDClfBv/hHKb7kdvb//f0gGKzFUPA9CsALF11yh2S6kkSG0fePq/BM1cvSz+u8/g+DufqrfaHXaVl/wfBA2MlY7ETd2U6yew6qokc2DzHaNjAZUI6HrRNAoOyyjTsoKbmz7As5WrGjuz6bf/gU73+xARDgOsWEO+gaqUNq83N45CUHxk98GFwoj3h+FNBRFz4RLUd54VtqxTvIzOBU2RrtNbmInwpDXggawJ2qs+Gxo4YWwsbJIYfVd1KuHEqc7N1b9VmjM/azsHBrt1ijfEa226dQUMtO4vevgtn+eGqPJLZBuXukkyIKd+Uk2dnCcCCMvRQ3NXOEfr3Ri3e+ehzg3tWgoz4PEaQEUPP1DfObeqzF1bsqXVRnVTAvZB1ELZR9AE6BADz1ho3deru8AfC1Po6tiFQgfSAUIat2GquEdiCcF4KZ7AVGAf1unbp1l8jZQgFLU8OFCAPQTZrdsrt0QONnYKbIy4cuUqLHiH0RTNq2ooW0L6hdbb8WFBquCx862L2DdjElvwkEjah75wgMgfDXA94EbGcCAbxoS4bq0e65+PvJKi/y98jxEEDDwxF8Q3bgOEAWIsz+Bnr4+zTpm2gxTDzffFa9M5IDMhGZ2spPmBCvCxuquq11Ro1cXJW74S8nYaYfKnVMr0EZCM3IMpiXTAsfLibfdsPkAnQO43vHq35m9A3aTmprhZkhpI9NzNdkWNQC92ZmS109U4InPfR2xGx6Af89Q6kMxDr71RUydE8TtX74Ic2cQ7NrHGYoaeXFp24+eMTVhpV0EovE51AozLxNIdKOs/y0MFM1HPFI/Kmi2o0pogTBwDH0V5wGcT9M/V6svyVtRI4d0VooaM2j9adyyJzSLdJTNXaJcsnVVRkHTO87qjo4dUaP1PNwUM2qsiBs75i+ANWFjV9QI8QT+ccuXgchECDMXwb/1RXRVXwnCh9LMWuRzqwWM2j78vOoodj/+HA6+tBbBVe/GyZJFIMUVaTtwNCu+dsWOFyJHvm4tUe+206udnRna0NQyNPfULCysGwsZZuelCSCg1d/T7Lqq30m37p2bobppdrblc6rN0ADzZ6Tux93yYTDDqG25FZjDa5zkPbGDE3Gjxu54BGTODM2uVYgWVhfC3TZT3xidhGf+53EMHjkBqeZaQIzBv+f/wA0fR/F7r8P9n5w61mfJ/ZWWuKEN/iFDuwhEE9xIuUPUe3QHQAQUDu1FwchhiM3vBamYM/q5iKr4PnDxHgizbgb8Yc066i2+M1GjwIq9tZex8O2QKRM1JU53dGgFi9WOzIott5mviBKrgqaZD6NFihkeY9dMzUunPRmzVRuZpZGjeOSfh7Hx9cPg4hXgO9/GybLzDIWHMoSz+j5veGkbXntqI5Z+9YsonFCZlvhOOfnSK1tdZxkvw6Q7CSFKi1ngDfUxdiP4WelLtNqUmXmg1edgFsHLaDA2EjWA9mKWFbt3q5HR1HUyguYdNWt3aqGh964oJxt60dAA9/z2zOqjVXYm/NcyRaYFjRq93Z5MiZtsL6pawWrgCtp7aMVcfWN0EsREEq/c/yP0d/WDxOOYcsEyTLtiJS5oGEGkKKz7Oy1TMK1FNieiRnk+NePG79ZtCI8cReHQbgj+EvAzP4zek6myy+tngxS2Ivjq/0GY80mQokmmftNKhMV1p6+oUeY/sQLNav24uigSHuWC2HGyo2M3uIDXfgV6kzWtSRVt+Gaj1Rc7gqaZ1+5YzISNFjSdnBlOMtHLqO+V1vsxV9yH//2vV9F6ogaJrr0g4DFUuhBAerhG5fluuLNa97369f+sx5RKEZd9+HwA6XH39eyBrU7mlXhhtqZnkkNjquPWu5RpUZMprPj+WbkHywqPab7n8nutfI+Vq6Fa2PWxUeOGsFFi5ouoPs6KMHXLZNJusAgvUI89bvidZlvQyOgFVHAjmqfeuYzIRaFj51lZ8b1VordoovR3Whw8jP6eIYwMjqBuSg02jTSMO7f6N2aRUs12bNRjvx2TxbUdERzaNYTgPx8Gd3I7EKmCNOlikNKp6D22E+UN88EfXwe+Yz3gLwDxR5A87z2QJi/Ura+eD2liTmlGRM34kAsuo9X4zMJ50pqD6UWnklF+l4msxmbYiUwiY8UkxAvTGb3zyFidsBrZm2uFPNTCickZjaDZtY+zHGTATjtTP1ua52e0SyZ3oD/7t4jufcfB8QmEY8fQX3q2YRnC4josKzw8Vn91jp6+I8cwYcG8tPMAAGomAYgAM5o8iT5EG6FLhmYyo3eM1xM0J/4HdsLFZhItsz49aEJrj11jzSRgn7awUSLbrRth1gfbNb3TemeVzvhaSS+tlt17dAfKR//WWxjUekf0VlSNhLz6OzvjiddjkJsLEE7DVbu5cCq3UXWWea2s9ID5zoLRmETTp9DuDNIEHNGD5rdemcUCGGciRjO3UN7PzYnJQBGwbKK5sKAVp2bv4CHIbTzVTmjmw+o2cBY5grYnfgOQUojzPwuEK1KiZHAnAIAbagfftRHx93wBvraQqZ+UnimusLgOiEWNL9glXN+p2dN2ArMn1eC8R1+AvyB9p8ar1Q47KxhmHRBN0kU7uDEZsWsm4faEjTbKlZbpmR1nOCD9ubjpR6NGPTjIzn52MTOHsZuQEkiPiAKcuke/e2gL3n7pAIZKFqB80jz0Hts5dozSlEU+93+/63DadRJC8I+XT6BlzXr0jgDk+BF86/efRygS1L1GeddGjRfOxG4McLT1oj2XG9fphk9fPq2uapmiaeVoAOgi/qgng8rPraAnpvUEm5dBJOTyzczQtKBpC26bqtktT89EmSaPl15djHCyO+OFSZgSo8ADZv5mgDOrAqt+aE4iXtIEL3ErvLZbPjV254TKvokmpx1ANw+wY47WuXsfVv/ot5CqV0CqORfguHG7y1z3syBlEwHfUioza6Poow31cbzx4Svzb6eG92m/SDQNLZO7KOpzepHnRAurjr9aOI0qlUkysWOkRkuQuF1mrqE1kes5eATJQLnhREAeMC6oGUkTNHOmS7jn00/h4P4uzPvgVZgeiaCoZgJCEUG3rGWFx8Z2baz4TMj1d4Ken47RCqCVgTKXQtiqcbIDnGto9Wmpz7RXrdW4eR/0nrnZLp/VcN/K99Noh0tYXIfy0d8UG+zWqKFZ4aaZsHgBTRQ5qwlQM4Gd+YLT8MxmuzZqywL17oNWfZzOuWjbH2C//7Xa9+otapxOKEW+f3M7DuGUsKGZ085K7MFT//UHiA1XpeXYUfZF3NAx+Nr2IHbhDUCoYOxzo/7BKIIix2VmDuX6Ts2+jk7MrJ04bqfGjk+MGq0XMFNixOjlt9tZZTLhmJtJsgD60LC0/jQAXb4ioxUqLXt6t0M4OsFKiEUZGhMLLdvaf/y7E2/88q/oLrsQpZPH56URFqcSbd7+4CWa5gw/+lsSb/7i97jyR/fh3MqTFFeX/hwePDhdV9gYDTh6pqe0EXtoHdFzETeS72mRS4sfVoNE6JlGae3k0oTUzVakSrtCQW8XRBZDcpZyK7gZtlfGSvheJyKF1oTPbKyzY27m5lzDiSi3EziHZmzLxEJBpvD6OTrZqQG0F6KMzKyNzLzUQkJr10ZtmvbWs2vwl+f7IVVcBvgL0Nu+N638QPwkyoZ3I7n0MojzLtKthxqj965xUgLrrrsi/wIFbDnajsWN9WOixg0xkwvIjcJowmylodN2FFZWtDM1ebEqaADjgUzvpQS8i3xnJ2KI2tlP73grdaQxHaKNqCXfq5Y167HxD/+AOPUjYzlklCs7yhVlrcAAG6OT8Nz/vQzfzg2447sfQEl5ke716CHv+sjihsZHygiayFVu7cpkikyFh1WTTZFj1e7eaFHEigmWFjSmMzS/t4obAkcrop2d3U8v24LZdVoVNzSChmbhzs3cJnZxavplNq+yI2yyJWrstFua3Wkvn6lTUUOL3lzALDWGkcnu3BkEQ7u6cf3nnobQMwBIccRDdYiH60E4DuGRVoTEASTPfT/EWecCHO8oJLz8vgnD0fwXNRdN4cd9n2uCxqqvhNbE1Qsxo8SKfbiX+SXUE0e9VVKayGdK3BY1Tjo7WvRyJtkNrwhYz/YLaN+zvkd+j+EtmwDCgRTUojc0DaI/JUyU9/qmCwXdSDuvHQugePVfcfSNTZh33dW4+KwiVNVVgOet72ZlStiocSpsaBPo0ZiUZiN6Eg3ZzgHiJIwyTX+hhZVJI62/khMnZicTBq0kuW7vUnkZch0wnqCZYcX6wKsQwG5gN7eSjF6EUDf9bLRwU/BoiRsru/o0ZSrJlrCRMdupUX+uRG/B2EzYyO2hmQ/jmT1xPHhwOlr/tAd8x3pw0XZAEiFOmw1h0ZVAMEx1LiV6ggY4DUTNXWueRKjolPlZLogZGt8KWoFj1y7WCV6KG6NBmXZlSy/uOqAvaowy0eudh9ZZWA8tW3Q7k04rISLV7cpOtl9AP2OvekITPdmNf97/3xCiAvorzkFZ09K0MuQs5WYT/antG3HwldfRtecAplxyPhZ+9P2Gx8to7f5Yzbitxqytu7kbQ1s/uzuuXqN1r3NhlxdwL/mqlUS0Sqz0w0ZmIkqcOEprQRORTAv1ZEaLTIgbM5HnpjkebX3UuCFmjOYUdsyZ7Yob2rQHRnXK1O6DHl4kPXcz2IN6QdttUQPQBUWg2b2R5weyeao6PL5S1MjnNLIQsRroCRj/zuWtqNnR1o4Fk8xFjR3nbac+D1bO6faKhhKjFQi7uwxOJyw0jtZm9XAiauwm3tRCLW6Mrl/rXEYZnmnrQrtCZjSIGUWQMxI1QiyOJ+/4FpLFC9EtVQIcn/Y7PVGjt7NBCEHXj+/H8o9ehfolC9KOoeng9WLze+VD4hQ3Vvtz2VE1H3xv9KDZsbEjSN0UQlq4IWxonflphI0aL02M9K7d67w3mdqZsRr23wg7yZuVGJkcKaFNWGsHp9YoVgIY0I7Veri92G53p8tusBcaiw61iarWmK03T7K7i6z17pGRIbz2Ie+jn7kuao6cPIHJ1TWGosbNULxaL6db5XspbGix8tLataF20yxHmaVWxmglQYlT8zMt1GGGtQImOE26ZlWw6+3aWNmpAcZvNcv1PfDSa9j0j7cgzroxLbqS8rfF11yh2WGpozFxg63g29cCpA919z0AzufTXRWkCZPutrAB3JmQubFKmMtCRg+aXYhcRW/STxMO3umilFPsBBmwmsFbqx+lXWV2W+Rko13lgu+MVewkb1ZjtmtjRdC4bWZvZefE7vms9sOZ9plSIi9wu5mYnWZHW+064MauqpGouaBmBPGhKH606n35F9I503iZq8QMNxNu6eF1uNZcdKBWohfKEqBbjVKGGQZSCavUkwS9LV+7k1R1aE07aHUyRn5J8jWs7Yig6+WNkCYuGzteKVTknRqjHTT5eF/L0+D6DiC59EqIc84fJ2jU6E2Y5Gc45nNUc0rYuBF+006YdLsr8/Lv1O9lPgoaIPfCQVuJ0qh3nPJdMFqVt9t3ux2O3Ayj+6GXqFcO8wog7V7I76CZuNF6p5y0FbcSJwbW/B/49j0Qlr0fdWdNgr9qIloOj5+k56OgoUWr71H+rWz3aj9PJztJ2RLEXkMbLdUKtP2LG+OGVvJuGTNBohQ0NFHX8gFPd2oumNireUw2hYgVcmGnRkYv1K3ZcVo4DXfrdKdGzwnUjo08zQ6gVqhnvd0bo/PSPgO1U56VOsnQBlvQMkPr+ul3MVJ4AXr6h8YdRxtxyJ/oRlnvm4jf9J9AKDJWNkC3e2bk3yRvgWfLHM2OeVkuiRb1aqaTKIxKlO9uvuXC0pv4a4U7V+NGP+7UdESN3ShxWtAEEXALNyKu6TpKx6MI/+GrKL7yGiQO7EHi0D4Em6ai//KvaP7e6q6A1Qmt04TMWrjpq2u0Y2OlPma/dXMe5OT9dGMsyUTYbhqs+kQqcavPtrNDI6M1j8rUTo0HeWraMLN2Eh55639QUKT9EDIlapr5VPSGFilm6/d2/CDUuDmIuCVsnESF0uoozSbmeqJGT+RYiWpEa9Zo9Cy1JnNaHYmRGNSKMiK3PxllO1TWR8v8zG4oRwAIPvtfIMHZIJVzde+58jMlvUd3oLxuJnx7/g9RXyXCs95n+Dz0JgbKa5JXEtUrQlrR87x8X9wu3yuyObBqmaNZcfpWmy8C7vlIWMVotd4tIQhkbmXaTk4fGaPQz8pVZbdM9GTcvDctb59A+G//gSkrl+N4n4hkWytCM+ei5JrrNY/PhahmdtETE3ZCQRsJerdx2mYyKaDsnN8MqwLMDb83K5EaaQOauCVolPVjooYC9aTRDBpx08yHx44zsz21G32DJnqXHlZWkGkdgmlFDa2NutFujYxRNA0z20w1tDsjZjs5Dx6cjtZHjqStbJpFhNMLmahELa61BA2gfd8A7Q7G6P5xvc+DS1RBmni2oagBMBYwAAAgCvBvfAr+na+BFDehKzwb5Y0LNUWN8trVKCdJWkKNJiy4XR8XWUBpmcpkU9DQTFCyaduthLbfMMtDZRaWl0bsOEkabKXvALIT0RJwx0lYD+UzMhM2tGQrShaRJERfexEgABcMgQ9HEJ6/GFwwOHYM7TueD8JGDyc7F0bJq5W4tQNlp604SYvgFLP7YxTFlMbXSb24Z9U/1asFFDtBAsx2x4H09zFvRc2hjqOYWtuYsZ0atbDhOrek/U2qF6X9bXXXxkjY2I2A5FYCSRq1TzNBoRE1VkyO7IgaGWVySCVmExSaztpo50Rm1z5unFmU2fnsRNWjMTsD6FZM1MKFP74OXN8+iLNuQu+xXWnfKVHf58ptf8XQzhaIk69Cb1eHaWQ6wJpvilEobTuOpXo7MW746djBySpjrggaGSsR0miyXdPgxY6OnfDwbubqsLMSa0fk2Anh74Z5kkwmd3Wcvtt6O1P5htVFULMdGztR3GhM8NxOim23bK/Ob9ZXKhdI1abusim2+j5aFTV6fQaN/5/VHWCjftrI9FMYGsQPVl2bf6Lm6InDaKxp1hU1dnLF6P1GOUlVixk1dsUNbaQqNU6cEt18UWlfOED/BbA6GTDzDQGs5a2RsSNsAPM2p9WO1O1Fidx2lLt6RtCu7lgNfaqLJMK/+3cY9E9ErHAKgPH3VUvIdv3k2xiadxX6t3Wk7+CMYkX8rtmfQPLoYQSnzIDQ0Y6Rt99AwXkXI1BTr/ubTE1q3MStVcVMTa7smEfQRkhzU9xo7TDood5VtRLN0CsfG7fxwp6ext9IRu5Dc8nP1C75LGT0sOK876aYtQpNhEy3y7SClfM/eHC65udaUUuVKEXNV6bupxI0Vhc5rLgmuOWDY7aANI/sx/Vnfz7/RE1HVxtqJ2ibn9lNfmkmasYEzYGfjD9o2pfH/pdW2ChNlbRW1pXYsdv3antVK+KG0ctglOjJzjVYcXqXMUvqZFXY6NUNMDYNs0qLFNMVNVbNFl1PUieJ8G/7KcRpHwYpbhj3tdpxWN7ZeO7hFyH196H0upvSvtNDq95NtcOIrv4Xhta9ClIyAVxfB+APQJyyBIGWTVj8sfdj6sXnAaCLrGQ3BLkXEdG0sLtAka2JlVemQ3oDuVlwECPcTLQI0PUV+TApt2uCYvQuWVnFl7FiopQr9/V0FDRqaPxucknY5MIuoRX0zKuBU7sxMnoLO8pcUlr+plagHbes7L7bwSxAR6ZEjechnWlNc5zYcJLqRaeEjULEKEWO0cq7GnWd3X5paCKKuJW11q69tlk41EyhFX4ZOPUCaa1A6ZkWaO0AKkUJjcBRHk/re6WupxJa5zxLEzxJhG9PCGJzAaRG49/J9Xr1CI/g5Gno+fWDmDWnFtMuvSDtOL1dPDkpqGw22P6Xx+Df+wakxnng2/ZCnLoE4HhERo5DIASlk2o174Xe/VE6qcv3p3WzuT2v221eD6N32ejdzbQpmrJsO32KWT8iPyf1LosdMSNDs1uj5XOjN0HQer5awS2ckAmRpCfYzYS80YRJHfKZBtoEw4B74xktZ4J40cPIN0Orf8u0KZ7cB2U6fDJg31Q07Xc1xucyEjIy43c1Itj2o2fQqpNU20pdtfBS0ORaWpCs5KmxImBoRBHXuSUlYKZ9OV28VP+f7m/UK+zKOqnPqffS6DUUGl+XTIZKNJqQuJmjxc6ESc6b4gVm91jPX9O/AAB2RklEQVQdPEAtcMxMy5wEkrDSmVhdsZ4yK4zYR29G319/h8jcs1C46gr4q2s0zyn29SC6bjWia18CTyQAwObfP4KaBbNRVF0FQL8tyIJGSXLZNeAGu0AKSpG4+kvw7X4NpKAERecvRbBpKt4pKrZ0LYDCvGg074Z/c7uuA7nT5LJuhAV1+t66OeC7Ce3ul17uFLuYtX+jtqAlbID0Z+vlRNvM+deJCMolM0xa3I6udrphFsxGeQzNPCrTYpKWXOzfjHw01cfJ757W9/KcxkzQKHdHl00FNj54CR5+zZ82vikXaNLHNvpx6kwSNEAWfGqsorUaJH+mNj8j1Ys8D98MOItAYSU6i9WOyOg3VkSNE/M5o21ZGStBA5TQBBAA6O4xjf24jJW2AbhnXkYjZow6lf5//BnD614BfH6EFyxB6bU34HBbaOz7iR1rEH32MRAClDbWITlzCeLvbIevtBxXf+1mcBynGaIZAFofOTLWcSt3aszqZIbWKrvVyCxyPbQmu3pR7ay0IyfRC2nxetA3Wp21E4VRxk6gCzO03gMrPjdK3Eyyq0eumdPYMcGkjZJlhB3rC7MdTGW71TNjyvSigJUdK9oyrEJ7zlzx7/PiGTnpt9zi0L4kBp96wdA3GEgP1KGOnCoHK5LRWySnsSzItKAxqk/e+tToRT9zsxErO4BmPgyuc0uaoFH7wTgJ06fE7Rci0yttbjli00ZvM3OCpwkcABgHDwDMJ9Fu+krQiFwnDv80kUVomTeyFy994z/H/uYDfhSsvAIFK1bhyMkSBJ/6MYLiEArPuwiFF1wKAJDiMQz/17cx6+rL0LxqxbiV1bUdEbQ+ciTtPG6JGiOhoTdZ1toVUH5mZKZmFgGQNhCFus278V5neyXTTWGjxsyBNpMYPXfakOD5kP+DFvUESn1tdiffbiepzCb5kDyc5n7nisBxCzs5fGixKgJoxh8ZWv8mp6ItEzszRmNffGgIP1r1/vwTNXKemrvWPIlQUaHmMXZi4huF0FX7QjyzJ44HD04fN2kxajzq0Hx2HI2thknW+726wbs1UbKbV0eJFZM5msm+HWEjYxZEgAavbFOtrlDbFTNm9U8Oj2DD/zyMnoOHES4vQ19rG0AISDACLjECX8UETLj7u+D8p86ROHwQg7/7Ka7++IUgy6+APxgcEzNWEqbaQUvY2B1Q1HUzKpcmUaMySg1tFER1WWbk0iTCqZ06rbjJpJjR2+HxYsfXC7JhRmQ3fL0e+SJw8kG8WMFJ5Lpc6peMcFPY0C5OGvVfZsdaTadBcw1uOf4rUS8w2hE3eZunxg1RYzVikHrnBkj5Rzy0pQEPv+bH4FMvABifA0UZfUIPs+SLZsfSHmf2Gxk5rrkedneZrEQRM8NowudE2MjQCBwZL2w+zQQMbSJCt3ZlzCZfRJKw99lXsOfpFzFh9nRUzZqKvbvaQGLDKPvop8EXFo0dK19bYPXr4NvXghs5CWHBSnBDpejr64XER1DeuGCs/mZhHK2EolVfM43ZXiYnxEY7R05WsHJ9wpALK4Ra0GbHtlqeF8/KbIKciYm+E0HktrABclPcnG5CRo9cuPeZNkFzKmqsLFSqxyUrOzd656fBSbJiPawKGjVyf5q3oubIyROYXF1jKGoAbYdBM6c2u34Q8i6MU4FidDzt78ximMtoKXo7ORbsriQ76WzcCF9sV9zIeDXZpfUHAuh8ggB3BYwR8aEo9j7zMg6+vBZ84zQUXngZ2pINQKgAgEabTA6Bi20EAHA97eC7WxFqmorK275mK6mgGVY6caemfDI0OzYySj8ivXO4GSLdLZTvo9f+HnbFTS45nDpZ4Mn3CT/t2Jvv16nFmSJo1Djxx8nFBRk33AdoBI1ZOgo9nMxN3LQAMcPMr9XqvOWMEzVWo8DQvkzqCbaWw7pRuFC97/UeqNlOhLIsrQmyFed45a6N04AGduLW62UTNhNWVnxOnIobwP6LbdSB2N2NsbrdbAezdyk5EkPLq+tx6N/rMHj8BAKRCGrPmoPmleeitKEO/oIwTuzYg12PPQOhvwfBUADBUAA9nf342F3vw+wlUzXP62TCK0MrbNwKsEAjaPR2R60uIFh5rk53Sb0om/YcXjvj0kBjPuyGeVmmJsK5NPmXOZ2EzekmaLTSE9hJFJ2PeCFqAGvzEyeh7M2gnXsA9ImLAePkxU7y6ACZFTVZCelMg5mTpt3VR+VkRnYotjJBUobao3nA6rLNtge1hI3694dwyuwnU0ENtNDrAM0it1nxk3Aj5LMVG1i932jVywirAQ28DBqhFr6BSBgzrrwIM668CEvCrejp6MWWte9g2x//jO6OXghJEbWTq/HBD8/Dez66GHu2tuHocT9KKotRUV1qeB6nNv9WfWjshg+W31/aTprGVMJuTiiacwP2zXa1jvNyhdWOP6LTc9n9Xg+a+5PJibAbEbZyFb3FMYY99PKt0aQpsBIuWg+rvjluJ+PUG4ec9s9WxhonSYfdwoqg0fpbxo7JmZJMB8TKik+NGXoNz8nN0YrEJTdQ2qz2epNjK74AWlg1RZPP6ZYPgxfZhe0knwTcCQFrBasCh3bXx62kWXZw8gznTJcQjwkIR1L1dzssqxemaHawaxdshhvBODKBG++5FQHrhsDx6r5l2rQs03gpGNy+J9kQN7n0XPUEiZYYoUkWTYOR0HG7/6fFq3kI4I7FgBUzdD1oBQ9t2UZWPtk07817nxqlqNk4VJX2Hc2g5PakwEq+FD3sTmSd+Ag4zVFihlrUZMJhL9eEjVt+N17uwNgJCpFLds5WTLS8FjJWocnfZHWy7qWgsbIY5GYbybXEflo4uV67k17aSafd3GpeQjuZ9UIQZFrYuJEjxus2kgncEjde5uuyY6Fjx8/Yrhm0V4nEzTAzfXcqaqxGYNNiWVHX6Wd+ppdESO97vZtnVg4tViNUmOFkm44mt4YbqG0jM7lqrPdc1SZHZsn2aPDyHrqZF8cLAaI0L3J7a99qPdQYmQBomZ6ZOSt6ifpdybaviN3za4WqpzVpo8ENs0OvoZ0MOZng2pmg5qKgAegy23t57nwxR7MqaHJJxKgxMk/L1jPJVr9CO+6orXi0xIUVoeOGuZobqS4A40U8ozmO1jiV8qmxVQ3LZHSnRgntDVM799OsnmqVqcbqBMmt7Tu9azm0LzlO1FjJfk57TvXvvTA9k7Hq70PzTOyY6jnB7chk2cii7HUd1LgVVlPLOZH2vaXZNbXybJ2EYc81vNq5yWVh45aPTLYnpdkWQeqJrVemW3Yn0HbEutKPxCgpt9Fv9XDSXtTPOtNtT6+tOcl34yZ2d2oAb/O9ZNKE3qrfjBIvFrT1BA2QOfMz13dqQr5UkW90RuAv0D/OLKGkfHPUDcvqbojR7kA20BMqwPgG6tRBS31OM5QDgtOVXDsdG42TeDZFixO8EhJ2VslpQnMaOZO7GSLYCK1no35/aJ+f0+dsJJLcaENuL1wYlaO1eORG8ACtMP2Zxs77YDQxzbaIUUNTH6+Fj1IEKCe4ueSbYoWHtjQASLUd9YTdqK+z0m7ceCZyGU7bJNe5BQBAqhcZHqe3c2O2a5ML/YB8br0+zchigHYBS+84K5YmZvMZO/68MmZjiNYOPg1uJYP3Cs9COp/36AvwFxRSh0wF6EP/Wt2tMSLbJiVA9naNAPfzZzjNQg5kJ1mfG2QrF4mZyFB37jSixIvBSN0Z2k2GZvc5urVIoFUuQL+zaqV9K8vUE/1Wd7KMEqZmcxfPC6yamuWaiLFLixTz1KfHbLXeDT8Vq2j1a0bmt07bolyWHfMzrXvu1i6Ym23YzSACbr/7Vvoqq7s1uWQGrYcbY5nb4sQoanHe7tTExfywhZVxwwFKWZaTMmgmLW5jprrNfDJy2eREST6ZB9lFr5NXf54tHwh1O/MqBLIRbgsb5fuqN9g5FWNm5dN+nwtksu15JWjklW4tzFa/M4mesLEieLSgmczKx2R790bd3rxoe1b8amgFpJP7pjyHU4FDEwZaTT7MCayMO0aCxm4idqfkiqBRzx+NyhQkx6ejwnVRE00KY//vxHQsGwO0Gw9ZLZJoJm7Ke2LXvCZT5EOHJZOL986tnS+tlUg7z8brnCVu4dUuC2Avr4qd/snLHVkrZRvdS6/bQyb6DzuBAIwmf0Yixs6xdoUP7eSymQ+bJl90Yg5lJZeJXfM0pYmTlim0+jN1u7JqMUCzy270bujdC5prprlHVu+j0Y6Q8ns7mD13OxE77aDVLrRM4+yawlv5nOZYJ3NaN539M4lyTBWGM6NqXBc1opj69/CBJPhwcNz3WpN1rcmEmd1iPiA3KHXDMps8Wb1mp7tN2bCRtBoFywpedQBu5E8yEim0na/eQG6XfBCqdp6pevJu12w1W30Q7cKGk/pl6t3PhTaW7V0DGVqfBqfQChc7IYm1JrZu3V+9SbNWGzJL9GgWtMTLSJVmPjfy89HzUdKD5t6bmbftQjztN1by4zghEzu1XkRqc2OROROLrJmcxxnNNbW+E8XM9L+u+9RsPNiG5dMmoem630A6Z9rY5/7N7ZayrGvlk9FKdumWH4NT52c7LyqND5HW/bGTCNBIRGRTzedCdLpsr2YoMXtGSkHjVmjzbOO2CZrZrg7tIkOuLqi4seBjJPCc7tRkU8Do1Z12wk2zgm1l58YII1FjZzKprLsbfjJm98wrYaNVrldtyixAipNoakqs+NIoz6tVV6t10tu90PIJslpPPbLlO6e+VruRz9Rk2i3AjFwY863exwPb+9B273vyz6dGRjirFjzMw9spJyBGiTHtRL2y0hHZDQGp93svXmq7DTkbvguZws2kUtnE6Pmoo1SpjzUKo+gWNOfIlXwlehN2p4EK9PAqv5SeLbdRWPjTBbuRebSwMtGmEgNVswGkiwi3d1/klXyjSabdCFt64kU9IdQyeTKb2GbCl4a2r1SiFipG47WT3F5WfbXUJnZGyPXW2qk3quOufdy4a1b+v/KZ2RUzudDvA97kUXIamdLOubyKXOYWdoP8ZALXRU1RML1IdXIiLayE8TV72HZXGe10wlq/kV8qt6Ks2PUlUDY6O4OA1zidUJ5uYsasM9OLKmIUbcRuXczQO4cbu5VO0NuB0TqH1md2O163xIxRm9b67tC+ZFq7oTXbNHt3su1nRfO8vMi1Y3WHIG2le1ToQBV210kYXuVvzHxkaNHKxSJ/ZjQh9DrxIq3JmZ3+Qmssltu4W5Nxo/mDVmAGK2JGid7xDx6cbtr3m7VlpxHncgk32o2Mul/10t/ZLPCAXoh+vbEvU7lo9MjGQptnOzVqaJMEWbkJdh4YrXixm3hLa3Cg8YEwC19tNY746YbbHYibYsDquZTIHZXR9dmd5NGUZWcXz00/DK2dEzttndbZnzZsvFe42Y61REyuBxoxQu/Z0bRPJ4LGbIKplxR6LaanPo+mm4YCKZ+FFNy4FXAvQy2r0RrHaD/zCrvnMmsHZuHJ7QQTcEvcK58ljaDR62P1gg+lFjj0p3Nm5rh6Jm1eihY3xxHlQgytoHGS3FnvWC9ylml9pz6PVhQyL+aBeuOnm0ERnJIxUaOF3sqiVxlZ7Qga+QVRb/fJKxu0wsYJXgmaXN6lUbaNfJqYKXEqZgC6yTrNc3QyYXSCsrM1Ey122qNWmGjluYzIZ0FjVqbVc2U7oVo2FmLMbO/VGL1DRhNDtUkWTUhlp4ImkyLF7Px2x0MrE2onuxRuYCfYgh5GO8zKz9X9l1GiRiMTKuW7n8mdFzf7Gz3xadSv6O3AOMFJlE4rCZS1yOXF7CkzAogP+tGWgXO5LmqGRhKnCjd4ybxoUHZCeapRrqIoG0l6Xf1YO2N0u3ffMUs7NjSdhl5QBS3sNuRcFjQymRQzbtuoGu0IGIkZq+c2Op52ZTMTwsbobzVqp3WrA63b0QVlvAqxnIvYcZC2gxttz6yOWiZXSuw6EysXXdLMfXHKFMiK74JVsi1caHEqaOwu6LgxQbdiimk3fLVT5HlW79EdY5+Vq47REzlyn5aLQYSs4MSc0E4yZKPfu9X3uxn8yK45mpV0JOrP1fN7KZrQPNZtXBc1XDIVi9q/9TgQLACgbXpm5cFbmeRbQZ1YSmtb+NC+JPyb2zGo7DAa5gMzmkzLd2vHRmu12y750kllEyf2qDS+GkarOXZMwWRoneAz0QbSFgTeGQHfvg9cXwdIUQWkpgUAz499r2diKZv4GPUVmch75Za4zrWdR5p24JV/Da3wdBL9UYmZv4wTIawVuGFstR0avg770u+negLsVAToRclyGuHTS4wmo3qmNLk8ltHs3Kgn4Vb7/jFTU9TBv7k9NS/RQW+B2aovpxJav06vTL3Vu8tG91JrzLWba0xdDq35mpEFktaiv12U74teWpFs4N9xIjPn8bJwO0LEv7k9fcXB4EXNFMLiurSVD2Fx3ZgJmhOUnYJS2QqL68aE3KmXhM6x2UooWzcxEwK5vDWqB21nbGZmpsarSa2yk9ezx1b+axez3aHUQsARQBgB17Mb4eNvALwfJDIB3MB+iNPORnLVx8f5fyhtwpUDgFEn1bp5/GdeLIC4SSaj6bjxzrstbGhDaLslaNTQTiTlCYxTO/txfXdNurgwEzFOncmt5nfRw20hZDVBZqaxmyhZ/p3a7JBWrNK2N/n9mDIjAMxocrRwYyfAiF2TZprnSWOBYDTGybhpDWS1n1ZHxZTndcrPvEAvSJTW4gDNPbSDlmlkZlJveiFqgj4Ap0I6W6qMStBYRW/w1VsxoTEBUK6GyH8rBY2b28xqYaPE6QvppqAxavT5IF7s7no5jfphZHLmhS+UV89CvUI2JmQ27AffvQOB9jfgFwbHvpeqzkoJnL79IJEqkOBi+De3j71TMl750jnFjp20lVVBs9XSXFhlcwtaQSN/RnPfrYguLR9Jo/qY9bs0bVbdztNETk3mfBisYpYZXrkD5IWZqB5evw9O89TpiRsjtPxkjMz35WONkgtrHa+HVju24pfjBjSLZfL8S+8YwNjXyAmtm82j+coTankeW94w39b5vVgMpY0C6hStuguL68C9ddD1c2nhevLN3UdPYG5jDeq//wz4cCEAujwOygevtVNDm3jTiqhRo+c4qhUkgKZs2hChbkVk8npS5PQFcOJE5xZe5CkBjJ9ZtnfP3CTtOkcG4du3Ab6DLeBGusAPHh77igSKEPeVgpfi4KUEuPrzIJXNRG9n69gxbu7CZmp3xixKI43NNU35SrxoI3qRgowiNVqZ7FnxU7Hy7jhJtmxmnqJ1XppANkYLcco27pWJidExSrIdDEJJrgoawHk7B7R3E8yic5n1E7TtxWj13c6EXzlBB8xTbNgxs9VcJBu1VjESMsrf6KEnFK0soGuNVVq/tzqmuTluuR2gwKhMO3NUKRbNSPJNT0VNcHf/2OdmD89I1Oi9RFZyFTgVNkbl09pEm4VwVOLmVmmmdmnUnZnTaB5GeLVt6hS9xIhKaLeB3cAL4eZ/qwX80VfAd20DKZ0K+KPgT7ZCqpwEqfxckLLpAO+nHjT0BoJcNCMzattuDABeC2C7JjVWfu+WoAGsixrAPCytXgAYrXN6MSHSWqBzEzdyWGW6L82kma6M3A9bNSu2Mva4uZCnJZDMoGn7Wj6NWrl9lGIDwJjgcIJcXu/RHShvmI/G65ss93NaYnHcdRICSAL8206O+70T6yA1bi3U5eLY55RMiRrPfGrMAgWMHWdh1cttUwQz1FvqeuVmOwoNTfZZN/OKOI0u5bSjz5XVRi1kE0IreWdy+XrUz5LraYdv31+RTCTAz/8cECqDb89/I/6u28F3V6YdK3fweu90PokZIP098yIfTK4JGi3c7F8zESHOTm4wLV8au4LGCK8CR9gVJNQLa4QAnPmYZyf3XCZR+hha2cG3KtBpzbZoxZWR6XsyIeKFf2yDJBHMX9qAm8+SwHHcqTlKzSmBohYzuhYoo4Etlk0FMBV4cMZ0tD5yBINPvYDWUSFidL0yyiht8mL1lBkBXHBhNZYVzgSQALDfcEdV6x5p9UnqeQp/dBeCL/4K4qzzQMLnA7xv7Du9cchNsWMVK0EF3DyX07K9CuplBdd3at56pxXL5jSh6brfgA8WaF6g+oEpHahoTc8A/U6A1gSNRoy4FdrUyi4NYM9xTwutVbtMOIfRbEs77ez1kAcpu9ek5yCcSRtiN7F6H8aZKLx9DFzPbvAd68HFejESrkdg9vUQljYAAEJ/+zZIZBqk+lVUkx0jrHSImehAMxFdzew8dtqJ0x0Zu+eh3aWxkmPDTZM8I98FvbakNcGwu1OjdY5MmuTq9Yua7VcUwHceRpXQAqGjDdHWdnDRPiA2BHA8wIcgEB8kXwT+6vmQKucBwdQKrBXLDL1j9fzSsm3CLKM7eX+rBeD8aRNnGbXViZ0cY2oRIs9t2te34f/77nOorCxEbW0p1q8/hLKyAtz0/jpc++5G+P08SPUiACl/4l37uHGLtup50pEDXRjc04NYPImuk0NY98YhRJMC6qY14dx3L8be8GzNuspm+sry5NxMsi+zOleT/LleclKtPs2s33qtPYSWHf0IbHgcEBLgu49BWPIecAPj25yWv4zZe17eMN/yop2bOBn/3PA1snJ+/s0DOPLop/PP/OytXUewbN7kMVEjY2RSZiRoAHMbTivixip6Lw2t7bYRbplkGKG3AmVl0m91wpYrk3+njv0yRk7fSoFmRWRmAiu5NtTI7yQ30AJf6wsQEjFwjZeAVMyBsLQBDZE2dLyyDhgZBH/8ILjYCIT5nwcCha5eA5C7Ozdu4paoccMfwApGPjiAeR9H46AM2DND06qL0Xn1zu9k8Deyu/faDE0LM5PgC2pGMHTiJHb+/Vkc37wD4bJSVM2airLGehyJNMJXVgm+qBiH9yfAxYdQVzmMjnc64d+6EVz/AQhnfQnwhcaVr74PZkLPLm7fS7P+UUnv0R3gpCTKu/4NPlwKcfr1QLB43HFqsy0rgV/UvibnTxzG9JMv46W/bMGRwz342t2XY867poHjOIiChGNvHMP//Ow59A8m8ekbpuOaKxoQDJwK4aQWORuG6hHrG0B491q0bnoHe/Z0YPHiRohhH4pKwjhrRROOd/qxe9MBbF+3B+e+azGuu3kOOI6DIIi4cFo9/P7xYo7r3JJ2LlGUsHHNAbQe7MZA7zDKKgsxqbkCVTUlKKsswFB/DEcOdOHAwQQOJ8oQKChAQWU5IuWlCJeVYLirB72Hj2Hw+AkMHu9ER9cwSCKBeDSJUJgDJAni0ADEgf6UAA+UIfbBryKwYRt8LU9DmHUjhPMXUd13wF4fYGenx8h3x0gkWX2HzCykaAWZlYUgKTGcp6JGtVMjY7ZjQyNoAHur+XbFjRuDvtvCIdOrVG4KLDdQ7jxZtW12C7vXnOn8MEaYDtZiHL6DT4AMHAFpuhyk6iwIS+qBoV4ENv0Tvv1vQ6peAoTKMDDQj6IpqzRXJu1yJggZJWZtirbtmPV1Rjb2ZriRuE3PpEsLN3ds1P4AZtAO1rTtlOa8Zot3ZthdfBK6OjGXOw7Ox6P/aDsOvPQaqmZMwayrL8fFU1Kr52q/CmD8+F3asw5BEoNUtRBS9VL0njhs+Rpk7Kxy2+kzaKIU+je3A4Sg99jOU/WbNBdIDIJLpPyGiS8EqcEH/5Z/gRRXgRSUwHd4O4RFV0CqbkbTwgngQmFIQ4OQ+nuxtI4gWFQIfygIzu9DrLcf05KHUFAcRmllCRbOTY8du2sfhzd6qzHUcRJb+orgq6jERwJvYs1jq9HZPoAP33oOLrhyNsKRwLgdkEPiCN569SD+9r/r0Xl8AEsvmIJA0Aee58FxQGBEQkfrMXR0jqDtRAyiSLB8+WRc+a65eNe75iISCWru7PQfbcfeZ1/GyW074Pf74PcDkihhxSUzMOusOsycX4vqulKEI6l7TAhBf+8IVj+9E8/8dQtCET/mLW1AcWkEvV1RtB3uQXfnEPq7oigoDqGirgojkUqcGPaBDEcx0tkNLtoHLj4M4i+AVDMZxc11mDm1Ai2kClwwBM7nG7MWaO8uACksA4KRNAuCmu43MPD03xCob4R/Yh2IkASJxUBEAZBEDA8K4BIxIDGSMrUEwMWTABFTf/M+gPOD8AGQ8jKQSBGAZpDymSkBpcCJCZtTYSHjdVRR2vdOig6i7b735qGo2dOKZbOb0qKfKbGqEK1GjKEVNzRBAJxMAGjJ9i6IFpkQMlZNu+xGP8kFMUNDJoI5WAnpKW39JQJF1RCb3wv4AhAW18G3Zx0Cb/wdUtlcSPUXAoEi1+qsJFcFTSbtnO3uTFgxB6PdnXRrp9SKoJGxEzFMa3faiqDROq9VrPQVmYqcSAjBcFcPNkUrwQUCiO3ahpH1ryJx5CD8E2pARAH+ymqE5ixAZOkKcD6/5jkefi3lijv41Atjn5U3zIewqBZ8x0H43nkdvpbNIMFKIFAMEioFqZwPUlifJgwAoHzSPHCDhxE/+iaEQBmSgXJIvsi4yaHyPJli4NA6hEeOIoIhcMMdAB8AKS4DhDi4aD/4UAi+sgqA5xESRhAoiKDpvLMx9bIL8EZ3CUY2rEVs11bw7S2I9Q+CSBJ8oSAi5WUQEwkkBqMQk6lnHyiIoKwsgkQshngsibmLJ2F4KIGOY30QkiIIgOHBOMLlZZAEAfGBIRSXhvH+m8/GtTcvw/4jqXZiZGZPCMGh3UdxdP9xSIKEqopU5pBw2I+qmhJUTSzGxPpSlFUVgue5cb/XCoeujAZLCEF7ywm8uO4keg4eRu+hI4j1D8IXDMAfDiM5PAJCJMxdOg3Xf+osLD6vGZyGubKe+Zl8bpJMAn7/2G/Nkn1qIQ70I3nkIISTJ8AFguBCIXCBAMD7wPE8FtTx2DVclpYkGr7Ud0QQQcQk2g9E4XvnWErYtr2GeKgOQ6UL09qoVVEjm7O5tSujlyZFXUc3/Yr0yhKFEbQ+8qn8EzV72k5g9qSacaKGxk6RZkvazsQyU9G/lNiZTJuFg83Urojdc2Y6AIDTgAW0ZMOG206kIi3/Kav3QH5PpW2/RDxcj8jM96b+rh1G8MVfI37l50EmNpv+3i2U/nZa37mNk/p7bUZjRdgYRgJC+mCnNIfSioSkVT5gvpOtd14ZWlt0N8YCPR8eN54Z7bOyarJsJT2Bnn/o2hPlOLFjDzq27UbH9ncgJhJIxuIAx0OqqIMw63yI05djyrxi04TSG6OTdHdq1CZV4uAAhI42SAN9SHa0Y2j96yChAohTFoOUVoMEwuB72lBwYgfEgX4kGhaB62kDf7IVSMZAisoBFAHBMpBAAeAvSAkdjodUtRDwp9oWbThtM+RyODGGYKIbxYEEuJ53IM5eAbFhLqQJTWhqSk2Gl9YDkYoybBiooH4niSRBiCfgD4fSJvJEkiBJEnifD8uL2gAAfScHEO9pRUlZBLUNZQiGUiLyWFcBtgqpvleIxXF2UTsCofFtT9lG1O2CJvCRGqP33GwRRRJFzJUOID4SR6QwjEhhGLzPOIOhXfN9r9I1aKF+B3yHngI3cAhS9RKQokaQwjrAF6QSBVbaqd2E9krMktub9ctmZrN688dkdAhvfPjKPBQ17Z2YXT9xXEhnwPkgJuOW+Y/dKFROJo1ukm2HSbs7Ol6GFqV5HlYmNNm8x3acSGXMzMvMIhJynW+D73kH4qyPAQCkuhEEn/9viFM+DFLcoFmGlm8cDZlcffUSu2YAdiftVtoHjS+FGrfCN1sRNEoyNS44xW4IWiBlrtNxtAuHCmYhWFhgejygLWxEUUJXxwDaj/Sh9VAXWg904cDuEzi0pxNNM+tROH8xahbOQWlDHda2hyCNRHGk/dRzUieVVqMX1lfGyA/qgpoRvNYWROLgHsR2bIHY3wsSj8E/YSKC02YjPG8ROP+pQKxSbARiTxfE3m6IPd2QooOQokMAkSCcPAEAqLj1y2g5KGlO2Gj6E2X746QEKnz94Hv3AoleSNXNkGqnQpizEigqp3oP3YhoqSdiafPdueHnayeJKi12+xMttMY9t3LZAPRzlzGRTwj4Y+/Ad+ht+A7vB0ZOQvAXIxmshOAvgegvgugr1N2FHGuzYhLw6bc3mrGCJrcWLU5NYpUc2N6XnyGdSUJMFawI6WwlOgTNRNNuTHuz0MY0L4r6GLPGlI+4cR1mIY2tPgcz3Mj8rSbbotFOx01r4uN/uw2I90KqFYBACNIkRRSb5DB8JzZAql4K4NQ7KU66Ar79fwUpqAMpmwZELwEKSz0Jd5uP2Fn9d7JTQBvR0GjAVv/OrXDNMm72ibkQLtSNXX954tbQtQWP/Oyf6OoaRjI6jFBpMZZ+6qOoPWuu5vHKDPVzpkvoOjGIPdvasf6V/di45gB4nkNtYzkamivQOG0Czrl4OuYumYSWtvBoOfUAAM7ng6+oBFNmjN9d1wqPq+VPQztOT5kRwNqOCDgfEJoxF6EZcw2PT+HHlBkNCNQ1jDuGCAK6/+eHGHz2H8Cs94/73kzQqPunQKILZX1vQWyej8SSG9B0/ixwgfGRL41wsitg9L6pBY1dsWHld14JGmXZbvQxermY9LCSB9DqYqwcKVVqmAP+ZBmE+Zeg78hm+JO9CCS6EUx0wTdyBD4hCo4kIPFhiL6ClNDxF4FwAYzsbUEg0YPwSCtEXyHi4TrECiajpHkF1fV5gRuBTNLusyg5rRIVru/UbNzRguULpqD0vC+B84+PgmJXyMg4iX1PmxzPy8msV6FfvcpwbgVlGGSvBYGVHRkjjFY+3Eyc5hZ6W+x65jWaIoOIKOnbjGC8A0KgFD5hCPFwLQJzbwTivfAd/iukxvlInvdh+LccT/upMLcUviM74N+6AVzffsRDNRgoWQTw1tdH3Nx299oZ0g60UbTcNLXVQuudtJPIT4nZDg1N5nI7GbmN2oHVSITZghCC2f078cbPfoMrPrgc579nKTZG69GxdTc2/vr/ECyMoGxyA5LDMUiCgMRZFyKy+BxwPl/qvkb7MOHFH0Mc6se0OROxbOU0nHvZDNQ1lmueT2tirCV4jXbtaLPeq7H6HLTGYvUEtmXjMYQeuR/C2fdRhZDX9NuVxNHIjk8hccFHIU1d4mqbcSuwB+Ct0DhdsZsmA6DzY6ON6qhue5wkgBeH4ROH4ROH4BOGwBEBHCEQfRGMFE6FTxhCKHYM4ZGjEPylSISqIQTKIPEhSHwIpY1LIJx9KjeQUX3dDsyiLtMM5TnF+BBaH/tM/pmfbdh2EOecNW1c9DPAO/tl2lV6t1b53J5sOIEmekumyPSuldOJrJs5IzIV8EGvU6Ux8ZGdEAuG9iAYP4H+8nNB+EDK/KLr34gWzYRfGASImBI4qgnDuDDsySh8h5+FEO1GX8V5VBMML6Ma5ZqwMfIHMvqNErN2YsfZ34tokEb5X5wgzKsAlxgGKaqg/1EyljLhUEfjE5Pgon2or44DQjLlcMxxgM8HPlIIX2kZuIJCTedlGjSfhZAAf/IIuK6j4Ps7wQ33g+tuA5eMo+x9H8QV70kPKyuJInoPtaL/WDsOJMoAUUB0zQsQ+/uQmDQ/5aDeth/CglVouOGD+Or0gwDSV/Vl8zQzsyWjVW6zfsYKVs0o9XaoXzvmR+LgXnS+ugF86yGI827VLbO3dTsCiU74kwPgSQLhonJwYhyI9wPcELjBLvhKSlF67ccQnkcf2tcquZxYOZ9wshvmRZs1K9vMFFs9Dmodx0lJBOOdKAoI4GJd4IRhkHg/OCkBwgWQCFXDN+djEJZNGatzNuZ/tAtWREyi//UH80/UmEU/A/SFiVuJ7pQixsrqqN1wnTJWHafU32eqUXrhzG2XbE1Es23GIuOmQDbqSJWdKH9sNWL9HYiWzBv7zJ/sQ1n360gEKyH5CzFUskD392niZtNR+Hf+EoOhRsQKtAMI0AiZbDyPXBNBMk6cQdUmA17syADmk11H95YQYOQk+P6D4I+vA6QEEK4CAcDF+0CK6iFOvgoIlY39RJzig3/7y+CP7QY/0JUqhvdDqp0Gsfks+HeuBtfXCYQLQcJFgD8A4guAIwSQBCA2DG64DwAHBMPwlxSh+LL3Irx4+TiRo9lHS1Iq3OzASXCD3eCiveBPtoI/9g5IcSWkqgaQshqQwlLwHTxIcQOEJal7q5eEUb7HhBAIba04vnYLSFEFpJqpaD47ZUpm9flqRbBSYrQSbXdsshNIQVlPQghaH38RgY3PAf4CSKVTU8ECCqrHldF7dAfKJ80Df+Q58H37IU6Zd+p5ByIgxRWom1MN/4SJ4CPaPkxeYjeRtJt47URvhF77smpORks2F3nN8i+qockV03t0B0Ak8FIMhYO7EY61gRTWgxTVI3nhZSAV9S7V3rwPtxqkI2+jn2063Iazmyeh/vvPYNqCMjeLBmDfd4ImgRENXu02WcXOy5qrkzinOImAY/d5umnf72Z7oBE2fOsLAB9EN6lK+z4Q70RpzwaAI+ivOBfJYJXm78eZVa19G77dD2G4aDqGi2aNO14PGlMi9fVlmmy8M3ZM7bTsn634y+it4KudoK06oRq+m5PmAWIM3EgXuKGj4KJt4GLdQKwH8AVBiidDql4KUjQJ3EALwPtBgqXgT24B37kJUt35IIEScCMnwJ/cDGnCIpDy2UievwQgEpCII7Dpn+AGOiHMvwRS3QzAH9StD4gExEfAJUbA9XUg8PpfgVABpAmTwfV2gBs8CS6ZSDnzklH7cIkARAIHAuILgZRPBCmuBCkqh1RWA7FpAVCkbRYGmItPo+eiBW3WdbcCsFhdCFS3T702Ke88bYxOwmtH/Th+7+2QJjQCpArCsnMh1c/S3JUur58NJN+C79hu1N5xF/ii8ckvGac/ueDfrB6LaeeeNMfLx/DiCMpKS8ENHgbfsx1SZR0glgKhcoDzjfZTHIgvlNq9Jqn+CpwP8IcBfwQkWAIEijUtLdwM6EISURy7x/tAAa6LmneOt2FO3STcteZJhIq0d2q8jGilhdVJL20EFZlcWfXX4nQVMoC9F07GbZMm2khqdnNS0KBl+tN3ZDMCiS74hX5wRALhfCgY2g9p9sdBilKrOsr7WNS/BT4hioDQj97KlRD9p3LRaIka+Tz9LW+ivGcthornIh5pGPcbGTejqRjh9qDmxXtEu4JnBI2YMSMRHUZvSyt2DhWDC4VxtL9qzHSrHvvR/cffAmISpKAEwsLLIM4679T9EGJAvBdcYgBIDoEThlOJ6XxBkJJmIFwBSAK4aDu44RPAyElw8b5UbgdhIFVuSRWk6ingEhUgkQkgoQoIy2eMG2TTnsFwB3xHX0EyNgR/xVSQ0mkgJZPH3Rc9qESzKMJ36G1wQz2QympASquBQAjEF0jPX8H7Uv/5AuPqbDXPDK0o0YMmepWV8ZdWzMjQ+odZ2WHaGJ2Eo2++ja79Ldj//Gokl7wHwtlXp08aCUFFRIDv2GpIlTVIXnwzmpdq18VNH9pM+ZC6jZcmWV6SCzsvaswiidqBxmxtvL9OEuXFEcRO7IZPjAKEgHAcOEJG/XYEANzoZxI4KQmeJMCLI+CICMFfgmSwAkKgAkKgFIK/ZFykNlqfeK22cnZhF3580fvyT9QcO3kcDdV1hqIGcG97m7bRmE2A5YdFe5wZp7s5jVs7X07Pb8a4SfXcUvCdR0BCBalcCJFi+Ld0OK4P7YvtpFO24rPkf30LfO1rgd49EP0lSAbKQTgfOCJC9JdgpHCK5rPjeveAb38dpGI2+JNbIcz9NOBLX93WcoDvPboDkehB+JO9GCxbOvYdbWx7L3E6ELr5XlmJBKk+XssE0FHmeVFA5c7HMPL2epTVVWMwTpDsHwRQAGnCWSC8H74j/0Likk+ATGgC19eB4Ev/m5q4B8KpHYvECEhRameCFJQC4UJAFMHFo+Bb94AUN4EbOpQym6psACmvBSmpSv1dXAkUluomWlTjJPCHErNgM+r8K+rf0eIkrK+RX4wWNMLHSY41q07GMrSRpMx2EdfsGUHHf/8stQNW+W7AHz71bhCCSqkV/GArEpfeCKl+JnU9aPBiIk3r3E37GzO8zNmWC7simcJqAma3RY0aK+ZsuhACjiThT/YjkOxGINELv9AHXkqAVM6HWL8SCJWlzflo+kX1Oz5X2o+PLPt8/oV0FkE3QKmhzXautUrsBrQNgHYXx+3gBEbnONOwHTZYEhF56MsgBWUgwRC4gR5ASgJ8EPCFRrdiS0FCJeDEJJAYACmqgzTp0rEVWKu7eEqcdv5W/M74nl3ghjsgzL0VvV3HwYsjoxFXovAn+wEinjqYSEBiAEPHtqBwYCe4miWQalaA63kHXP8BkIo5VNct+IsQGW5JbXFrbGVrmdpkwr47kwEs3AhpbeYTpU50SEvaTt7rW8H3roZQyGPCPd/HqlnhVMjevXEE//XPlCmYJIBUzoM0ZTHAcWheWgty4c/QsrMfXDIO+HwpB361Q/4ogX+/Ci7eh8S7Pw5SbMHRXwc7gRfU6AkavXKVnx+CuZB04v+wrPCYYeJEJVYjYtG8Z1Z3ZWSsBrewco/khJ8DTz0EbrALwvxLwHd0gPgLEEh0wScMokjqBcQ4hFk3Q6qfpllOrkXEs9MP0e4wednHnUkCRgujPkjLJN1On+VWwk45MJApHAfCBZEMTUAyNGHsY16IonJgA2ItEkYKx79XNGJGuVgxMGgvAItVXN+p2dfRhpm12uZnVhIFuj1hdzN/hle7E7QhYPMFN8xrjMo0QpnMihs4BBKuBAKF4NteBX/iLSBcCRKpStn0J4cBYRiQEqkIOSqSCy4FwueZnnOcgI0NwXdkB8QpS4CAgS2/CrWZmpZANrJl929uB2I98LW+AK7/UErA+CMQuCACyb5U1cL1ADj4hEH4hUEQzgfRVwAhUI7B0rNQUVYCfu8j6Ks8H0KgbKxseZVGOTkcy05PRJR3rcFI4RTECprHZap3MuGzkjjNLZw4SrqFclXMkZ8RIeCGehFY9zq43j3ghtogTVwGqe4CCEsbTcvWa5MytItN8nGZzjnjxgqzug1r+bjQRBTTwizppVWciBgZOztjTswgtfLjjOXGScbhO/AWfC1bwHV1gxOigC8MEq6COHM2hPkXY8psdxZIzvSJO4MOI99GmmO1cDKmGJmmWYWTEijtXQ+OiOgrPxdlk88GQDeW6+W5ig9F8aNVeWh+9k57G+bUT8J5j74Af0Gh68nXnGLlYesp3dMlAzotVu8ZLVZ33Wxlqo/1ILD9FyC+0JhgIZwfIGLKuRcAOD8QKAIJlUJsagYprwMJF6FmUhDScBR8cQnCcxaOD5tMJCA5BIiJlO+A0owm3gv/3j+nPhNikCYuBQlPAAmXp3aBhGGAD6T8DjjOcOt6bNu3qiblAKjKCaMnhnuP7gAnJVA2aT7gC6L36A4EY8fhE4cBAoAIkPiUjwAvieClEfiTAwgkewAiIlo8F7GCprSy9czJZHEzsvdpRIYPAwtvA3gfGq9vck3M0PYl2VoMcEvkqMWgjKW+NBkH37YH/h27wQ13gBs6BogJkNIpkMpmgpTPSjmKQvtZ6uG2+YXTSYBRGWZYWbmX27BehC4rmE0I3HDsV2J1DLZr5mfkN0OD+t7KgoYmGIGVZ8lECz25kPDWC7IViMYr30w3BM1YGUIMvqN/g1RRi+TKGzFlVjjtOBrTUa0+LDoQxU8vzkNRs+lwO85urh8L6WzHucoMr+0UzTjdRI1y9VTGt+8R8H17AQBS+SyQ4iZIJc1ApDrNtIg/tjoVmShcCRKuAAmWQZw/FSQYBtffCd/hbUgue59hBCC7QR7MkJ+Tb+9fQIobIdWelwrfKiVS0T98QQAckByE1MiDP3EIfOsO8P2dSC57P0ikGL6WVN4WJAbAJQbBxXuBeA+4WE9K0PhCKVEkJUEK61L3RoiBi/dAqj0PUu354AZawPW+Ay7WDS7Wm4rs5C9IOVfzfkjls1JChfOD+CMpgRUsAcKV6G3bDU5KomBoLwpGDgFcAFLVfEiNNeBiUSAxAi4aSoV1LG4CeH/6PSMEPmEQwcRJFPrFVN1HnboBHpIvBIkPj2Y5jkD0FyM56iio5etg6vtBJEzofgVVn70dwebpmhGO7Nj/252YGQk+Pdx+v2nPpWenbFVkkMAeBN5+BsRXDlJUB1JQA1JYD0Sqxj1Tq/2w1f7cDTNcNycCTifEXphO6k3+vQioo4UbwVDshG2WMcqd0/rIEV3/TTtJu9WcjlEV3RAh+WwlYsWvjga7ySYzidO5bXnDfIAQiNMCKHrtNwjUN6L0upvB8enjhVGAD7Pw/we296Ht3jyMfrZx31Esn9lomKfGKU4ajlv2ipnAy0zjZjbl/JEXwPfsAJeMjvutVDoR8Y98BwAQ/u3t4IQkSGHZqZCoYnrZybm3giMSxMZgKtxp2UT4t51MTf5jXeD6D4DveQeQkhgMT0YsMpkqkaMSw2cWPQ7/nochNlwGUjottULNB3XPwfXsBhd/BxBi4PujIJwPCBaDBIuBUHlKvIUqICybCQRCqd8M9YDrPJyaNAYjmDS3Ev7q2nFlp913SQJ/eCv4E4fAiQIgJMHFh4DhAXBDveBGBoBQZcq3p7gRiatuBpIx+PZtQFmJBK6gEHw4AqGzA4nDByANDiA+9RyASPC1nQTifeCGj6dC4RZPhjBnfipXRlE5SEFZqu6j98BpZzyWH+LEBvhPrsX7//v/gz8cog4jDFhzZPYyp5NXvnq0kfiMdkzM6ja8718o7dsAsWYFpNpzgUCR5nF2xIzdiIFurfS69VzcmAyryZTPRiaDXtDeJzs+Rnphq4HxiVy12p4VsWzHKd8Ncl0YeOWfnAu4LWxk3DDZdAtXhIwYB5KbEG7fDrGvBxzPIzH3EgjL3gtwvCNzUvV7LEUH0Xbfe/NQ1OxowfIFU9B03W/AB9OTW+klF7IyyOTby+eWaYRRg0oOj6DvyDH0tbahv7Udw909CBREECotRgdfATIyAmmoH9LgILjCIvgrq+ArrwJ4DpAIiJCENNgPsb8vZW4VKQBfUAiuoBA9g6HURJ0QcPFhcL3tgD+UijDDpQy4+K428J0tQHwY3NAwOCKABFMr/VysO2VqFSpDUuLgE6PgxRgIFwBHkhB9hUiGqhAL14MDUDSwHclABYZK5oEjIoLxThDOj0RoIgiv3QnRiFBu6Bj4I8+ndljEGAjnx1DJQsQijWMT+0z5SpkhP3tpZBjC8WPgCgoRqKk3dRRNtOxHbPvb4EJh8IVFOBktBpkwGb59I2PXaHdlXms3D0QChjvBJQeAxCD44V0I+pK49MufwKUzBN0yabOaG+GVsPGif3HiE2O5PvF+8J1vgT/xFkjZdIjTPqhZFxpobMbdDHluFTeeVaZNa7w2e3F6T9xKOK2H2cRIPRFyCy/ve77NSc40rO4w0uCk/WQ6wJV6XiNVdsO/9w2Eoh0Quk4gPG8RClddCX/lBBxuC6Ut9moF91Fi5uuqvFYxPoTWxz6Tf6Jm174jmDdzMkrP+xI4f2oV28m2sYyXkw23QoVagSZyhBBPQEwmQUQJkigiOTyMxNAwYv0DGGjrQP/RdvS3tiPa2YXiuokoa6pHaUM9WgO1ILERiIP9kAYHMHlCEOGyEhwSKyAND0HsPgmxtzsVpYrnwfl84ItL4SstBxcpAImNQBqOoq9tIGXeFI8CidhoLgY/wPvB9Y2kJrVEAiApkjrxSCZGAPBIBsqRCE+E4C9Le1E4KQlOSkDyRcaZw3BSHMX92xGKtYNwHJLBKnAkiUCiD8lgJURfASRfCOHKqZCKGlJZpZVlyHkz4r2jBfpGE01FUjst/kKA4zF46DWU9G0C4f0YKDsbov9UkrZM7NS5sUqWCRMq3XrG++E79AQ4qR9SyQQU1pRj7uIpaF51Ls4pOT6uHDeEDC3Z8L2xE/rXbrQpTSQRXP9+8F3bUxHrItUpQRMqs16WDk7abCbFg93nmi++A9kyXcp09DDawBRmeCFovHoGdlbfc8WyJNdxs2174admhhNfGWFxHSY3Cih/8ym0rH4Dcz94FcqaJmFXoBl8JLX5oLwms2AARilZ9Ey8iRBH/7qf5l9IZ543TtaTbUGjdX6t1Uc3Bji9FyW2aysG/rkPYtdJSCNRnH31hSiYUIHoyW7sfbsb/Ufb0L3/MIY6OsH5fOB4DhLnAxcpAF9YBL6wCP7qWgQaFyC4/N0orJuECxtTGa7XdkSgbm6j0/u0zw1fytLRf5tT/2je/+rRsm28aGVNi3V/R/gQBsrPBi+OQOKDKUECgBNjCCa6UFRSBiSj4AZb4T/+emr71BdOhWaWkin/l2AZSKhsdIdJTCX/E0aA5GDq+EAxihCE6C+EfzQamB2cBJGQ21gmBkfaHEzKYzVJDIAbOAJ+sAVcz24I81dBOPsaTJmdciScOtoJ2o3Y5BY0Du+APSf1nJn0iXFwQ23gho6BGzqaCgQQKoVUdRbEpiuBoHeDhhnZFgd2xVcuO0Xn826AFbMVrcmS1rVbCUBxuu/K6FnAMOjx2nzUygK6jBs+4OUN8yHMLkLVgafR+X+vIjB3Gi75zl0omliFtR0R8NB+P9SBUYwWJbUWHzTrTpmPzCmu79S8tesIls2brGl+BmTWYdSrAcquYykAnNi5B2/87LeYdvlKFFVXAQD2/PMlSKKIwgmVGCyqhn9iHYKTp+LYcB3gD1Cf0wtzFq9WjtwKXYh4PwbadoBwfhDOB8IHx14erYggnCSAH83XwosjSIRrUztGFq/BiaBxK0mXnr+Go2h1RAJiPZBqBfA9beAGusEfP57a+ZJikGqmQKqdgbrLVsBfVT2uPKurO5nCK9t5r8wXTkXYIykRHzuZimIW7Uj5ScV6gMgESEWTQIoaQIoagLB+MA4tvOiLc1UUWCUXJ69e4ob/jBF2+wXafEJm5JuJu9vh4pnQSccNn5tMiWVHOzQzIih6/kEEmqai6KIrcfGSCeMiiqpNzOVdGiO/Nxm9srSQEsM48uin88/8zEzUAMYNyk6H4sVA6nbnLTeQ7o5e/OJrf8SNX3s/ps5rTDtGHSKUJtmW0Ra9F3k0Mp1vxotzO8Vu/h2zdmp3FYcmG72StOMJSUVmkw6C6+0A198JhCKQKupRPGUS/FUT4SuvgK+8Ev6aOnA+55u7dvKDuIGbgxCNc7TuilYiBm64D1y0H1y0F1y0DxASqZxKopjyTRvpBzc8CG6wG5AEkLKJkConQapqBKlqhFTVOC73kd3wyXawkqPhdCJfohtZ7SszERbbKW4JHDW56jCfiTxYMtkc163i5jwgX/osK6JH6asefPonKJkxGcVXX4cLa2OaKRLUouamC4VxiYDVyImB5dDrcnlnrKixSqZMPsSBfvCFhWkTN6srTMrjRUFAz4HDOL5lJw5s3gtpoA9idBicJCB+2a2Y/K5z0n6jp4xpVrK8in8OOOtEcjXpqd1ITl6dT+s8tPeOF4dRIR5PhYMGAJCUyZ2USOXQIcIp36JRcz4QEaTYD26wK1W/eReBVNRDKq8BwtoRs+xgO8/K6YIowHdwE3yHt4EbOAluoBtIjgCRUpDCUpDCstR/gVAqrLfPDxIqAImUAAWlqUh1ReUAx1MntTT6XsatXe8zQdx42bd6gZ1+0q1n5kZEKSfhdnNJlHhBJoVOLqNnUu1kjuB1v+Vkrmq1nQuL64DhAUT++g184Hc/gs+fvhiplQNKLWreM2s0smvnFpDqRWm/b5FiAFLiJi1JrkHdzjhRY9ag3BAvZra9T976NYjxBGoXzUX90oUAxyE5PILkSAyHOuKQhgYgDQ2AiCIKzrsY4fmL0bJfACQRiI+A7z8Brvc4+J52cJ2HwXe1AoESSKXTMZD0QfIVQuIDIFwA4HiqHBVGGO3SmOF0kqMmm51tLndkMl6GIeeFYVSd/NfY3yIfhhAoQyJUnfJLgg+ABI5IKCivBcClgj7IARRKmsdM9rIxIc0Xx26qehICJPpGfY+OgBs+BFJUCWHWuSClE0FKJqTCn/Pj7Yu1BphcmqSdbmLFCpl6Do4T5zkgV56vm5M/ILfeIaecqaLGjjk4ze+M8PJ9cDqfpZn7idOCiPzjO7js219BWWN9WmJfpahRL17LCbM/segomvnwuHJlQQOcEjXKMvXqlb+iZv8xLJvRkCZqvMgLYAVaR8XX/vO/MWHWNPiCQXRs2wXe70egIIxAJIJgUSFCpcVokSpBkgkMvfwMhMFoymQkGQfh/aM5TKpAIhNACuvR2z+AsslLNc/lRb4cO9GwaEwB87EjzbVBXvmCe3E/fckBBBNdo/5CI/AL/fAJQ0gGKxAtmomiaZe6fs5sMs78jpBU6HBwgD8CYUm9aRmOJzticjTSXioZKzfcAW7wCCDGQYoaQUqaIJVMAQrH5yvKN3JlwpttTqcJshnZfuZehtvNlXwiVsapfByH3SAXzM4z9S44jZwpI7dvvmMD+I5XMeH2r+Hipek+sGoRogzfrDY/k83NZLQsiczqJI0Moe0bV+efqNl99ATmNtZQJ9/02iaXJBJItOxPRQ4rKoavqARcMKj5AHzbX4Z//1sQqy+HcMESzTrKAkkSRQyd6MLmoTLw4QIgEADHcY62w91YbaDt+HLFpMwLclnQAC7fP0LAi8PwC/3wC4MACAgXQKSqGZwwAv74OnDJIQizbwEpbnDvvFmm//BbiEQPwi8MIODnUvmQpNHcOLwfJFwJqaEZ4tSlqZxKvC/t93beS19yAGWBYXDDJ8GNnAQS/ZB8YYi+Ioj+Qgj+EiSDVRD8pQDH5cRgnA1ofBSyPWF2EyZ0cp+M5IjKALk+9rpFPvSdufouqPO3+XauRnjHCyi+4hrwJWXgCwvBFxTBV14JTmWWptwAMAsUYDWnlBSLou3e95z+ogbwTtiIgwPovP9O+KprAABC/yC4eBQkXAyxaR7EKYshNcyDf2vH6A8S4I+vA9+5CQgUQipuBCmejOTFFwE+96KQ2Y104ebOjZNy7Zwj02TTrlyNl6KmrHst/Mk+CIESCP4SADw4kkQoXAAQCaSoAVLZNCAyMS1XUN5CJMT2Po3CwXeA8hmQyqYDgSKQcOWpMMaJAXCx7lSo4+G94GJDSKy8EdLkhWPFWBU1vDiCipMvIRZpQjJYAdFfDMFffMpHSUE+DMhA9iNC5eqkwA65OAH2mnx5fkZjthU/v2w/41wda52QL32lEblksq2ui9z2Jx9eh9Y3NiE+NITEYBTDPX0oqq7CqvvuRLAg3WdbKWYAY0EDnAGiZuPBNiyfNsmSqFHi6pZzfASRh+6EVFKF5MobIdXPAkQR/vU7wPftBd+9A5BEiE1XgJTNONVpEBGBZC9Kwj5wffvBCVEICy4ECUWAQDjl1BuMgISLQMJFQLgQ8AfHnd5pmF497HQEXkcbMyvfqCw36mZ3l8vtHRmjVWqzwAuWQzETAv+m70FYeAcQLDb/UZ7Td/gtlPZuAAcJgyULIQQrTH9TPmkeuP4D8B16AsK8z0I4Z9bYd1bez+j+F1AwtB99VSspzjl3NDGtCIADfOP7hmz4zGRKtBudy0kSxXwiGxNgr8YOO5yuzxXI/LPNdTFzOggTN3Gj7dsNHORP9qGkvHps/JEai1EZGYTQdQJFAx0Y7u5FbGAQYiIJvqAQ53/hZtQsmE1dL6McNWacsaLGdQiBb/8GBN78B0gwAhJsBCmZDBCCkZMHEBpphV8YRHf1FakcJwrkiSPXtxdc/6FT0aTEeCr5nTAMCCPgxBgIxwOcf9QB2w/4giCRapDCWpCCWpCiesBPl6fDUZ4Rl8q1i90Ozo0BuffoDtvnz3b+JDu7OeWT5sK/6zdArAekdAqk2vNT7cwBriQETaTM4JwmgDy1yEAQirWheGAbYpEGDBXP08xFZITv4BMQp02FsOhKze9Nrzl6HP49fwQpnQYASAz3AQA4IoCXEuCkROpfkoByP4xwPghL7klFNrMAreihaUteDbI0nM6TWxpyxXfDiNN9Uup2G/T6meaqiDnd24nXuLEzrtc2OCmJCqkdfO87kKobUvNQ3gf4fCAFZaiYVgNfVTV85ZXgi0vAFxSB8423MrAD26nxCNOORhJT2bcHDqayb3M+JOJxSHwQki+E4YJpYxMPyy8vkVJCRxIBImCgfTc4KZnyc0j2IZDsgz/ZD9EXQTI4AYMlCyxPcszwyjTNLuUN8zM2yDpJhKmENilmJiZqRis16msTp4fg2/cm/LtfQ3LBZZCa5oOUTcz8arEkgu/cBL5tTcr0rbgJUt0F1nx5xAQQ70O0bSt8YhQ+IYpQrB2E92OoZAESoYmWd/3KJ04G3/4aOCmJ+Ac/n/adlXvEDRwGYt3pH/JBIFCQCqftLwB84dS7zfGpMMw7fgVSMBFiw2VA0H6o7DNdHOQj2TRXcisbOcNdclWw0MLaROahsYLx7f8bQAji13waiJyy2shmHik1TNTokG27VttIQsoMpuUZSBWzIU2+KuNVyNUO1SufHppy82WyqNc5jXUkhIA/tBm+li3wHd0FiNzoZLsgtUPoLwAJlYGEK0HCVUC4glpY8+1r4Tv279RpgqVjE3bwQRBfIDWx54PghjtAAgUQm94NhMrh3/NHSCWTITVeTnUerncPfAceS/nIhMqBUFmqziVTQYompfkEjXvuhICXYqNCaBB+YQg+YQD+ZD94iCAFtZAmLgWpzMCgLAlAMgoIUfBDbeBbXwQ4QJz+EZDSKWOH5Vrb0woprf5cj1y7lnwg18NE03I6THRzdWzMFTL1jN30Kc4VrFg/2Ll+rmsbfEf+hdiN30+5QljEC+GjJXDOCFGT0wJFTALiCMAHUs7AvB8AB4AAwgggxMCJI6n/90dACmrTIyxJIhDrBjd8HNzgUfBDR4F4D+KhWkQLZ0AMlDqqnlYDz6eO2c0Oyq0Y9W5MzNxIPue4vD0xcANdQDwKLhaFb+8xcMnhVPjhWDe4WBeQHAIiEyAVTgIpqk+130hVmtCR7ysvRFHatxGBZC8IeJCSppSoEWLghJFUKGUxDoQrIVXOS4koSQB/fB2E+bcBAbp8VXzrS+A73wIpngxS3IjoYC8I5wPAg3Ac5CAIvBQHL8ZGRUxsNIz1MAjHQfIVQvAXjzryF6Fg0tmp6+LG54WhZjRc9ODRt8GLIyguLgOSg6PXHgPEEXBCLHUfhGFwUhLEF04JyXAlRgRA9JcgHq4D4QMZM5Fkzv35y+lu4pTJCWq2rzUfybaAcDOpZi7jqG0SguL+LQjFjqGv4nwIwYpx98lJf+2m2Dm0L5m/osZO9DOZXBI5vn1/Bd+3T/M74gsAoQKABEF8EXDJISA5AFJYB/gLU5PGWDfgLwQpqAEpbgApakBPb6+rZmfKBpzrHXc+dEq50gHYwUgYab5XYhxctD1lkjnUBm74BJAcSOVaikwACRQCvgjgD6cm6L4wBnvawUsx+IWhVBkcD8LxIEiJ+TH/EpIELyUxUtCMRLhm7JRUbSDeD27wMJLHt4IjSXBEgpw4FEQC4QOQ+BAkXxgSn/pP9BdA9BWAcEHNCG/jgkq0bgcvjSCQ6IVf6EO4sAwASYmX0X85MZ4SLokBQBgEwIEUlYMUlYOLh0ECxSnR4g+nRJwvnNoVCxRAWDoV0LFXdsP/yoxs96PZrPPpLLpOl50dRvbIh3H4dMbddA4Sivu3Ihg/AY4IiIdrMVSyEIRPzUX0krtnizNS1Mhke1AeIzkELnoc3FDbaKS0JMTpiyBVNYKU10KqrId/Z+/osVFwQ0dTq7XhCSCRCYD/VDbWTNs45+LAlMsdqt2XPttiRsayqNFCTKTyr4x0jgbBiAFiLDXBF0YgRrvgk0bASXEQPgSRD0P0FUIcDSct+Esg+oss7YqYRYLjpORoHp5B+IQh+MVB8OJISnhgVIQASOXn8Y/+F4DEy/+GIPkKIPoiEH0F8AsDKO7fCl6KAUWTRhciwgA4hSBKRSwjwRKQYAkQKEkJFxshsWmjgJkdb5ec6UtzgFwY2N0gE880F8cPhjNyefy1Q77t5nj2To3mqisa2o1AogfRwumIRRpR3rQo7bBs9395K2qc+tS43WE7CTWcBiHg+g+Cix4DN9KVmvwJwxAWfEEzZGu2yIfByO2Q1NkwMwNyR9CocUXgqEi7/0SETxwBL47AJ0ZHBUc//MkB8FICgr8YQqAUgr8EiXAtRL9JuGkijfrBpMrwC4NjJmUcSULyRSD6UuZkor8Yoq8gtUsEoHjClFNiQ0qmdqBGoxNCiCHRd3S0niPwScMgnA+DJQtRMP1KZyZpOUo2QkWfjmR7AkBDtp9xPow1jPHk+uTfDNfmdB6T8feDEATjHSiIHkQg2Y1EsAqJYDXCjSuAgonjxrtM93FM1HiAG6GS5TL8yV6Ud7+GnqqLzSdtFs9hBzbApOOmbakWuSpotHBb5Bi1NU6KjwqTVOS/UOw4EqFqRItmQwyUpHJAJbrHIgL6hAH4hQFIfHhMCMnCRfQVQPJFNMWH2da65nXJ5mUUYsaqozzjzCXTk4N8b4+ZHquyaabtxLrCS8uMXJn4n27kyjyMF0cQjHciGO9EINkFTkpACFQgGShHMlgOIVCB0snL0n7jdT92xooaMzK9k6MFL0RR0b0GQ8XzECtosvRbLzqTXHmRvMKte+bmS5tPogawliQLsP6e6cfPTyASPYiC6AEkgxUIJLog+QqRDFSMiphSCIGScTmizKCxF6a9BrN2kYuTyEzmVWJok63dHPb8zly8GuuZyLFHvsy9eHEYgUQP/MleBJK98Cd7Afgg+gtTJuT+QoQmzEpF59TIL+dGX5e/ombfUSyf2eieqCESkIwDQjIVf9uGXTvg3kDQe3QHivq3IZg4ieGCKSB8KGW3zwch+cKWJ2f5jNsdoZsdRCbCOVsRNk4jnF1QM0J9LhrUmYHVmIkgq8nB/Mk++JN9SISqIfnooqHp4aTd5YNZUTZhE2b7ZLJtsed0ZpCtSTMTOXQ4eT5W8625yqgfjk8cgk+IjpmR+5O9GCxbCtFXCIkPgnCBtDk3bbvQ6gul6CDa7ntvHoqaHS1YvmAKmi/7MnghClJQDRKZCITKgMQA+L694KLtEKdOgdg4D6SiHgABf6IF/KHN4E8eAZcYAeIjqX8To5M5nx8IRSDWTodUNxNSzTSQ8lqAd88unnag4PoOgOs/kHKmTg6DE6KpAAHJKEjpVEjVZ4OEylLJ+Pzh09J2P9N41XloYTY5cUvMGJXlpojREzBWd2/U5OrEigkXOnL1+Z0JOG2j7Nmd3uTyDgATPKdw6znJ9zTbzz083IKC6AFwUgK8lABAQPggJC4I0V+IWKQR8XAtOElIpVaQYvCJcXBSDBwRU0F5/EWjoig0JojKG+ZDjA+h9bHP5J+o2bn3MK685HyESqqRCE2EXxiAPzkAjoggHIdEqBrJYBX8yX4E4x1I5X5BauI/YSFIcVMq74svDPhCKVEg736MnAQp64WvfR/4E4eARAxS9WSQ0mqQSAlIQQlIpBiQ/7+wHPC7YyZENYiIcfCdb6cipSVTQocj4mjOikgq67hPFjmj0ZaU/49UUkNx0iogVG65jqe7bbcbwQKs3qNcMjO7oGbEdIeFBrWYsfIcte6fmyKP4R1sIpxZvOiP2TM8M8n2ZFcNEzYpcu252EE35yEh4IgwKnDi8AsDCA8fRjDZAwJekVYhlWKBgIdPHB5NgB0F4QDRVzRm3ibwBTjx9mP5KWpWnbcUwswbwMlJ9wgBL8UhyYksZQiBX+gHQCD4ywxNyzRfosQAuKGj4OJ9qfDLyWgqtHJyKCUqxGGQgjKQ0gkgJdWpfyMlIKEIECwACUaAUCT1bzByKnlmMg5ueADccD8w3A9uZABcfBjwB0ECIcAfAgmE4Ds8lAr9ygdTEdB8oVHRwo1dH6TkaLLOkdFknTEAEiDEwSUGwCUHUteRSP0LMQFh4RdTO1sUnMl23W4l3QTo7mM2BI5bQkaNnrgweq5G98jo3jAhk1vkwrt7JsF2ZRhukWuTaCZuTpFrz0aP8ob5DpN+CgB8xq4ghIzu4kRHzduGADGBtm0v5J+oeXPLPqxYPBOl530JnD/kZtHWIeLYDZX/5aUEeCmZSuwnJcGP/stBgsT5AHDgiDCWh0PyhSDxKV8ZjojgJAEcERAIhVN5PaQEICYBKQGIsZRoC5WDhMpTJmjB0lSY2eQAEB8VMfH+lNgJFAKBYpBgMRAoAgkUpbK7l83QvBwrg2MuDYTqeudS3cxw0xTNTXJZKFi9J7l8Lacz+fQeMhiM8eTyRJoJnlNoPSev70+utQ0ixNG/7qdM1LiFYQMiJKU+hTgAkvKF4X36xxuVkxwCF+8F4r3g4n3gEv0gvhAQLAEJlmKg9yQkXwQSH7Yd9MD0emyQ6eSgVskXP4lsmqt5KQ68vq7TWdj4N7fnRftlIofByF9ybRJrByaEMksm20zeipqN2w5g+VnTsypqTucXw2vxkYlG7sXzoZ005pKPDODOZN7uNWU6ohotp7PAyWeY6GEwcp/TQdxYJZ/mfGdqWG4hPoSj+RgowOpOTa4/CEb+kM9BANwgV0VKpmBiKHMwgcNg5A9notBh5BaZ2qnxe1YyJcqXjQkcRibNdLQmwfksdPJNhLgBEzLukynBIr/rTCAxGN5CO7di4oeR77guaooL7ZucWX2hmAjKDrnsH5DPooRxCiZWMke2RAUTM7ndl+YarL14jxtzKiaMGNkk6zs1dmBiJjvk+gDMBE1uwARJfqH3XrNJpH1yva/MRzJxT1mbdw7bFWJkE9dFzXBcAgCU1c8BHyxwu3hGhsjHQZlNphkM98jHPoDBcEI22/yZJqhO18VpJtZOoXzGYiKK/gyc0/2dmoCNUMgMz2ETFAaDwWAwcpPTYYw+04SZFqerWHMMz2fkNK6LGjIqaoSzasGHC90unsFgMBgMBoORY5wOwozhDVIsCjzi/XlcFzXVo4ECPji1BKGCIreLZzAYDAaDwWAwGHnC87v60JaB87iepyYWi6G5uRkdHR1uFstgMBgMBoPBYDDykJqaGrS0tCAcDnt2DtdFDZASNolEwu1iGQwGg8FgMBgMRp4RDAY9FTSAR6KGwWAwGAwGg8FgMDJFZsIRMBgMBoPBYDAYDIZHMFHDYDAYDAaDwWAw8homahgMBoPBYDAYDEZew0QNg8FgMBgMBoPByGuYqGEwGAwGg8FgMBh5DRM1DAaDwWAwGAwGI69hoobBYDAYDAaDwWDkNUzUMBgMBoPBYDAYjLyGiRoGg8FgMBgMBoOR1zBRw2AwGAwGg8FgMPIaJmoYDAaDwWAwGAxGXsNEDYPBYDAYDAaDwchrmKhhMBgMBoPBYDAYeQ0TNQwGg8FgMBgMBiOvYaKGwWAwGAwGg8Fg5DVM1DAYDAaDwWAwGIy8hokaBoPBYDAYDAaDkdcwUcNgMBgMBoPBYDDyGiZqGAwGg8FgMBgMRl7DRA2DwWAwGAwGg8HIa5ioYTAYDAaDwWAwGHkNEzUMBoPBYDAYDAYjr2GihsFgMBgMBoPBYOQ1TNQwGAwGg8FgMBiMvIaJGgaDwWAwGAwGg5HXMFHDYDAYDAaDwWAw8hq/F4XGYjEkEgkvimYwGAwGg8FgMBh5RDAYRDgc9vQcrouaWCyGgtIqkETU7aIZDAaDwWAwGAxGnlFTU4OWlhZPhY3roiaRSIAkoig55/PgfCG3iwcAlNXP8aRcGeGsWk/LB4DJ0wKeln9u9Yin5S8pbPe0/FnTiKflT+a9aZtKuJPbvT3Bof/nbfnHJW/LzwTPZrsCDnk02xVwxuPZrgADb2a7Agz859P7sl2FMx7uxVi2q3BGM5AYQsP/notEIpFfokaG84XA+b2ZOPLBAk/KHSs/XOhp+QDgL/BW1ISKvHWXKiiMeFp+cYm3oqaE93YLFAC4mMfCqZDztnxvX7PM4O1r5j0eP2KvKfD2NWZQ4P3yDcOMksLibFfhjIcL5ftgwKCBBQpgMBgMBoPBYDAYeQ0TNQwGg8FgMBgMBiOvYaKGwWAwGAwGg8Fg5DVM1DAYDAaDwWAwGIy8hokaBoPBYDAYDAaDkdcwUcNgMBgMBoPBYDDyGiZqGAwGg8FgMBgMRl7DRA2DwWAwGAwGg8HIa5ioYTAYDAaDwWAwGHkNEzUMBoPBYDAYDAYjr2GihsFgMBgMBoPBYOQ1TNQwGAwGg8FgMBiMvIaJGgaDwWAwGAwGg5HXMFHDYDAYDAaDwWAw8homahgMBoPBYDAYDEZew0QNg8FgMBgMBoPByGuYqGEwGAwGg8FgMBh5DRM1DAaDwWAwGAwGI69hoobBYDAYDAaDwWDkNUzUMBgMBoPBYDAYjLyGiRoGg8FgMBgMBoOR1zBRw2AwGAwGg8FgMPIaJmoYDAaDwWAwGAxGXsNEDYPBYDAYDAaDwchrmKhhMBgMBoPBYDAYeQ0TNQwGg8FgMBgMBiOvYaKGwWAwGAwGg8Fg5DVM1DAYDAaDwWAwGIy8hokaBoPBYDAYDAaDkdcwUcNgMBgMBoPBYDDyGiZqGAwGg8FgMBgMRl7DRA2DwWAwGAwGg8HIa5ioYTAYDAaDwWAwGHkNEzUMBoPBYDAYDAYjr2GihsFgMBgMBoPBYOQ1fq8KJmLcq6IhJYY9KxsApFjU0/IBQBgOeFp+fGjE0/KHibflDw4QT8sf4CVPywcAbtC7dwAAEPX2HsHb1ywzJLNdAYd4/Ii95nRoQvmOx70Qg4KB6GC2q3DGw8Vj2a7CGc1AYigj5+EIIa4Om/39/Zg0aRKGhjJzAQwGg8FgMBgMBiN3KSoqwrFjx1BaWurZOVzfqeE4DkNDQzh69ChKSkrcLh4DAwNoaGjI2/IzcQ5WfnbLz8Q58r38TJDv18Dqz3AKewbZhz2D7MOeQfaRnwHHcZ6exzPzs5KSEk8bT76Xn4lzsPKzW34mzpHv5WeCfL8GVn+GU9gzyD7sGWQf9gxOf1igAAaDwWAwGAwGg5HXMFHDYDAYDAaDwWAw8hrXRU0oFML999+PUCjkdtGnRfmZOAcrP7vlZ+Ic+V5+Jsj3a2D1ZziFPYPsw55B9mHPIPtk6hm4Hv2MwWAwGAwGg8FgMDIJMz9jMBgMBoPBYDAYeQ0TNQwGg8FgMBgMBiOvYaKGwWAwGAwGg8Fg5DVM1DAYDAaDwWAwGIy8xpao+e///m9MnjwZ4XAYy5cvx8aNGw2Pf+yxxzBr1iyEw2HMnz8fzz33nOZxDzzwAM4++2wUFxejuroa73vf+7B3717Dsv/whz+A47i0/8LhsO7x3/rWt8YdP2vWLFfqDwCTJ08eVz7Hcbjtttts1f+1117D1Vdfjbq6OnAchyeffDLt94QQ/Md//Adqa2sRiURw6aWXYv/+/YbXA5x6hsFgEOXl5ZgwYcK48pPJJO6++27Mnz8fhYWFqKurw8c//nG0t7cblq11j/1+v2b9b7755nHHXnnlldT1D4fDmD17Ni644ALde6T1PDiOw49+9CPL16DVJmOxGG677TZUVlaiqKgIH/jAB3DixAnD+iufWyAQQElJCYqKijTbfU9PD77whS9g5syZiEQiaGxsxBe/+EX09/cbnkPr3oZCIc1rWLVq1bhjP/vZz1Jfg5W2Z5Vf/vKXWLBgwVjitBUrVuD5558f+97p/fey7rTXkMv3X4sf/OAH4DgOd95559hn+fAc8hmzsYvd/8zQ1taGj33sY6isrEQkEsH8+fOxadOmse+djsm086ozFbM5FnsPvEcURdx3331obm5GJBLB1KlT8d3vfhfKuGNZew+IRR555BESDAbJ73//e7Jr1y7y6U9/mpSVlZETJ05oHr9u3Tri8/nID3/4Q7J7927yzW9+kwQCAbJjx45xx15xxRXkoYceIjt37iRbt24l7373u0ljYyMZGhrSrc9DDz1ESkpKyPHjx8f+6+jo0D3+/vvvJ3Pnzk07/uTJk7rHW6k/IYR0dnamlf3SSy8RAGT16tW26v/cc8+Rb3zjG+Txxx8nAMgTTzyR9vsf/OAHpLS0lDz55JNk27Zt5L3vfS9pbm4mIyMjutekfIa/+tWvyFlnnUUKCgrGld/X10cuvfRS8re//Y3s2bOHrF+/nixbtowsWbJEt2xC0u/xn/70J3LHHXeQP/zhD5r1v+mmm8iVV16Zdv09PT2G5avb4JVXXklCoRB56KGHNM+hLPv48ePk97//PeE4jhw8eND0GlatWkV+9rOfkTVr1pDVq1drtsnPfvazpKGhgbzyyitk06ZN5JxzziHnnnuu4TUon9u5555LzjrrLFJfX082bNgw7hw7duwg1157LXn66afJgQMHyCuvvEKmT59OPvCBDxieQ763ymt47bXXNK9h5cqV5NOf/nTaferv76e+Btq2Z4enn36aPPvss2Tfvn1k79695N577yWBQIDs3LmTEOL8/ntZd9pryOX7r2bjxo1k8uTJZMGCBeSOO+4Y+zwfnkM+YzZ2sfvvPT09PaSpqYncfPPNZMOGDeTQoUPkhRdeIAcOHBg7xumYTDOvOpMxm2Ox98B7vve975HKykryzDPPkJaWFvLYY4+RoqIi8vOf/3zsmGy9B5ZFzbJly8htt9029rcoiqSuro488MADmsdfd9115Kqrrkr7bPny5eQzn/mM6bk6OzsJAPLqq6/qHvPQQw+R0tJSusqT1MCwcOFC6uOd1J8QQu644w4ydepUIkmS5vdW6q+esEuSRGpqasiPfvSjsc/6+vpIKBQif/3rX3XL0XuGWoJAzcaNGwkAcuTIEd1j9O6xnqi55pprDM+pxqgN0lzDNddcQy6++GLDY/SuQd0m+/r6SCAQII899tjYMe+88w4BQNavX69Zttlzo2n3jz76KAkGgySZTOoeo3dvtcpfuXJl2gTVDLttzy3Ky8vJb3/7W0/uf6aQr4GQ/Ln/g4ODZPr06eSll15Kq3M+P4d8wWjsYvc/M9x9993k/PPP1/3e7TFZb17FOIVyjsXeg8xw1VVXkVtuuSXts2uvvZbccMMNhJDsvgeWzM8SiQTefvttXHrppWOf8TyPSy+9FOvXr9f8zfr169OOB4ArrrhC93glsnlNRUWF4XFDQ0NoampCQ0MDrrnmGuzatcvw+P3796Ourg5TpkzBDTfcgNbWVt1jndQ/kUjgT3/6E2655RZwHOda/WVaWlrQ0dGRVr/S0lIsX75ct35Gz5CG/v5+cByHsrIyw+Os3OM1a9aguroaM2fOxOc+9zl0d3frHmunDSo5ceIEnn32WXzyk580PVbrGtRt8u2330YymUyrz6xZs9DY2KhbH7PnRtPu+/v7UVJSAr/fb3gNWvdWr/w///nPqKqqwrx58/D1r38dw8PDuuXaaXtuIIoiHnnkEUSjUaxYscKT++816muQyYf7f9ttt+Gqq64a11/k43PIR/T6VXb/M8PTTz+NpUuX4kMf+hCqq6uxaNEi/OY3vxn73u0xmT0HY9RzLPYeZIZzzz0Xr7zyCvbt2wcA2LZtG15//XW8613vApDd98B4RqSiq6sLoihi4sSJaZ9PnDgRe/bs0fxNR0eH5vEdHR2G55IkCXfeeSfOO+88zJs3T/e4mTNn4ve//z0WLFiA/v5+/PjHP8a5556LXbt2YdKkSeOOX758Of7whz9g5syZOH78OL797W/jggsuwM6dO1FcXOxa/QHgySefRF9fH26++WbX6q+um1wf2voZPUMzYrEY7r77bnzkIx9BSUmJ7nF691iLK6+8Etdeey2am5tx8OBB3HvvvXjXu96F9evXw+fzWaq/XhtU8vDDD6O4uBjXXnut4XFa13D++edjzpw5aW2yo6MDwWBwnMgzegZGz+348eOm7b6rqwvf/e53ceuttxpeg9a9vfLKK1FdXT2u/I9+9KNoampCXV0dtm/fjrvvvht79+7F448/bvkaaN4Nq+zYsQMrVqxALBZDUVERnnjiCcyZMwdbt2519f57UXcZvWsAcv/+A8AjjzyCzZs346233tKsT748h3zFaOxi9z8zHDp0CL/85S/x5S9/Gffeey/eeustfPGLX0QwGMRNN93k+phMM6adyajnWOw9yAz33HMPBgYGMGvWLPh8PoiiiO9973u44YYbALg/N7XyHlgSNZnktttuw86dO/H6668bHrdixYq01c5zzz0Xs2fPxq9//Wt897vfHXe8rCQBYMGCBVi+fDmamprw6KOPUq3eW+F3v/sd3vWud6Gurs61+meLZDKJ6667DoQQ/PKXvzQ8Vu8ea3H99deP/f/8+fOxYMECTJ06FWvWrMEll1ziTuUV/P73v8cNN9xgGEwC0L6G6upqDA8PY+vWra7XS2bz5s0QBEG33Q8MDOCqq67CnDlz8K1vfcuwLL17O3HixDTHVgBpAmn+/Pmora3FJZdcgoMHD2Lq1Kn2L8glZs6cia1bt6K/vx9///vfcdNNN+HVV1/NdrUsoXcNc+bMyfn7f/ToUdxxxx146aWXTN8dhjcYjV2RSCSLNTtzkCQJS5cuxfe//30AwKJFi7Bz50786le/wk033ZTl2p150MyxGO7z6KOP4s9//jP+8pe/YO7cudi6dSvuvPNO1NXVZf09sGR+VlVVBZ/PNy6SxIkTJ1BTU6P5m5qaGkvHA8Dtt9+OZ555BqtXrzbdrVATCASwaNEiHDhwgOr4srIyzJgxQ/d4O/UHgCNHjuDll1/Gpz71KbqKj2Kl/nIdrNTP6BnqIQuaI0eO4KWXXjLcpdFCvsc0TJkyBVVVVbrXb6cNyqxduxZ79+61/EwA4Jvf/CYA4EMf+lBam6ypqUEikUBfXx91ffSe27p163DixAnddj84OIgrr7wSxcXFeOKJJxAIBCxdw09+8hPwPI8vfOELpu/V8uXLAcDwvdC6BprnYIdgMIhp06ZhyZIleOCBB7Bw4UL8/Oc/d/X+e1V3Gb1r0CLX7v/bb7+Nzs5OLF68GH6/H36/H6+++ir+67/+C36/HxMnTsyb53C6oBy78uk9yGdqa2vHdldlZs+ePWYG6PaYzJ6DPlpzLPYeZIa77roL99xzD66//nrMnz8fN954I770pS/hgQceAJDd98CSqAkGg1iyZAleeeWVsc8kScIrr7ySttugZMWKFWnHA8BLL72keTwhBLfffjueeOIJ/Pvf/0Zzc7OV6gFI2avv2LEDtbW1VMcPDQ3h4MGDusdbqb+Shx56CNXV1bjqqqvoKj6Klfo3NzejpqYmrX4DAwPYsGGDbv2MnqEWsqDZv38/Xn75ZVRWVlq6HuDUPabh2LFj6O7u1r1+O21Q5ne/+x2WLFmChQsXUtddbpOPP/44IpEIZs+enfb9kiVLEAgE0uqzd+9etLa26tZH/dwIIbj11lvR3t6O73znO5rtfmBgAJdffjmCwSCefvppS6vl8jX8/e9/hyRJmD9/vulv5N0ovedgp+25iSRJiMfjrtz/TNddRr4GLXLt/l9yySXYsWMHtm7dOvbf0qVLccMNN4z9f74+h3xFOXbl83uQT5x33nnjwuHv27dvzBLB7TGZPQd9tOZY7D3IDMPDw+D5dPng8/kgSRKALL8H1CEFRnnkkUdIKBQif/jDH8ju3bvJrbfeSsrKysbCEN94443knnvuGTt+3bp1xO/3kx//+MfknXfeIffff79uSOTPfe5zpLS0lKxZsyYtZN/w8PDYMeryv/3tb5MXXniBHDx4kLz99tvk+uuvJ+FwmOzatUuz/l/5ylfImjVrSEtLC1m3bh259NJLSVVVFens7HRcfxlRFEljYyO5++67x31ntf6Dg4Nky5YtZMuWLQQA+clPfkK2bNkyFn3sBz/4ASkrKyNPPfUU2b59O7nmmmvGhc27+OKLyS9+8Yuxv5XP8K233iLXXnstKSoqGld+IpEg733ve8mkSZPI1q1b055JPB7XLV95j1966SWyfPlyUlZWNq78wcFB8tWvfpWsX7+etLS0kJdffpksXryYTJ8+ncRiMar67969m3ziE58gRUVF5OWXX9a8R4QQ0t/fTwoKCsgvf/lLzWemdw0f+9jHSFFREVmyZAmpqKggO3bsGNcmP/vZz5LGxkby73//m2zatImsWLGCrFixIq38mTNnkscff3zsb+Vzu+6664jf7yc1NTWkpaVlXLvv7+8ny5cvJ/PnzycHDhxIew6CIGieQ3lvP/axj5HCwkIyffp00tzcTA4fPpxW/oEDB8h3vvMdsmnTJtLS0kKeeuopMmXKFHLhhRdSX4Ne23ODe+65h7z66qukpaWFbN++ndxzzz2E4zjy4osvEkKc338v605zDbl+//VQR2zLh+eQz5iNXez+e8/GjRuJ3+8n3/ve98j+/fvJn//8Z1JQUED+9Kc/jR3jdEzWmlcx0jGaY7H3wHtuuukmUl9fPxbS+fHHHydVVVXka1/72tgx2XoPLIsaQgj5xS9+QRobG0kwGCTLli0jb7755th3K1euJDfddFPa8Y8++iiZMWMGCQaDZO7cueTZZ5/Vrgyg+d9DDz2kW/6dd945VpeJEyeSd7/73WTz5s26df/whz9MamtrSTAYJPX19eTDH/5wWox5J/WXeeGFFwgAsnfv3nHfWa3/6tWrNe+JXIYkSeS+++4jEydOJKFQiFxyySXjztvU1ETuv//+tM/kZ+j3+3XLb2lp0X0myrw76vKV97iqqkq3/OHhYXL55ZeTCRMmkEAgQJqamsinP/3pcQ3YqP7BYJDMmjXL8B4RQsivf/1rEolESF9fn+Yz07sGmjY5MjJCPv/5z5Py8nJSUFBA3v/+95Pjx4+nla/+jfK5mZ1Drw0AIC0tLZrnUN5bs/JbW1vJhRdeSCoqKkgoFCLTpk0jd91117g8KUbXoNf23OCWW24hTU1NJBgMkgkTJpBLLrlkTNAQ4vz+e1l3mmvI9fuvh1rU5MNzyGfMxi52/zPDP//5TzJv3jwSCoXIrFmzyP/+7/+mfe90TNaaVzHSMZpjsffAewYGBsgdd9xBGhsbSTgcJlOmTCHf+MY30ha7s/UecIQoUoAyGAwGg8FgMBgMRp5hyaeGwWAwGAwGg8FgMHINJmoYDAaDwWAwGAxGXsNEDYPBYDAYDAaDwchrmKhhMBgMBoPBYDAYeQ0TNQwGg8FgMBgMBiOvYaKGwWAwGAwGg8Fg5DVM1DAYDAaDwWAwGIy8hokaBoPBYDAYDAaDkdcwUcNgMBgMBoPBYDDyGiZqGAwGg8FwyPvf/36Ul5fjgx/8YLarwmAwGGckTNQwGAwGg+GQO+64A3/84x+zXQ0Gg8E4Y2GihsFgMLLMqlWrcOedd+ZMOdmCpv7d3d2orq7G4cOHM1InWlatWoXi4uJxn19//fV48MEHs1AjBoPBOLNgoobBYDBc4le/+hWKi4shCMLYZ0NDQwgEAli1alXasWvWrAHHcTh48CAef/xxfPe73/W8fidPnsTnPvc5NDY2IhQKoaamBldccQXWrVvn+bnd4nvf+x6uueYaTJ48OdtVoeKb3/wmvve976G/vz/bVWEwGIzTGn+2K8BgMBinCxdddBGGhoawadMmnHPOOQCAtWvXoqamBhs2bEAsFkM4HAYArF69Go2NjZg6dWrG6veBD3wAiUQCDz/8MKZMmYITJ07glVdeQXd3d8bq4ITh4WH87ne/wwsvvJDxc5911llpYlXmxRdfRF1dne7v5s2bh6lTp+JPf/oTbrvtNi+ryGAwGGc0bKeGwWAwXGLmzJmora3FmjVrxj5bs2YNrrnmGjQ3N+PNN99M+/yiiy4CMN7satWqVfjiF7+Ir33ta6ioqEBNTQ2+9a1vpZ0rGo3i4x//OIqKilBbW2tq4tTX14e1a9fiP//zP3HRRRehqakJy5Ytw9e//nW8973vTTv37bffjttvvx2lpaWoqqrCfffdB0LI2DGSJOGBBx5Ac3MzIpEIFi5ciL///e/U39upPwA899xzCIVCY4JRru8XvvAF3HnnnSgvL8fEiRPxm9/8BtFoFJ/4xCdQXFyMadOm4fnnnzcs++9//zvmz5+PSCSCyspKXHrppYhGo2Pfb926FTt37hz3n5Ggkbn66qvxyCOPmB7HYDAYDPswUcNgMBguctFFF2H16tVjf69evRqrVq3CypUrxz4fGRnBhg0bxkSNFg8//DAKCwuxYcMG/PCHP8R3vvMdvPTSS2Pf33XXXXj11Vfx1FNP4cUXX8SaNWuwefNm3fKKiopQVFSEJ598EvF43PAaHn74Yfj9fmzcuBE///nP8ZOf/AS//e1vx75/4IEH8Mc//hG/+tWvsGvXLnzpS1/Cxz72Mbz66qtU39upP5Da9VqyZIlmfauqqrBx40Z84QtfwOc+9zl86EMfwrnnnovNmzfj8ssvx4033ojh4WHNco8fP46PfOQjuOWWW/DOO+9gzZo1uPbaa9OEnBOWLVuGjRs3mt53BoPBYDiAMBgMBsM1fvOb35DCwkKSTCbJwMAA8fv9pLOzk/zlL38hF154ISGEkFdeeYUAIEeOHCGEELJy5Upyxx13jJWxcuVKcv7556eVe/bZZ5O7776bEELI4OAgCQaD5NFHHx37vru7m0QikbRy1Pz9738n5eXlJBwOk3PPPZd8/etfJ9u2bUs7ZuXKlWT27NlEkqSxz+6++24ye/ZsQgghsViMFBQUkDfeeCPtd5/85CfJRz7yEdPvndT/mmuuIbfccsu4+irvlSAIpLCwkNx4441jnx0/fpwAIOvXr9cs9+233yYAyOHDh3XPbcYll1xCqqqqSCQSIfX19WnXv23bNsflMxgMBsMY5lPDYDAYLrJq1SpEo1G89dZb6O3txYwZMzBhwgSsXLkSn/jEJxCLxbBmzRpMmTIFjY2NuuUsWLAg7e/a2lp0dnYCAA4ePIhEIoHly5ePfV9RUYGZM2ca1u0DH/gArrrqKqxduxZvvvkmnn/+efzwhz/Eb3/7W9x8881jx51zzjngOG7s7xUrVuDBBx+EKIo4cOAAhoeHcdlll6WVnUgksGjRItPvndR/ZGRkzCdJifJe+Xw+VFZWYv78+WOfTZw4EQDG7p+ahQsX4pJLLsH8+fNxxRVX4PLLL8cHP/hBlJeXG9ZHycsvv6z7XSQSAQDdnSIGg8FgOIeJGgaDwXCRadOmYdKkSVi9ejV6e3uxcuVKAEBdXR0aGhrwxhtvYPXq1bj44osNywkEAml/cxwHSZIc1y8cDuOyyy7DZZddhvvuuw+f+tSncP/996eJGiOGhoYAAM8++yzq6+vTvguFQmhvbzf83glVVVXo7e0d97nWvVJ+Jgs0vfvn8/nw0ksv4Y033sCLL76IX/ziF/jGN76BDRs2oLm52VGdAaCnpwcAMGHCBMdlMRgMBkMb5lPDYDAYLnPRRRdhzZo1WLNmTVoo5wsvvBDPP/88Nm7caOhPY8bUqVMRCASwYcOGsc96e3uxb98+y2XNmTMnzSEeQFq5APDmm29i+vTp8Pl8mDNnDkKhEFpbWzFt2rS0/xoaGky/d1L/RYsWYffu3ZavkQaO43Deeefh29/+NrZs2YJgMIgnnnjClbJ37tyJSZMmoaqqypXyGAwGgzEetlPDYDAYLnPRRRfhtttuQzKZHNupAYCVK1fi9ttvRyKRcCRqioqK8MlPfhJ33XUXKisrUV1djW984xvgef11qu7ubnzoQx/CLbfcggULFqC4uBibNm3CD3/4Q1xzzTVpx7a2tuLLX/4yPvOZz2Dz5s34xS9+MRadrLi4GF/96lfxpS99CZIk4fzzz0d/fz/WrVuHkpIS3HTTTabf26k/AFxxxRX4+te/jt7eXkumYWZs2LABr7zyCi6//HJUV1djw4YNOHnyJGbPnu1K+WvXrsXll1/uSlkMBoPB0IaJGgaDwXCZiy66CCMjI5g1a9aYPweQEjWDg4NjoZ+d8KMf/QhDQ0O4+uqrUVxcjK985SuGCR6LioqwfPly/PSnP8XBgweRTCbR0NCAT3/607j33nvTjv34xz+OkZERLFu2DD6fD3fccQduvfXWse+/+93vYsKECXjggQdw6NAhlJWVYfHixWPlmH1vp/4AMH/+fCxevBiPPvooPvOZz9i5bZqUlJTgtddew89+9jMMDAygqakJDz74IN71rnc5LjsWi+HJJ5/Ev/71LxdqymAwGAw9OEJcilnJYDAYjLxn1apVOOuss/Czn/0s21XR5Nlnn8Vdd92FnTt3mu7s5AK//OUv8cQTT+DFF1/MdlUYDAbjtIbt1DAYDAYjb7jqqquwf/9+tLW1jfno5DKBQAC/+MUvsl0NBoPBOO1hoobBYDAYecWdd96Z7SpQ86lPfSrbVWAwGIwzgv+/XTsoAQCAgRjm3/Uc3HuFxEWh9jMAACDt/5AMAAAwiBoAACBN1AAAAGmiBgAASBM1AABAmqgBAADSRA0AAJAmagAAgDRRAwAApIkaAAAgTdQAAABpogYAAEgTNQAAQNoBOwUZO4Fk3xUAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 8]).ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    np.sqrt(ds.u10**2 + ds.v10**2),\n",
    "    transform=pc,\n",
    "    **paint.NWSWindSpeed.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSWindSpeed.cbar_kwargs2,\n",
    ")\n",
    "\n",
    "ax.set_title(\"10-m Wind Speed\", loc=\"right\")\n",
    "ax.set_title(f\"{ds.model.upper()} Ensemble Mean\", loc=\"left\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-data",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}