From 112950b0a82165e8e656bd0f6baa49c0165e7cfd Mon Sep 17 00:00:00 2001
From: Joris Van den Bossche <jorisvandenbossche@gmail.com>
Date: Tue, 25 May 2021 22:01:05 +0200
Subject: [PATCH] Add new xarray notebooks

---
 _solved/14-xarray-intro.ipynb    | 11023 +++++++++++++++++++++++++++++
 _solved/15-xarray-datasets.ipynb |  7105 +++++++++++++++++++
 2 files changed, 18128 insertions(+)
 create mode 100644 _solved/14-xarray-intro.ipynb
 create mode 100644 _solved/15-xarray-datasets.ipynb

diff --git a/_solved/14-xarray-intro.ipynb b/_solved/14-xarray-intro.ipynb
new file mode 100644
index 0000000..e5a35e0
--- /dev/null
+++ b/_solved/14-xarray-intro.ipynb
@@ -0,0 +1,11023 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<p><font size=\"6\"><b>Xarray</b></font></p>\n",
+    "\n",
+    "\n",
+    "> *DS Python for GIS and Geoscience*  \n",
+    "> *October, 2020*\n",
+    ">\n",
+    "> *© 2020, Joris Van den Bossche and Stijn Van Hoey. Licensed under [CC BY 4.0 Creative Commons](http://creativecommons.org/licenses/by/4.0/)*\n",
+    "\n",
+    "---"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "## Introduction: meet `xarray`"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's start with reading the Sentinel RGB bands for Herstappe again:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "import xarray as xr"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "data_file = \"./data/herstappe/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
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+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
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+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
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+       "}\n",
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+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
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+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
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+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
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+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
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+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
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+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
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+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
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+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
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+       "\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",
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+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
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+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 227, x: 447)&gt;\n",
+       "[304407 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a0d2cd36-b554-4d0a-9529-9d5919baf29f' class='xr-array-in' type='checkbox' checked><label for='section-a0d2cd36-b554-4d0a-9529-9d5919baf29f' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[304407 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-8459f56b-9a33-4ab0-8baa-dad86efa4181' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8459f56b-9a33-4ab0-8baa-dad86efa4181' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-0ef383aa-84d8-46da-a645-bd940fb7b8e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0ef383aa-84d8-46da-a645-bd940fb7b8e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-595d1714-5f07-4a91-a48f-2c0d7e8d556f' class='xr-var-data-in' type='checkbox'><label for='data-595d1714-5f07-4a91-a48f-2c0d7e8d556f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-e836deda-e829-4e05-a3c9-d02c832a1a2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e836deda-e829-4e05-a3c9-d02c832a1a2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-813ede6f-743a-400d-9c92-184d5de3d077' class='xr-var-data-in' type='checkbox'><label for='data-813ede6f-743a-400d-9c92-184d5de3d077' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-503d66bd-28f2-4105-8016-643ee2ea5d78' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-503d66bd-28f2-4105-8016-643ee2ea5d78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a61aecc-94d7-4273-916a-1a0064cd04f0' class='xr-var-data-in' type='checkbox'><label for='data-5a61aecc-94d7-4273-916a-1a0064cd04f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-33887c3a-4925-456a-abde-e0f16fab628b' class='xr-section-summary-in' type='checkbox'  ><label for='section-33887c3a-4925-456a-abde-e0f16fab628b' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 227, x: 447)>\n",
+       "[304407 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe = xr.open_rasterio(data_file)\n",
+    "herstappe"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Xarray brings its own plotting methods, but relies on Matplotlib as well for the actual plotting:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 864x360 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ax = herstappe.plot.imshow(figsize=(12, 5))\n",
+    "# ax.axes.set_aspect('equal')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 864x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ax = herstappe.sel(band=1).plot.imshow(cmap=\"Reds\", figsize=(12, 5))  #, robust=True)\n",
+    "# ax.axes.set_aspect('equal')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "As a preview, plot the intersection of the data at x coordinate closest to 400000 for each band:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<xarray.plot.facetgrid.FacetGrid at 0x7f0bdbbcf640>"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x216 with 3 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe.sel(x=600_000, method='nearest').plot.line(col='band')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "But first, let's have a look at the data again:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 227, x: 447)&gt;\n",
+       "[304407 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-e9f6b1f8-436d-401d-8837-bdde48f22944' class='xr-array-in' type='checkbox' checked><label for='section-e9f6b1f8-436d-401d-8837-bdde48f22944' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[304407 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-71d57902-c564-4208-9e2e-096a8628fa1d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-71d57902-c564-4208-9e2e-096a8628fa1d' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-a95bc662-f799-4487-a227-da68446e8283' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a95bc662-f799-4487-a227-da68446e8283' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db42ee57-5ad9-4622-8e5d-4333dd4ff10b' class='xr-var-data-in' type='checkbox'><label for='data-db42ee57-5ad9-4622-8e5d-4333dd4ff10b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-e35927ea-7cb4-492b-a042-59819ac85576' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e35927ea-7cb4-492b-a042-59819ac85576' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d76b534f-6d71-4382-9e90-86f6a0c46c5a' class='xr-var-data-in' type='checkbox'><label for='data-d76b534f-6d71-4382-9e90-86f6a0c46c5a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-3377de4e-193c-4e69-a024-f30b1feb2be2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3377de4e-193c-4e69-a024-f30b1feb2be2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21463c50-fd2c-4d5e-9074-24df88993a1a' class='xr-var-data-in' type='checkbox'><label for='data-21463c50-fd2c-4d5e-9074-24df88993a1a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2746565e-c19b-4eba-9341-b5dad78a63c7' class='xr-section-summary-in' type='checkbox'  ><label for='section-2746565e-c19b-4eba-9341-b5dad78a63c7' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 227, x: 447)>\n",
+       "[304407 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "The output of xarray is a bit different to what we've previous seen. Let's go through the different elements:\n",
+    "\n",
+    "- It is a `xarray.DataArray`, one of the main data types provided by xarray\n",
+    "- It has 3 __dimensions__:\n",
+    "    - `band`: 3 bands (RGB)\n",
+    "    - `y`: the y coordinates of the data set\n",
+    "    - `x`: the x coordinates of the data set\n",
+    "- Each of these dimensions are defined by a __coordinate__ (1D) array\n",
+    "- Other metadata provided by the `tiff` are stored in the __`Attributes`__\n",
+    "\n",
+    "Looking to the data itself (click on the icons on the right), we can see this is still a Numpy array"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([[[0.3375 , 0.2195 , 0.17675, ..., 0.167  , 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, 0.222  , ..., 0.197  , 0.21275, 0.27125],\n",
+       "        [0.30775, 0.26425, 0.25875, ..., 0.272  , 0.28975, 0.27425],\n",
+       "        ...,\n",
+       "        [0.39175, 0.38825, 0.4335 , ..., 0.3815 , 0.3135 , 0.2055 ],\n",
+       "        [0.38625, 0.40475, 0.42125, ..., 0.39725, 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, 0.41775, ..., 0.386  , 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , 0.239  , ..., 0.22525, 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , 0.25725, ..., 0.23625, 0.25475, 0.29   ],\n",
+       "        [0.31375, 0.27775, 0.27775, ..., 0.28725, 0.30475, 0.26975],\n",
+       "        ...,\n",
+       "        [0.342  , 0.34175, 0.36575, ..., 0.33725, 0.30925, 0.25075],\n",
+       "        [0.34225, 0.3465 , 0.35675, ..., 0.3415 , 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, 0.35925, ..., 0.33625, 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , 0.26   , ..., 0.25075, 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, 0.285  , ..., 0.276  , 0.28525, 0.31625],\n",
+       "        [0.3225 , 0.28425, 0.28375, ..., 0.3115 , 0.3365 , 0.2965 ],\n",
+       "        ...,\n",
+       "        [0.338  , 0.3395 , 0.35725, ..., 0.335  , 0.311  , 0.2735 ],\n",
+       "        [0.3485 , 0.346  , 0.3505 , ..., 0.33625, 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, 0.3455 , ..., 0.3375 , 0.3375 , 0.33775]]],\n",
+       "      dtype=float32)"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.values"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "numpy.ndarray"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "type(herstappe.values)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dtype('float32')"
+      ]
+     },
+     "execution_count": 11,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.dtype"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Xarray adds context to NumPy arrays"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "On of the most fundamental parts of the scientific python 'ecosystem' is [numpy](https://numpy.org/). A lot of other packages - you already used Pandas and GeoPandas in this course, and now also xarray - are built on top of NumPy and the `ndarray`  (n-dimensional array) object it provides. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "We could also read the GeoTiff data directly into a numpy array using `rasterio`:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [],
+   "source": [
+    "import rasterio\n",
+    "\n",
+    "with rasterio.open(data_file) as src:\n",
+    "    herstappe_array = src.read()\n",
+    "    herstappe_meta = src.meta"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([[[0.3375 , 0.2195 , 0.17675, ..., 0.167  , 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, 0.222  , ..., 0.197  , 0.21275, 0.27125],\n",
+       "        [0.30775, 0.26425, 0.25875, ..., 0.272  , 0.28975, 0.27425],\n",
+       "        ...,\n",
+       "        [0.39175, 0.38825, 0.4335 , ..., 0.3815 , 0.3135 , 0.2055 ],\n",
+       "        [0.38625, 0.40475, 0.42125, ..., 0.39725, 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, 0.41775, ..., 0.386  , 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , 0.239  , ..., 0.22525, 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , 0.25725, ..., 0.23625, 0.25475, 0.29   ],\n",
+       "        [0.31375, 0.27775, 0.27775, ..., 0.28725, 0.30475, 0.26975],\n",
+       "        ...,\n",
+       "        [0.342  , 0.34175, 0.36575, ..., 0.33725, 0.30925, 0.25075],\n",
+       "        [0.34225, 0.3465 , 0.35675, ..., 0.3415 , 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, 0.35925, ..., 0.33625, 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , 0.26   , ..., 0.25075, 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, 0.285  , ..., 0.276  , 0.28525, 0.31625],\n",
+       "        [0.3225 , 0.28425, 0.28375, ..., 0.3115 , 0.3365 , 0.2965 ],\n",
+       "        ...,\n",
+       "        [0.338  , 0.3395 , 0.35725, ..., 0.335  , 0.311  , 0.2735 ],\n",
+       "        [0.3485 , 0.346  , 0.3505 , ..., 0.33625, 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, 0.3455 , ..., 0.3375 , 0.3375 , 0.33775]]],\n",
+       "      dtype=float32)"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "As we learnt in the previous lesson, Rasterio returns a Numpy `ndarray`:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "numpy.ndarray"
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "type(herstappe_array)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Numpy supports different `dtype`s (`float`, `int`,...), but all elements of an array do have the same dtype. Note that NumPy auto-detects the data-type from the input."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dtype('float32')"
+      ]
+     },
+     "execution_count": 16,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_array.dtype"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "The data type of this specific array `herstappe_array` is float32. More information on the data types Numpy supports is available in the [documentation](https://numpy.org/devdocs/user/basics.types.html#array-types-and-conversions-between-types)."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Converting to another data type is supported by `astype` method. When floats are preferred during calculation:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([[[0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        ...,\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0]],\n",
+       "\n",
+       "       [[0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        ...,\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0]],\n",
+       "\n",
+       "       [[0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        ...,\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0],\n",
+       "        [0, 0, 0, ..., 0, 0, 0]]])"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_array.astype(int)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Just as any other object in Python, the `ndarray` has a number of attributes. We already checkes the `dtype` attribute. The `shape` and `ndim` of the array are other relevant attribute:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "((3, 227, 447), 3)"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_array.shape, herstappe_array.ndim"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Hence, we have three bands with dimensions (227, 447) and data type `float32`. Compare this to the metadata stored in the geotiff file:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# !gdalinfo ./data/herstappe/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "The metadata on the dimensions and the datatype correspond, but the spatial information is lost when we only store the Numpy array. While if we use `xarray.DataArray` to wrap this NumPy array, we can keep the data and the spatial context together."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-info\" style=\"font-size:120%\">\n",
+    "\n",
+    "**REMEMBER**: <br>\n",
+    "\n",
+    "The [`numpy` package](https://numpy.org/) is the backbone of the scientific Python ecosystem. The `ndarray` provides an efficient data type to store and manipulate raster data, but it does NOT contain any spatial information.\n",
+    "\n",
+    "The [11-numpy.ipynb](11-numpy.ipynb) notebook provides more content on using pure numpy with rasterio and how to keep track of the spatial extent (eg when plotting), but for this notebooks, we will use xarray to provide context to our numpy array dimensions.\n",
+    "\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's take a look at our xarray.DataArray again:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
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+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 227, x: 447)&gt;\n",
+       "array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c5e8c76f-9d7a-4edc-b129-60b7862baf6d' class='xr-array-in' type='checkbox' checked><label for='section-c5e8c76f-9d7a-4edc-b129-60b7862baf6d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.3375 0.2195 0.1768 0.165 0.1667 ... 0.3332 0.3375 0.3375 0.3377</span></div><div class='xr-array-data'><pre>array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-ce5d3853-32c5-4e7c-bc3c-cc18885ef0e0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ce5d3853-32c5-4e7c-bc3c-cc18885ef0e0' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-97302689-55c7-4f3d-912b-b7bf641d4919' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-97302689-55c7-4f3d-912b-b7bf641d4919' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7ffe599-19ad-4275-a587-e7758e7f43e4' class='xr-var-data-in' type='checkbox'><label for='data-e7ffe599-19ad-4275-a587-e7758e7f43e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-8bc98238-5e3a-4e26-a3b5-60453a9028dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8bc98238-5e3a-4e26-a3b5-60453a9028dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e600c9c1-180f-420c-aad1-c3aa856480ac' class='xr-var-data-in' type='checkbox'><label for='data-e600c9c1-180f-420c-aad1-c3aa856480ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-38434ce8-cef5-4708-802a-b2bedfabafac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-38434ce8-cef5-4708-802a-b2bedfabafac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8224febf-51de-45ba-a73c-050c6c9df0a9' class='xr-var-data-in' type='checkbox'><label for='data-8224febf-51de-45ba-a73c-050c6c9df0a9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3cde6586-5946-40a2-8368-d2ac66a23dad' class='xr-section-summary-in' type='checkbox'  ><label for='section-3cde6586-5946-40a2-8368-d2ac66a23dad' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 227, x: 447)>\n",
+       "array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can further make the dimension information more useful by renaming the labels of the \"band\" dimension:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 227, x: 447)&gt;\n",
+       "array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) &lt;U1 &#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8c44cd6d-4beb-41a3-96e0-62a4b1dce545' class='xr-array-in' type='checkbox' checked><label for='section-8c44cd6d-4beb-41a3-96e0-62a4b1dce545' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.3375 0.2195 0.1768 0.165 0.1667 ... 0.3332 0.3375 0.3375 0.3377</span></div><div class='xr-array-data'><pre>array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-2916a180-8237-4949-8bdc-04d48416cfd8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2916a180-8237-4949-8bdc-04d48416cfd8' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;</div><input id='attrs-af14430c-c182-419f-8663-887854e8ebc7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af14430c-c182-419f-8663-887854e8ebc7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1827c192-fa6d-4afa-9695-c83a5ec8a4db' class='xr-var-data-in' type='checkbox'><label for='data-1827c192-fa6d-4afa-9695-c83a5ec8a4db' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;G&#x27;, &#x27;B&#x27;], dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-939c8267-b2a8-4117-8818-61379e2229f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-939c8267-b2a8-4117-8818-61379e2229f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6410d79-a6b7-4227-8fea-758be79e67e9' class='xr-var-data-in' type='checkbox'><label for='data-b6410d79-a6b7-4227-8fea-758be79e67e9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-5da0625c-a241-4b4b-bc59-2fe8550bb827' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5da0625c-a241-4b4b-bc59-2fe8550bb827' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1920ac4a-c3d0-4ebc-8d15-9d8a9e9ff205' class='xr-var-data-in' type='checkbox'><label for='data-1920ac4a-c3d0-4ebc-8d15-9d8a9e9ff205' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-52ebbda0-3a1f-4fd2-906d-1e2e07ba2468' class='xr-section-summary-in' type='checkbox'  ><label for='section-52ebbda0-3a1f-4fd2-906d-1e2e07ba2468' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 227, x: 447)>\n",
+       "array([[[0.3375 , 0.2195 , ..., 0.17625, 0.2485 ],\n",
+       "        [0.362  , 0.29525, ..., 0.21275, 0.27125],\n",
+       "        ...,\n",
+       "        [0.38625, 0.40475, ..., 0.3875 , 0.3235 ],\n",
+       "        [0.3905 , 0.40375, ..., 0.388  , 0.38725]],\n",
+       "\n",
+       "       [[0.311  , 0.2525 , ..., 0.2315 , 0.24775],\n",
+       "        [0.3485 , 0.312  , ..., 0.25475, 0.29   ],\n",
+       "        ...,\n",
+       "        [0.34225, 0.3465 , ..., 0.338  , 0.31475],\n",
+       "        [0.3405 , 0.35075, ..., 0.341  , 0.349  ]],\n",
+       "\n",
+       "       [[0.3235 , 0.277  , ..., 0.266  , 0.27925],\n",
+       "        [0.35775, 0.31775, ..., 0.28525, 0.31625],\n",
+       "        ...,\n",
+       "        [0.3485 , 0.346  , ..., 0.334  , 0.31725],\n",
+       "        [0.338  , 0.34375, ..., 0.3375 , 0.33775]]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) <U1 'R' 'G' 'B'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe = herstappe.assign_coords(band=(\"band\", [\"R\", \"G\", \"B\"]))\n",
+    "herstappe"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Hence, we can __name dimensions__ and also extract (slice) data using these names..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
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+       "  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",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "array([[0.3375 , 0.2195 , 0.17675, ..., 0.167  , 0.17625, 0.2485 ],\n",
+       "       [0.362  , 0.29525, 0.222  , ..., 0.197  , 0.21275, 0.27125],\n",
+       "       [0.30775, 0.26425, 0.25875, ..., 0.272  , 0.28975, 0.27425],\n",
+       "       ...,\n",
+       "       [0.39175, 0.38825, 0.4335 , ..., 0.3815 , 0.3135 , 0.2055 ],\n",
+       "       [0.38625, 0.40475, 0.42125, ..., 0.39725, 0.3875 , 0.3235 ],\n",
+       "       [0.3905 , 0.40375, 0.41775, ..., 0.386  , 0.388  , 0.38725]],\n",
+       "      dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-425f506d-76bd-4728-bd36-820d95d83998' class='xr-array-in' type='checkbox' checked><label for='section-425f506d-76bd-4728-bd36-820d95d83998' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.3375 0.2195 0.1768 0.165 0.1667 ... 0.3927 0.3832 0.386 0.388 0.3873</span></div><div class='xr-array-data'><pre>array([[0.3375 , 0.2195 , 0.17675, ..., 0.167  , 0.17625, 0.2485 ],\n",
+       "       [0.362  , 0.29525, 0.222  , ..., 0.197  , 0.21275, 0.27125],\n",
+       "       [0.30775, 0.26425, 0.25875, ..., 0.272  , 0.28975, 0.27425],\n",
+       "       ...,\n",
+       "       [0.39175, 0.38825, 0.4335 , ..., 0.3815 , 0.3135 , 0.2055 ],\n",
+       "       [0.38625, 0.40475, 0.42125, ..., 0.39725, 0.3875 , 0.3235 ],\n",
+       "       [0.3905 , 0.40375, 0.41775, ..., 0.386  , 0.388  , 0.38725]],\n",
+       "      dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-61bb2a2f-9e61-4505-8e08-9036762b1796' class='xr-section-summary-in' type='checkbox'  checked><label for='section-61bb2a2f-9e61-4505-8e08-9036762b1796' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-5674ec1b-c56b-4a4b-8103-abc0556558e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5674ec1b-c56b-4a4b-8103-abc0556558e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b34f7dc1-6f75-46cf-be32-9368c71128cf' class='xr-var-data-in' type='checkbox'><label for='data-b34f7dc1-6f75-46cf-be32-9368c71128cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-02e0189a-fca7-42a1-8556-766ebbc8565e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02e0189a-fca7-42a1-8556-766ebbc8565e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c27067eb-bc2e-4e66-97a0-c468fd7301e0' class='xr-var-data-in' type='checkbox'><label for='data-c27067eb-bc2e-4e66-97a0-c468fd7301e0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-f4ff9949-1db3-4a38-8eaa-12d9e6b34cb6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4ff9949-1db3-4a38-8eaa-12d9e6b34cb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-654b7cb6-7088-44e8-a204-3d03585409b1' class='xr-var-data-in' type='checkbox'><label for='data-654b7cb6-7088-44e8-a204-3d03585409b1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d96dcd0d-ef78-4425-abd5-c54ebaaa37ff' class='xr-section-summary-in' type='checkbox'  ><label for='section-d96dcd0d-ef78-4425-abd5-c54ebaaa37ff' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "array([[0.3375 , 0.2195 , 0.17675, ..., 0.167  , 0.17625, 0.2485 ],\n",
+       "       [0.362  , 0.29525, 0.222  , ..., 0.197  , 0.21275, 0.27125],\n",
+       "       [0.30775, 0.26425, 0.25875, ..., 0.272  , 0.28975, 0.27425],\n",
+       "       ...,\n",
+       "       [0.39175, 0.38825, 0.4335 , ..., 0.3815 , 0.3135 , 0.2055 ],\n",
+       "       [0.38625, 0.40475, 0.42125, ..., 0.39725, 0.3875 , 0.3235 ],\n",
+       "       [0.3905 , 0.40375, 0.41775, ..., 0.386  , 0.388  , 0.38725]],\n",
+       "      dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.sel(band='R')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Using xarray:\n",
+    "\n",
+    "- Data stored as a Numpy arrays\n",
+    "- Dimensions do have a name\n",
+    "- The coordinates of each of the dimensions can represent geographical coordinates, categories, dates, ... instead of just an index\n",
+    "   "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-info\" style=\"font-size:120%\">\n",
+    "\n",
+    "**REMEMBER**: <br>\n",
+    "\n",
+    "The [`xarray` package](xarray.pydata.org/en/stable/) introduces __labels__ in the form of dimensions, coordinates and attributes on top of raw NumPy-like arrays. Xarray is inspired by and borrows heavily from Pandas.    \n",
+    "\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "## Selecting data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Xarray’s labels make working with multidimensional data much easier:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "herstappe = xr.open_rasterio(data_file)\n",
+    "herstappe = herstappe.assign_coords(band=(\"band\", [\"R\", \"G\", \"B\"]))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "We could use the Numpy style of data slicing:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
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+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "[101469 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c90477cc-982f-48fb-a399-73be98041926' class='xr-array-in' type='checkbox' checked><label for='section-c90477cc-982f-48fb-a399-73be98041926' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[101469 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-602a2380-cd47-493f-9606-752e349f2b62' class='xr-section-summary-in' type='checkbox'  checked><label for='section-602a2380-cd47-493f-9606-752e349f2b62' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-2657d797-c565-4c61-a586-8ba2de440463' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2657d797-c565-4c61-a586-8ba2de440463' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db1a3f0b-a2aa-490c-84c3-33d563dd2cd9' class='xr-var-data-in' type='checkbox'><label for='data-db1a3f0b-a2aa-490c-84c3-33d563dd2cd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-40d721d9-07db-4f17-ac0a-aaa9b51d741f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40d721d9-07db-4f17-ac0a-aaa9b51d741f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ead0e91-8678-4417-a8b8-dfb9e0cdafbb' class='xr-var-data-in' type='checkbox'><label for='data-4ead0e91-8678-4417-a8b8-dfb9e0cdafbb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-a4cf6a05-79c4-409a-b352-88415283c417' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a4cf6a05-79c4-409a-b352-88415283c417' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-345eed5d-01d8-492d-807c-1a27982c9fda' class='xr-var-data-in' type='checkbox'><label for='data-345eed5d-01d8-492d-807c-1a27982c9fda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c34245b1-751e-4f60-8745-25c44c71c432' class='xr-section-summary-in' type='checkbox'  ><label for='section-c34245b1-751e-4f60-8745-25c44c71c432' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "[101469 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 24,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe[0]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "However, it is often much more powerful to use xarray’s `.sel()` method to use label-based indexing:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "  display: block;\n",
+       "  min-width: 300px;\n",
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+       "\n",
+       ".xr-text-repr-fallback {\n",
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+       "  margin-bottom: 4px;\n",
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+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
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+       "\n",
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+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "[101469 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-ec343116-11de-40af-8b2b-55f6977d539e' class='xr-array-in' type='checkbox' checked><label for='section-ec343116-11de-40af-8b2b-55f6977d539e' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[101469 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-f66bcbab-8ece-4691-ac0a-320855db914f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f66bcbab-8ece-4691-ac0a-320855db914f' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-bf11afe2-45e0-4627-b22e-81af93118d6c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bf11afe2-45e0-4627-b22e-81af93118d6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a8d0227-2d0f-435a-a227-db4b5691fc1b' class='xr-var-data-in' type='checkbox'><label for='data-5a8d0227-2d0f-435a-a227-db4b5691fc1b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-b82245c0-b210-4ed7-afda-06a842df07f6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b82245c0-b210-4ed7-afda-06a842df07f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efdd2e99-2fa5-43cf-a09d-04df7acf9cda' class='xr-var-data-in' type='checkbox'><label for='data-efdd2e99-2fa5-43cf-a09d-04df7acf9cda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-d8517433-a801-4d46-8d8c-8612bb0711c0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d8517433-a801-4d46-8d8c-8612bb0711c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45a8896d-02b6-4832-ae07-9b268f2665f6' class='xr-var-data-in' type='checkbox'><label for='data-45a8896d-02b6-4832-ae07-9b268f2665f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ecbe0a68-20ed-4a48-8cc5-5ee934c6bf7a' class='xr-section-summary-in' type='checkbox'  ><label for='section-ecbe0a68-20ed-4a48-8cc5-5ee934c6bf7a' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "[101469 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 25,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.sel(band=\"R\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "We can select a specific set of coordinate values as a __list__ and take the value that is most near to the given value:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bd80c0b50>"
+      ]
+     },
+     "execution_count": 26,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe.plot.imshow()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe.sel(x=[600_000, 610_000, 620_000], method=\"nearest\").sel(band=\"R\").plot.line(hue=\"x\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Sometimes, a specific range is required. The `.sel()` method also supports __slicing__, so we can select the green band and slice a subset of the data along the x direction:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bcbfa5490>"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe.sel(x=slice(580_000, 620_000), band=\"G\").plot.imshow(cmap=\"Greens\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The *positional* indexing as you can do with the underlying numpy array is still possible as well:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "metadata": {},
+   "outputs": [
+    {
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+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
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+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
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+       "\n",
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+       "  stroke: currentColor;\n",
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+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 10, x: 10)&gt;\n",
+       "array([[0.35   , 0.1795 , 0.18425, 0.28175, 0.168  , 0.30175, 0.40075,\n",
+       "        0.3285 , 0.24075, 0.32025],\n",
+       "       [0.361  , 0.1615 , 0.1495 , 0.35125, 0.2855 , 0.182  , 0.16325,\n",
+       "        0.19125, 0.16225, 0.17125],\n",
+       "       [0.4145 , 0.40825, 0.1885 , 0.1665 , 0.17575, 0.21025, 0.2005 ,\n",
+       "        0.37025, 0.16375, 0.41225],\n",
+       "       [0.22225, 0.41   , 0.318  , 0.1625 , 0.336  , 0.33325, 0.1925 ,\n",
+       "        0.2195 , 0.17925, 0.24175],\n",
+       "       [0.1955 , 0.263  , 0.216  , 0.3695 , 0.21975, 0.26475, 0.178  ,\n",
+       "        0.2425 , 0.27425, 0.37175],\n",
+       "       [0.1805 , 0.40075, 0.17625, 0.16225, 0.414  , 0.1695 , 0.15875,\n",
+       "        0.19075, 0.20575, 0.24225],\n",
+       "       [0.205  , 0.1875 , 0.1635 , 0.3485 , 0.21375, 0.23775, 0.32575,\n",
+       "        0.17825, 0.332  , 0.18325],\n",
+       "       [0.21775, 0.16275, 0.177  , 0.16475, 0.44825, 0.44575, 0.221  ,\n",
+       "        0.1505 , 0.3005 , 0.18625],\n",
+       "       [0.2065 , 0.22525, 0.15925, 0.16425, 0.16   , 0.31875, 0.30975,\n",
+       "        0.26425, 0.15025, 0.289  ],\n",
+       "       [0.203  , 0.1985 , 0.44625, 0.50825, 0.36   , 0.3295 , 0.21725,\n",
+       "        0.156  , 0.344  , 0.18875]], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.574e+06 6.573e+06 6.573e+06 ... 6.57e+06 6.57e+06\n",
+       "  * x        (x) float64 5.975e+05 5.979e+05 5.983e+05 ... 6.007e+05 6.011e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 10</li><li><span class='xr-has-index'>x</span>: 10</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c2a46e90-010e-4c80-bad0-9dc37d76c869' class='xr-array-in' type='checkbox' checked><label for='section-c2a46e90-010e-4c80-bad0-9dc37d76c869' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.35 0.1795 0.1842 0.2817 0.168 ... 0.3295 0.2173 0.156 0.344 0.1887</span></div><div class='xr-array-data'><pre>array([[0.35   , 0.1795 , 0.18425, 0.28175, 0.168  , 0.30175, 0.40075,\n",
+       "        0.3285 , 0.24075, 0.32025],\n",
+       "       [0.361  , 0.1615 , 0.1495 , 0.35125, 0.2855 , 0.182  , 0.16325,\n",
+       "        0.19125, 0.16225, 0.17125],\n",
+       "       [0.4145 , 0.40825, 0.1885 , 0.1665 , 0.17575, 0.21025, 0.2005 ,\n",
+       "        0.37025, 0.16375, 0.41225],\n",
+       "       [0.22225, 0.41   , 0.318  , 0.1625 , 0.336  , 0.33325, 0.1925 ,\n",
+       "        0.2195 , 0.17925, 0.24175],\n",
+       "       [0.1955 , 0.263  , 0.216  , 0.3695 , 0.21975, 0.26475, 0.178  ,\n",
+       "        0.2425 , 0.27425, 0.37175],\n",
+       "       [0.1805 , 0.40075, 0.17625, 0.16225, 0.414  , 0.1695 , 0.15875,\n",
+       "        0.19075, 0.20575, 0.24225],\n",
+       "       [0.205  , 0.1875 , 0.1635 , 0.3485 , 0.21375, 0.23775, 0.32575,\n",
+       "        0.17825, 0.332  , 0.18325],\n",
+       "       [0.21775, 0.16275, 0.177  , 0.16475, 0.44825, 0.44575, 0.221  ,\n",
+       "        0.1505 , 0.3005 , 0.18625],\n",
+       "       [0.2065 , 0.22525, 0.15925, 0.16425, 0.16   , 0.31875, 0.30975,\n",
+       "        0.26425, 0.15025, 0.289  ],\n",
+       "       [0.203  , 0.1985 , 0.44625, 0.50825, 0.36   , 0.3295 , 0.21725,\n",
+       "        0.156  , 0.344  , 0.18875]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-1d914104-7f6e-4113-9753-7c8c7d73f0f9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1d914104-7f6e-4113-9753-7c8c7d73f0f9' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-406147f6-1475-4f3a-9236-9ca82f6153a3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-406147f6-1475-4f3a-9236-9ca82f6153a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-776b457b-cd37-4ee5-8e78-3bc0912821d7' class='xr-var-data-in' type='checkbox'><label for='data-776b457b-cd37-4ee5-8e78-3bc0912821d7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.574e+06 6.573e+06 ... 6.57e+06</div><input id='attrs-1f8cecd2-b46a-4f88-bd20-3a61a151b896' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f8cecd2-b46a-4f88-bd20-3a61a151b896' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1efa6fd1-5bc6-466c-bb18-45dc328fea70' class='xr-var-data-in' type='checkbox'><label for='data-1efa6fd1-5bc6-466c-bb18-45dc328fea70' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6573518.286716, 6573117.160681, 6572716.034646, 6572314.908611,\n",
+       "       6571913.782576, 6571512.656541, 6571111.530506, 6570710.404471,\n",
+       "       6570309.278436, 6569908.152401])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.975e+05 5.979e+05 ... 6.011e+05</div><input id='attrs-912a6e02-e9de-4fdb-bdd9-e8dfd1a9054e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-912a6e02-e9de-4fdb-bdd9-e8dfd1a9054e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b2b934b-738a-4513-824e-2e3a0e1e8ac3' class='xr-var-data-in' type='checkbox'><label for='data-2b2b934b-738a-4513-824e-2e3a0e1e8ac3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([597504.049916, 597904.831314, 598305.612713, 598706.394111,\n",
+       "       599107.175509, 599507.956908, 599908.738306, 600309.519704,\n",
+       "       600710.301103, 601111.082501])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c0eb957b-8c51-4d4d-a82d-e16bd01095f7' class='xr-section-summary-in' type='checkbox'  ><label for='section-c0eb957b-8c51-4d4d-a82d-e16bd01095f7' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 10, x: 10)>\n",
+       "array([[0.35   , 0.1795 , 0.18425, 0.28175, 0.168  , 0.30175, 0.40075,\n",
+       "        0.3285 , 0.24075, 0.32025],\n",
+       "       [0.361  , 0.1615 , 0.1495 , 0.35125, 0.2855 , 0.182  , 0.16325,\n",
+       "        0.19125, 0.16225, 0.17125],\n",
+       "       [0.4145 , 0.40825, 0.1885 , 0.1665 , 0.17575, 0.21025, 0.2005 ,\n",
+       "        0.37025, 0.16375, 0.41225],\n",
+       "       [0.22225, 0.41   , 0.318  , 0.1625 , 0.336  , 0.33325, 0.1925 ,\n",
+       "        0.2195 , 0.17925, 0.24175],\n",
+       "       [0.1955 , 0.263  , 0.216  , 0.3695 , 0.21975, 0.26475, 0.178  ,\n",
+       "        0.2425 , 0.27425, 0.37175],\n",
+       "       [0.1805 , 0.40075, 0.17625, 0.16225, 0.414  , 0.1695 , 0.15875,\n",
+       "        0.19075, 0.20575, 0.24225],\n",
+       "       [0.205  , 0.1875 , 0.1635 , 0.3485 , 0.21375, 0.23775, 0.32575,\n",
+       "        0.17825, 0.332  , 0.18325],\n",
+       "       [0.21775, 0.16275, 0.177  , 0.16475, 0.44825, 0.44575, 0.221  ,\n",
+       "        0.1505 , 0.3005 , 0.18625],\n",
+       "       [0.2065 , 0.22525, 0.15925, 0.16425, 0.16   , 0.31875, 0.30975,\n",
+       "        0.26425, 0.15025, 0.289  ],\n",
+       "       [0.203  , 0.1985 , 0.44625, 0.50825, 0.36   , 0.3295 , 0.21725,\n",
+       "        0.156  , 0.344  , 0.18875]], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.574e+06 6.573e+06 6.573e+06 ... 6.57e+06 6.57e+06\n",
+       "  * x        (x) float64 5.975e+05 5.979e+05 5.983e+05 ... 6.007e+05 6.011e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 29,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe[0, 100:200:10, 100:200:10]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Use a __condition__ to select data, also called fancy indexing or boolean indexing:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
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+       "  margin-bottom: 4px;\n",
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+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
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+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
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+       "\n",
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+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
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+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
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+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
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+       "\n",
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+       "  padding-top: 4px;\n",
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+       "\n",
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+       "\n",
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+       "\n",
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+       "\n",
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+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
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+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
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+       "\n",
+       ".xr-dim-list li {\n",
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+       "\n",
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+       "\n",
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+       "  content: ')';\n",
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+       "\n",
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+       "}\n",
+       "\n",
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+       "\n",
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+       "  grid-column: 3;\n",
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+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
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+       "  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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 227, x: 447)&gt;\n",
+       "array([[[ True,  True, False, ..., False, False,  True],\n",
+       "        [ True,  True,  True, ..., False,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]]])\n",
+       "Coordinates:\n",
+       "  * band     (band) &lt;U1 &#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-9b47eb76-05cf-4e72-8935-8b2d5e900e5b' class='xr-array-in' type='checkbox' checked><label for='section-9b47eb76-05cf-4e72-8935-8b2d5e900e5b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>True True False False False False ... True True True True True True</span></div><div class='xr-array-data'><pre>array([[[ True,  True, False, ..., False, False,  True],\n",
+       "        [ True,  True,  True, ..., False,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]]])</pre></div></div></li><li class='xr-section-item'><input id='section-81d82cc9-9c31-400c-8067-949c01b1b2be' class='xr-section-summary-in' type='checkbox'  checked><label for='section-81d82cc9-9c31-400c-8067-949c01b1b2be' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;</div><input id='attrs-38fd2523-55e6-405d-896e-f1d2ea5cba16' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-38fd2523-55e6-405d-896e-f1d2ea5cba16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26d1894-5a27-4936-8e89-17a78a1ad15d' class='xr-var-data-in' type='checkbox'><label for='data-e26d1894-5a27-4936-8e89-17a78a1ad15d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;G&#x27;, &#x27;B&#x27;], dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-5c6e66a8-d46e-4f48-a6e7-c2c7209984da' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5c6e66a8-d46e-4f48-a6e7-c2c7209984da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98acf3ce-c565-4312-a87c-3147e69b7634' class='xr-var-data-in' type='checkbox'><label for='data-98acf3ce-c565-4312-a87c-3147e69b7634' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-0c92cfa4-6cab-4958-baa4-6847bbbf8482' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0c92cfa4-6cab-4958-baa4-6847bbbf8482' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09c3a91d-fc7e-4202-b151-35254a1e4f92' class='xr-var-data-in' type='checkbox'><label for='data-09c3a91d-fc7e-4202-b151-35254a1e4f92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-60b98252-0929-4a14-9e2a-2dc416e0a210' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-60b98252-0929-4a14-9e2a-2dc416e0a210' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 227, x: 447)>\n",
+       "array([[[ True,  True, False, ..., False, False,  True],\n",
+       "        [ True,  True,  True, ..., False,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]],\n",
+       "\n",
+       "       [[ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        ...,\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True],\n",
+       "        [ True,  True,  True, ...,  True,  True,  True]]])\n",
+       "Coordinates:\n",
+       "  * band     (band) <U1 'R' 'G' 'B'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05"
+      ]
+     },
+     "execution_count": 30,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe > 0.2"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "However, with xarray we cannot use a mask like this to directly filter the array or assign new values. \n",
+    "\n",
+    "One typical use case for raster data is where you want to apply a mask to the data and set those values to some \"NODATA\" value. For plotting, this can for example be `np.nan`, and for this we can use the `where()` method:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bcbedca30>"
+      ]
+     },
+     "execution_count": 31,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe.where(herstappe > 0.2).sel(band=\"R\").plot.imshow()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Let's practice!\n",
+    "\n",
+    "We'll again look at some Sentinel GeoTiff data, this time from the region of the City of Ghent:"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "* Read in the file `./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff` with xarray and assign the data to a new variable `tc_data`.  \n",
+    "* Select only the *second* layer of `tc_data` and assign the output to a new variable `tc_g`.\n",
+    "* Create a new array with each of the elements in the `tc_g` array with a value above 15000 set to a new value of 65535.\n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* To select a specific subset for a certain dimension of a DataArray, use the `.sel()` method. The argument name to use is the name of the dimension.\n",
+    "* You can mask an array and set the masked values to another value with the `.where()` method. Check the help of the method for information on the keyword arguments.\n",
+    "\n",
+    "</details>\n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "tc_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {
+    "clear_cell": true,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# Get the green channel\n",
+    "tc_g = tc_data.sel(band=2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
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+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
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+       "\n",
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+       "  grid-column: 1;\n",
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+       "\n",
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+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
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+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
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+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
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+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
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+       "  list-style: none;\n",
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+       "\n",
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+       ".xr-var-data {\n",
+       "  display: none;\n",
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+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 317, x: 625)&gt;\n",
+       "array([[65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 65535, 14221, 13779],\n",
+       "       [65535, 65535, 65535, ..., 14631, 65535, 65535],\n",
+       "       ...,\n",
+       "       [65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 14516, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 13844, 65535, 65535]], dtype=uint16)\n",
+       "Coordinates:\n",
+       "    band     int64 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-779195c4-7d93-41e4-bc29-d94397be9f85' class='xr-array-in' type='checkbox' checked><label for='section-779195c4-7d93-41e4-bc29-d94397be9f85' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>65535 65535 65535 65535 65535 65535 ... 12370 65535 13844 65535 65535</span></div><div class='xr-array-data'><pre>array([[65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 65535, 14221, 13779],\n",
+       "       [65535, 65535, 65535, ..., 14631, 65535, 65535],\n",
+       "       ...,\n",
+       "       [65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 14516, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 13844, 65535, 65535]], dtype=uint16)</pre></div></div></li><li class='xr-section-item'><input id='section-287ee967-baaa-4696-8f01-9b19d9b2d405' class='xr-section-summary-in' type='checkbox'  checked><label for='section-287ee967-baaa-4696-8f01-9b19d9b2d405' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>2</div><input id='attrs-5a25efad-b36e-4c1d-a5cb-bcc191e397fe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a25efad-b36e-4c1d-a5cb-bcc191e397fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67afc496-dfb5-4a00-a748-eaf2ec91af9c' class='xr-var-data-in' type='checkbox'><label for='data-67afc496-dfb5-4a00-a748-eaf2ec91af9c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(2)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-f8d93302-e102-4383-87d7-34082e53c347' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8d93302-e102-4383-87d7-34082e53c347' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-982e99d0-df66-4b88-8244-1c1fdad8e2ef' class='xr-var-data-in' type='checkbox'><label for='data-982e99d0-df66-4b88-8244-1c1fdad8e2ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-d452a3de-8bae-42c7-8b94-9c579068a6a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d452a3de-8bae-42c7-8b94-9c579068a6a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1a7908b-43da-49ea-8bba-dc0016b4a484' class='xr-var-data-in' type='checkbox'><label for='data-a1a7908b-43da-49ea-8bba-dc0016b4a484' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9897f958-d56e-4ce7-beb2-afe03b3e6fd0' class='xr-section-summary-in' type='checkbox'  ><label for='section-9897f958-d56e-4ce7-beb2-afe03b3e6fd0' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 317, x: 625)>\n",
+       "array([[65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 65535, 14221, 13779],\n",
+       "       [65535, 65535, 65535, ..., 14631, 65535, 65535],\n",
+       "       ...,\n",
+       "       [65535, 65535, 65535, ..., 65535, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 14516, 65535, 65535],\n",
+       "       [65535, 65535, 65535, ..., 13844, 65535, 65535]], dtype=uint16)\n",
+       "Coordinates:\n",
+       "    band     int64 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 34,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Convert all values above 15000\n",
+    "tc_g.where(tc_g < 15000, 65535)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Subsample the ndarray `tc_data` by taking only the one out of each 5 data points for all layers at the same time (Be aware that this is a naive resampling implementation for educational purposes only). \n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* The result should still be a 3-D array with 3 elements in the first dimension.\n",
+    "\n",
+    "</details>   \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "tc_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(3, 64, 125)"
+      ]
+     },
+     "execution_count": 36,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# subsample the data\n",
+    "tc_data[:, ::5, ::5].shape"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Elements with the value `65535` do represent 'Not a Number' (NaN) values. However, Numpy does not support NaN values for integer data, so we'll convert to float first as data type. After reading in the data set `./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff` (assign data to variable `b4_data`):\n",
+    "    \n",
+    "* Count the number of elements that are equal to `65535`\n",
+    "* Convert the data type to `float`, assign the result to  a new variable `b4_data_f`\n",
+    "* Assign Nan (`np.nan`) value to each of the elements of `b4_data_f` equal to `65535`\n",
+    "* Count the number of Nan values in the `b4_data_f` data\n",
+    "* Make a histogram of both the `b4_data` and `b4_data_f` data. Can you spot the difference?\n",
+    "    \n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* `np.nan` represents _Not a Number (NaN)_ in Numpy. You can mask an array with np.nan values using the `where()`method\n",
+    "* `np.sum` will by default sum all of the elements of the input array and can also count boolean values (True = 1 and False = 0), resulting from a conditional expression. \n",
+    "* To test if a value is a nan, Numpy provides `np.isnan(...)` which results in an element-wise check returning boolean values.\n",
+    "* Check the help of the `plt.hist` command to find out more about the `bins` and the `log` arguments.\n",
+    "\n",
+    "</details>\n",
+    "    \n",
+    "   \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "b4_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 38,
+   "metadata": {
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+    "collapsed": false,
+    "editable": true,
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+    }
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+       ".xr-var-list > li:nth-child(odd) > div,\n",
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+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
+       "array(30)</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-7c10d0ef-4142-43d8-b9cc-c2ab74c44c8d' class='xr-array-in' type='checkbox' checked><label for='section-7c10d0ef-4142-43d8-b9cc-c2ab74c44c8d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>30</span></div><div class='xr-array-data'><pre>array(30)</pre></div></div></li><li class='xr-section-item'><input id='section-3458a30a-00c8-4fb0-b562-9b7623795098' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3458a30a-00c8-4fb0-b562-9b7623795098' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-82ef5af3-d383-49d9-aea4-7c655f501cb0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-82ef5af3-d383-49d9-aea4-7c655f501cb0' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray ()>\n",
+       "array(30)"
+      ]
+     },
+     "execution_count": 38,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Count the number of cells with value 65535\n",
+    "np.sum(b4_data == 65535)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Convert to float and make 65535 equal to Nan\n",
+    "b4_data_f = b4_data.astype(float)\n",
+    "b4_data_f = b4_data_f.where(b4_data != 65535)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
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+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
+       "array(30)</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-1e672d0c-8c54-486a-bfad-b18ba7264307' class='xr-array-in' type='checkbox' checked><label for='section-1e672d0c-8c54-486a-bfad-b18ba7264307' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>30</span></div><div class='xr-array-data'><pre>array(30)</pre></div></div></li><li class='xr-section-item'><input id='section-37e14fc2-bc48-4dc6-a8c0-c7369c3e4dc1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-37e14fc2-bc48-4dc6-a8c0-c7369c3e4dc1' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-deff9624-2de5-4ade-b3c6-a5c5ae7d1807' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-deff9624-2de5-4ade-b3c6-a5c5ae7d1807' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray ()>\n",
+       "array(30)"
+      ]
+     },
+     "execution_count": 40,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Count the number of cells with value 0\n",
+    "np.sum(np.isnan(b4_data_f))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Create the histogram plots\n",
+    "fig, (ax0, ax1) = plt.subplots(1, 2, sharey=True)\n",
+    "b4_data.plot.hist(bins=30, log=True, ax=ax0)\n",
+    "b4_data_f.plot.hist(bins=30, log=True, ax=ax1);"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "## Reductions, element-wise calculations and broadcasting"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "herstappe = xr.open_rasterio(data_file)\n",
+    "herstappe = herstappe.assign_coords(band=(\"band\", [\"R\", \"G\", \"B\"]))\n",
+    "herstappeR = herstappe.sel(band=\"R\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "### Reductions"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "The __reductions__ (aggregations) are provided as methods and can be applied along one or more of the data dimensions."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "By default, the array is reduced over all dimensions:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
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+       "\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",
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+       "  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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
+       "array(0.27586532, dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-759b5ee1-bdff-4f95-bcb3-062457ab6f6d' class='xr-array-in' type='checkbox' checked><label for='section-759b5ee1-bdff-4f95-bcb3-062457ab6f6d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.2759</span></div><div class='xr-array-data'><pre>array(0.27586532, dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-7f9ff347-e2d4-404e-bc2d-22ebfc3997bb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7f9ff347-e2d4-404e-bc2d-22ebfc3997bb' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-7ad1bd4b-787b-47a3-8a37-f5eb3dee022c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ad1bd4b-787b-47a3-8a37-f5eb3dee022c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4dec0d56-1540-4ad6-baa8-8e7129e91e45' class='xr-var-data-in' type='checkbox'><label for='data-4dec0d56-1540-4ad6-baa8-8e7129e91e45' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bee72aff-00bb-47ba-832f-1c0b70f73b4e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bee72aff-00bb-47ba-832f-1c0b70f73b4e' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray ()>\n",
+       "array(0.27586532, dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'"
+      ]
+     },
+     "execution_count": 43,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappeR.mean()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In NumPy, the dimensions are called the __axis__:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 44,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "  max-width: 700px;\n",
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+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227)&gt;\n",
+       "array([0.27257997, 0.2730302 , 0.27882323, 0.28289318, 0.28358892,\n",
+       "       0.2827528 , 0.28218287, 0.27802128, 0.27297595, 0.27357492,\n",
+       "       0.2750811 , 0.27421978, 0.27253968, 0.267533  , 0.26884004,\n",
+       "       0.26667392, 0.26950392, 0.27182943, 0.27148938, 0.27283612,\n",
+       "       0.2725464 , 0.27282214, 0.2732914 , 0.2809407 , 0.28457773,\n",
+       "       0.28962082, 0.29109505, 0.2883283 , 0.28721252, 0.2862478 ,\n",
+       "       0.28497875, 0.27839935, 0.27497035, 0.27145863, 0.27309564,\n",
+       "       0.2773652 , 0.2777612 , 0.27870917, 0.27950057, 0.28156993,\n",
+       "       0.28009897, 0.2784961 , 0.28004864, 0.28016555, 0.2799614 ,\n",
+       "       0.28029698, 0.27859282, 0.27868232, 0.27850223, 0.28422594,\n",
+       "       0.2747545 , 0.27626175, 0.2782226 , 0.27482104, 0.2757511 ,\n",
+       "       0.27877182, 0.27805147, 0.27441725, 0.27426678, 0.2760285 ,\n",
+       "       0.2784206 , 0.27596644, 0.27611804, 0.2747377 , 0.2743188 ,\n",
+       "       0.2724491 , 0.2672086 , 0.26089823, 0.2578473 , 0.2546292 ,\n",
+       "       0.2492981 , 0.2499944 , 0.24945639, 0.2477114 , 0.25369686,\n",
+       "       0.2589916 , 0.2613322 , 0.26193288, 0.2671068 , 0.26986575,\n",
+       "       0.2739463 , 0.27676624, 0.27886856, 0.27532104, 0.275915  ,\n",
+       "       0.2746516 , 0.27479023, 0.2731057 , 0.27007213, 0.27255148,\n",
+       "       0.27285233, 0.26989484, 0.27013814, 0.2779396 , 0.27601507,\n",
+       "       0.27753636, 0.28057772, 0.2804737 , 0.28125224, 0.28297094,\n",
+       "...\n",
+       "       0.28391612, 0.28284732, 0.28177014, 0.28556767, 0.28089765,\n",
+       "       0.27344462, 0.27452073, 0.27802572, 0.2784575 , 0.28234118,\n",
+       "       0.2862209 , 0.290736  , 0.28936243, 0.2865095 , 0.28146195,\n",
+       "       0.28202295, 0.27974552, 0.27544856, 0.26893288, 0.26566273,\n",
+       "       0.2634905 , 0.2642114 , 0.27001736, 0.27205536, 0.2740498 ,\n",
+       "       0.28036857, 0.28384957, 0.2881885 , 0.2849536 , 0.28080592,\n",
+       "       0.27967507, 0.27667618, 0.2811029 , 0.27860457, 0.27888033,\n",
+       "       0.28203857, 0.28413534, 0.28942174, 0.2876454 , 0.28944966,\n",
+       "       0.2917763 , 0.28778747, 0.2874709 , 0.28477237, 0.27712303,\n",
+       "       0.27817672, 0.27468625, 0.2745794 , 0.27197203, 0.2717567 ,\n",
+       "       0.2735403 , 0.276094  , 0.274481  , 0.27807832, 0.2762254 ,\n",
+       "       0.2777869 , 0.27896476, 0.28867394, 0.29002458, 0.29157272,\n",
+       "       0.29093847, 0.2968149 , 0.29821423, 0.29791832, 0.29627797,\n",
+       "       0.2927662 , 0.28936523, 0.28149047, 0.2772953 , 0.27569237,\n",
+       "       0.27091107, 0.2602349 , 0.26218903, 0.25784284, 0.25383276,\n",
+       "       0.24703188, 0.24943289, 0.2481499 , 0.24555984, 0.25293064,\n",
+       "       0.25616834, 0.25984564, 0.2595867 , 0.2658294 , 0.25919014,\n",
+       "       0.25744295, 0.25550896, 0.2572332 , 0.25469968, 0.26596195,\n",
+       "       0.2730632 , 0.2658529 , 0.2639066 , 0.26685235, 0.27544463,\n",
+       "       0.28415158, 0.28765494], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-9deb4d51-1ac6-4a9d-8cd3-cc51cd6d32af' class='xr-array-in' type='checkbox' checked><label for='section-9deb4d51-1ac6-4a9d-8cd3-cc51cd6d32af' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.2726 0.273 0.2788 0.2829 0.2836 ... 0.2669 0.2754 0.2842 0.2877</span></div><div class='xr-array-data'><pre>array([0.27257997, 0.2730302 , 0.27882323, 0.28289318, 0.28358892,\n",
+       "       0.2827528 , 0.28218287, 0.27802128, 0.27297595, 0.27357492,\n",
+       "       0.2750811 , 0.27421978, 0.27253968, 0.267533  , 0.26884004,\n",
+       "       0.26667392, 0.26950392, 0.27182943, 0.27148938, 0.27283612,\n",
+       "       0.2725464 , 0.27282214, 0.2732914 , 0.2809407 , 0.28457773,\n",
+       "       0.28962082, 0.29109505, 0.2883283 , 0.28721252, 0.2862478 ,\n",
+       "       0.28497875, 0.27839935, 0.27497035, 0.27145863, 0.27309564,\n",
+       "       0.2773652 , 0.2777612 , 0.27870917, 0.27950057, 0.28156993,\n",
+       "       0.28009897, 0.2784961 , 0.28004864, 0.28016555, 0.2799614 ,\n",
+       "       0.28029698, 0.27859282, 0.27868232, 0.27850223, 0.28422594,\n",
+       "       0.2747545 , 0.27626175, 0.2782226 , 0.27482104, 0.2757511 ,\n",
+       "       0.27877182, 0.27805147, 0.27441725, 0.27426678, 0.2760285 ,\n",
+       "       0.2784206 , 0.27596644, 0.27611804, 0.2747377 , 0.2743188 ,\n",
+       "       0.2724491 , 0.2672086 , 0.26089823, 0.2578473 , 0.2546292 ,\n",
+       "       0.2492981 , 0.2499944 , 0.24945639, 0.2477114 , 0.25369686,\n",
+       "       0.2589916 , 0.2613322 , 0.26193288, 0.2671068 , 0.26986575,\n",
+       "       0.2739463 , 0.27676624, 0.27886856, 0.27532104, 0.275915  ,\n",
+       "       0.2746516 , 0.27479023, 0.2731057 , 0.27007213, 0.27255148,\n",
+       "       0.27285233, 0.26989484, 0.27013814, 0.2779396 , 0.27601507,\n",
+       "       0.27753636, 0.28057772, 0.2804737 , 0.28125224, 0.28297094,\n",
+       "...\n",
+       "       0.28391612, 0.28284732, 0.28177014, 0.28556767, 0.28089765,\n",
+       "       0.27344462, 0.27452073, 0.27802572, 0.2784575 , 0.28234118,\n",
+       "       0.2862209 , 0.290736  , 0.28936243, 0.2865095 , 0.28146195,\n",
+       "       0.28202295, 0.27974552, 0.27544856, 0.26893288, 0.26566273,\n",
+       "       0.2634905 , 0.2642114 , 0.27001736, 0.27205536, 0.2740498 ,\n",
+       "       0.28036857, 0.28384957, 0.2881885 , 0.2849536 , 0.28080592,\n",
+       "       0.27967507, 0.27667618, 0.2811029 , 0.27860457, 0.27888033,\n",
+       "       0.28203857, 0.28413534, 0.28942174, 0.2876454 , 0.28944966,\n",
+       "       0.2917763 , 0.28778747, 0.2874709 , 0.28477237, 0.27712303,\n",
+       "       0.27817672, 0.27468625, 0.2745794 , 0.27197203, 0.2717567 ,\n",
+       "       0.2735403 , 0.276094  , 0.274481  , 0.27807832, 0.2762254 ,\n",
+       "       0.2777869 , 0.27896476, 0.28867394, 0.29002458, 0.29157272,\n",
+       "       0.29093847, 0.2968149 , 0.29821423, 0.29791832, 0.29627797,\n",
+       "       0.2927662 , 0.28936523, 0.28149047, 0.2772953 , 0.27569237,\n",
+       "       0.27091107, 0.2602349 , 0.26218903, 0.25784284, 0.25383276,\n",
+       "       0.24703188, 0.24943289, 0.2481499 , 0.24555984, 0.25293064,\n",
+       "       0.25616834, 0.25984564, 0.2595867 , 0.2658294 , 0.25919014,\n",
+       "       0.25744295, 0.25550896, 0.2572332 , 0.25469968, 0.26596195,\n",
+       "       0.2730632 , 0.2658529 , 0.2639066 , 0.26685235, 0.27544463,\n",
+       "       0.28415158, 0.28765494], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-68ffe99b-8ab4-4739-85ae-34dd7e6660d1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-68ffe99b-8ab4-4739-85ae-34dd7e6660d1' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-dcbd8477-4dd2-421f-bd21-da5c5ee55884' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dcbd8477-4dd2-421f-bd21-da5c5ee55884' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0798827d-0f1c-4ba2-bade-a497b1890353' class='xr-var-data-in' type='checkbox'><label for='data-0798827d-0f1c-4ba2-bade-a497b1890353' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-c8b183c0-d7b9-4825-8093-9ddb9c1971c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c8b183c0-d7b9-4825-8093-9ddb9c1971c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5bacdca-88c6-4930-8428-98dcb214cd89' class='xr-var-data-in' type='checkbox'><label for='data-d5bacdca-88c6-4930-8428-98dcb214cd89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e863ffb2-da63-4969-bf12-e3bb791fbf60' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e863ffb2-da63-4969-bf12-e3bb791fbf60' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227)>\n",
+       "array([0.27257997, 0.2730302 , 0.27882323, 0.28289318, 0.28358892,\n",
+       "       0.2827528 , 0.28218287, 0.27802128, 0.27297595, 0.27357492,\n",
+       "       0.2750811 , 0.27421978, 0.27253968, 0.267533  , 0.26884004,\n",
+       "       0.26667392, 0.26950392, 0.27182943, 0.27148938, 0.27283612,\n",
+       "       0.2725464 , 0.27282214, 0.2732914 , 0.2809407 , 0.28457773,\n",
+       "       0.28962082, 0.29109505, 0.2883283 , 0.28721252, 0.2862478 ,\n",
+       "       0.28497875, 0.27839935, 0.27497035, 0.27145863, 0.27309564,\n",
+       "       0.2773652 , 0.2777612 , 0.27870917, 0.27950057, 0.28156993,\n",
+       "       0.28009897, 0.2784961 , 0.28004864, 0.28016555, 0.2799614 ,\n",
+       "       0.28029698, 0.27859282, 0.27868232, 0.27850223, 0.28422594,\n",
+       "       0.2747545 , 0.27626175, 0.2782226 , 0.27482104, 0.2757511 ,\n",
+       "       0.27877182, 0.27805147, 0.27441725, 0.27426678, 0.2760285 ,\n",
+       "       0.2784206 , 0.27596644, 0.27611804, 0.2747377 , 0.2743188 ,\n",
+       "       0.2724491 , 0.2672086 , 0.26089823, 0.2578473 , 0.2546292 ,\n",
+       "       0.2492981 , 0.2499944 , 0.24945639, 0.2477114 , 0.25369686,\n",
+       "       0.2589916 , 0.2613322 , 0.26193288, 0.2671068 , 0.26986575,\n",
+       "       0.2739463 , 0.27676624, 0.27886856, 0.27532104, 0.275915  ,\n",
+       "       0.2746516 , 0.27479023, 0.2731057 , 0.27007213, 0.27255148,\n",
+       "       0.27285233, 0.26989484, 0.27013814, 0.2779396 , 0.27601507,\n",
+       "       0.27753636, 0.28057772, 0.2804737 , 0.28125224, 0.28297094,\n",
+       "...\n",
+       "       0.28391612, 0.28284732, 0.28177014, 0.28556767, 0.28089765,\n",
+       "       0.27344462, 0.27452073, 0.27802572, 0.2784575 , 0.28234118,\n",
+       "       0.2862209 , 0.290736  , 0.28936243, 0.2865095 , 0.28146195,\n",
+       "       0.28202295, 0.27974552, 0.27544856, 0.26893288, 0.26566273,\n",
+       "       0.2634905 , 0.2642114 , 0.27001736, 0.27205536, 0.2740498 ,\n",
+       "       0.28036857, 0.28384957, 0.2881885 , 0.2849536 , 0.28080592,\n",
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+       "       0.2917763 , 0.28778747, 0.2874709 , 0.28477237, 0.27712303,\n",
+       "       0.27817672, 0.27468625, 0.2745794 , 0.27197203, 0.2717567 ,\n",
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+       "       0.25616834, 0.25984564, 0.2595867 , 0.2658294 , 0.25919014,\n",
+       "       0.25744295, 0.25550896, 0.2572332 , 0.25469968, 0.26596195,\n",
+       "       0.2730632 , 0.2658529 , 0.2639066 , 0.26685235, 0.27544463,\n",
+       "       0.28415158, 0.28765494], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06"
+      ]
+     },
+     "execution_count": 44,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappeR.mean(axis=1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "But we have __dimensions with labels__, so rather than performing reductions on axes (as in Numpy), we can perform them on __dimensions__. This turns out to be a huge convenience:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "('y',)"
+      ]
+     },
+     "execution_count": 45,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappeR.mean(dim=\"x\").dims"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Calculate the mean values for each of the bands separately:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
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+    }
+   },
+   "outputs": [
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+       "array([0.27586532, 0.28978536, 0.29871756], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) &lt;U1 &#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-812898f4-7a2c-4b88-9ad6-49dc5d23462c' class='xr-array-in' type='checkbox' checked><label for='section-812898f4-7a2c-4b88-9ad6-49dc5d23462c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.2759 0.2898 0.2987</span></div><div class='xr-array-data'><pre>array([0.27586532, 0.28978536, 0.29871756], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-edd3d12b-0ce2-4754-8a2c-3430cc5ff346' class='xr-section-summary-in' type='checkbox'  checked><label for='section-edd3d12b-0ce2-4754-8a2c-3430cc5ff346' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;</div><input id='attrs-d5747f4a-3f03-41eb-8693-7606576d49bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5747f4a-3f03-41eb-8693-7606576d49bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6be6236-de55-435d-9e2d-00f2542653ba' class='xr-var-data-in' type='checkbox'><label for='data-b6be6236-de55-435d-9e2d-00f2542653ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;G&#x27;, &#x27;B&#x27;], dtype=&#x27;&lt;U1&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5ad62047-5e2a-4a9c-b66b-4015745e1d88' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5ad62047-5e2a-4a9c-b66b-4015745e1d88' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3)>\n",
+       "array([0.27586532, 0.28978536, 0.29871756], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * band     (band) <U1 'R' 'G' 'B'"
+      ]
+     },
+     "execution_count": 46,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.mean(dim=[\"x\", \"y\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Or some quantiles:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
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+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
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+       "  display: none;\n",
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+       "\n",
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+       "  font-weight: 500;\n",
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+       "  padding-left: 0.5em;\n",
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+       "  color: var(--xr-font-color2);\n",
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+       "  color: var(--xr-disabled-color);\n",
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+       ".xr-section-summary-in:checked + label:before {\n",
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+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
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+       "\n",
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+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
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+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
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+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
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+       "\n",
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+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
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+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
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+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (quantile: 3, band: 3)&gt;\n",
+       "array([[0.17125   , 0.23675001, 0.25999999],\n",
+       "       [0.2615    , 0.28600001, 0.29475001],\n",
+       "       [0.39274999, 0.34474999, 0.34024999]])\n",
+       "Coordinates:\n",
+       "  * band      (band) &lt;U1 &#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;\n",
+       "  * quantile  (quantile) float64 0.1 0.5 0.9</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>quantile</span>: 3</li><li><span class='xr-has-index'>band</span>: 3</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b79d8cb6-e917-4428-ad3e-2e786c0eee9d' class='xr-array-in' type='checkbox' checked><label for='section-b79d8cb6-e917-4428-ad3e-2e786c0eee9d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.1713 0.2368 0.26 0.2615 0.286 0.2948 0.3927 0.3447 0.3402</span></div><div class='xr-array-data'><pre>array([[0.17125   , 0.23675001, 0.25999999],\n",
+       "       [0.2615    , 0.28600001, 0.29475001],\n",
+       "       [0.39274999, 0.34474999, 0.34024999]])</pre></div></div></li><li class='xr-section-item'><input id='section-91869103-2a0f-40e2-9a78-e2c05069a563' class='xr-section-summary-in' type='checkbox'  checked><label for='section-91869103-2a0f-40e2-9a78-e2c05069a563' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;G&#x27; &#x27;B&#x27;</div><input id='attrs-255f8c5b-98b3-4fd8-b3d6-add915f85577' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-255f8c5b-98b3-4fd8-b3d6-add915f85577' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd4356a9-2397-457c-bcc0-45483b60cee0' class='xr-var-data-in' type='checkbox'><label for='data-fd4356a9-2397-457c-bcc0-45483b60cee0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;G&#x27;, &#x27;B&#x27;], dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quantile</span></div><div class='xr-var-dims'>(quantile)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.1 0.5 0.9</div><input id='attrs-5a2c6884-8f2f-41a0-b1ef-72e925104018' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a2c6884-8f2f-41a0-b1ef-72e925104018' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91e118bf-e407-49a7-aee6-e4eebd6ccab6' class='xr-var-data-in' type='checkbox'><label for='data-91e118bf-e407-49a7-aee6-e4eebd6ccab6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.1, 0.5, 0.9])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4fae803e-9665-49dc-9a2d-a1810e113bf1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4fae803e-9665-49dc-9a2d-a1810e113bf1' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (quantile: 3, band: 3)>\n",
+       "array([[0.17125   , 0.23675001, 0.25999999],\n",
+       "       [0.2615    , 0.28600001, 0.29475001],\n",
+       "       [0.39274999, 0.34474999, 0.34024999]])\n",
+       "Coordinates:\n",
+       "  * band      (band) <U1 'R' 'G' 'B'\n",
+       "  * quantile  (quantile) float64 0.1 0.5 0.9"
+      ]
+     },
+     "execution_count": 47,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.quantile([0.1, 0.5, 0.9], dim=[\"x\", \"y\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "### Element-wise computations"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "The __for each element__ is crucial for NumPy and Xarray. The typical answer in programming would be a `for`-loop, but Numpy is optimized to do these calculations __element-wise__ (i.e. for all elements together):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 48,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([1, 2, 3, 4, 5, 6, 7, 8, 9])"
+      ]
+     },
+     "execution_count": 48,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dummy = np.arange(1, 10)\n",
+    "dummy"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([10, 20, 30, 40, 50, 60, 70, 80, 90])"
+      ]
+     },
+     "execution_count": 49,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dummy*10"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Instead of:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[20, 40, 60, 80, 100, 120, 140, 160, 180]"
+      ]
+     },
+     "execution_count": 50,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "[el*20 for el in dummy]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Numpy provides most of the familiar arithmetic operators to apply on an element-by-element basis:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(array([2.71828183e+00, 7.38905610e+00, 2.00855369e+01, 5.45981500e+01,\n",
+       "        1.48413159e+02, 4.03428793e+02, 1.09663316e+03, 2.98095799e+03,\n",
+       "        8.10308393e+03]),\n",
+       " array([ 0.84147098,  0.90929743,  0.14112001, -0.7568025 , -0.95892427,\n",
+       "        -0.2794155 ,  0.6569866 ,  0.98935825,  0.41211849]),\n",
+       " array([ 1,  4,  9, 16, 25, 36, 49, 64, 81]),\n",
+       " array([0.        , 0.69314718, 1.09861229, 1.38629436, 1.60943791,\n",
+       "        1.79175947, 1.94591015, 2.07944154, 2.19722458]))"
+      ]
+     },
+     "execution_count": 51,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "np.exp(dummy), np.sin(dummy), dummy**2, np.log(dummy)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Xarray works seamlessly with those arithmetic operators and numpy array functions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 52,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
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+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "array([[3.375    , 2.1950002, 1.7675   , ..., 1.67     , 1.7624999,\n",
+       "        2.4850001],\n",
+       "       [3.62     , 2.9524999, 2.22     , ..., 1.97     , 2.1275   ,\n",
+       "        2.7125   ],\n",
+       "       [3.0774999, 2.6425002, 2.5874999, ..., 2.7200003, 2.8975   ,\n",
+       "        2.7425   ],\n",
+       "       ...,\n",
+       "       [3.9175   , 3.8825   , 4.335    , ..., 3.815    , 3.1349998,\n",
+       "        2.055    ],\n",
+       "       [3.8625   , 4.0474997, 4.2124996, ..., 3.9724998, 3.875    ,\n",
+       "        3.2350001],\n",
+       "       [3.9050002, 4.0375   , 4.1775   , ..., 3.8600001, 3.88     ,\n",
+       "        3.8725   ]], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-5519cfe2-4bb5-4b7c-a763-0e8374850f50' class='xr-array-in' type='checkbox' checked><label for='section-5519cfe2-4bb5-4b7c-a763-0e8374850f50' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>3.375 2.195 1.768 1.65 1.668 1.702 ... 3.928 3.832 3.86 3.88 3.872</span></div><div class='xr-array-data'><pre>array([[3.375    , 2.1950002, 1.7675   , ..., 1.67     , 1.7624999,\n",
+       "        2.4850001],\n",
+       "       [3.62     , 2.9524999, 2.22     , ..., 1.97     , 2.1275   ,\n",
+       "        2.7125   ],\n",
+       "       [3.0774999, 2.6425002, 2.5874999, ..., 2.7200003, 2.8975   ,\n",
+       "        2.7425   ],\n",
+       "       ...,\n",
+       "       [3.9175   , 3.8825   , 4.335    , ..., 3.815    , 3.1349998,\n",
+       "        2.055    ],\n",
+       "       [3.8625   , 4.0474997, 4.2124996, ..., 3.9724998, 3.875    ,\n",
+       "        3.2350001],\n",
+       "       [3.9050002, 4.0375   , 4.1775   , ..., 3.8600001, 3.88     ,\n",
+       "        3.8725   ]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-13a76911-ac7e-46b1-9d38-8f6f6e560dec' class='xr-section-summary-in' type='checkbox'  checked><label for='section-13a76911-ac7e-46b1-9d38-8f6f6e560dec' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-7f48095b-f2e6-41fa-951a-4bf22ddde6e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f48095b-f2e6-41fa-951a-4bf22ddde6e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da16e207-0c7c-41a4-9504-7f04d5acc4a5' class='xr-var-data-in' type='checkbox'><label for='data-da16e207-0c7c-41a4-9504-7f04d5acc4a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-f2e2e252-c264-4f9e-b8d8-d2b7c22c54f3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2e2e252-c264-4f9e-b8d8-d2b7c22c54f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c14d57d-320d-42b7-966f-fce833733206' class='xr-var-data-in' type='checkbox'><label for='data-5c14d57d-320d-42b7-966f-fce833733206' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-8238f2b2-de55-46fd-b358-62196866a91d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8238f2b2-de55-46fd-b358-62196866a91d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0cbc744-612b-4df2-899e-b7276cc65625' class='xr-var-data-in' type='checkbox'><label for='data-a0cbc744-612b-4df2-899e-b7276cc65625' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8f81f6e5-c77f-474b-80d2-e254e10a7c39' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8f81f6e5-c77f-474b-80d2-e254e10a7c39' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "array([[3.375    , 2.1950002, 1.7675   , ..., 1.67     , 1.7624999,\n",
+       "        2.4850001],\n",
+       "       [3.62     , 2.9524999, 2.22     , ..., 1.97     , 2.1275   ,\n",
+       "        2.7125   ],\n",
+       "       [3.0774999, 2.6425002, 2.5874999, ..., 2.7200003, 2.8975   ,\n",
+       "        2.7425   ],\n",
+       "       ...,\n",
+       "       [3.9175   , 3.8825   , 4.335    , ..., 3.815    , 3.1349998,\n",
+       "        2.055    ],\n",
+       "       [3.8625   , 4.0474997, 4.2124996, ..., 3.9724998, 3.875    ,\n",
+       "        3.2350001],\n",
+       "       [3.9050002, 4.0375   , 4.1775   , ..., 3.8600001, 3.88     ,\n",
+       "        3.8725   ]], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05"
+      ]
+     },
+     "execution_count": 52,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappeR * 10."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "  --xr-background-color-row-odd: #313131;\n",
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+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
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+       "  margin-bottom: 4px;\n",
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+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
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+       "  display: none;\n",
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+       "  color: var(--xr-disabled-color);\n",
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+       "\n",
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+       "  color: var(--xr-font-color0);\n",
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+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
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+       "\n",
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+       "  color: var(--xr-disabled-color);\n",
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+       "\n",
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+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
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+       "\n",
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+       "\n",
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+       "}\n",
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+       "\n",
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+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
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+       ".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",
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+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
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+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
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+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
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+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
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+       "\n",
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+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
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+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "array([[-1.0861897 , -1.5164031 , -1.733019  , ..., -1.7897615 ,\n",
+       "        -1.7358519 , -1.3923124 ],\n",
+       "       [-1.0161111 , -1.2199328 , -1.5050778 , ..., -1.6245515 ,\n",
+       "        -1.5476375 , -1.3047143 ],\n",
+       "       [-1.1784675 , -1.3308597 , -1.351893  , ..., -1.3019532 ,\n",
+       "        -1.2387367 , -1.2937152 ],\n",
+       "       ...,\n",
+       "       [-0.9371314 , -0.94610584, -0.8358635 , ..., -0.96364444,\n",
+       "        -1.159956  , -1.5823092 ],\n",
+       "       [-0.95127046, -0.9044857 , -0.86452883, ..., -0.9231895 ,\n",
+       "        -0.9480395 , -1.1285561 ],\n",
+       "       [-0.9403273 , -0.9069594 , -0.8728721 , ..., -0.9519179 ,\n",
+       "        -0.9467499 , -0.9486848 ]], dtype=float32)\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05\n",
+       "Attributes:\n",
+       "    transform:               (40.07813983073409, 0.0, 593476.1968631798, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (40.07813983073409, 40.1126034998577)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-25e92993-b410-4232-8976-090eaa4764a9' class='xr-array-in' type='checkbox' checked><label for='section-25e92993-b410-4232-8976-090eaa4764a9' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-1.086 -1.516 -1.733 -1.802 -1.791 ... -0.9591 -0.9519 -0.9467 -0.9487</span></div><div class='xr-array-data'><pre>array([[-1.0861897 , -1.5164031 , -1.733019  , ..., -1.7897615 ,\n",
+       "        -1.7358519 , -1.3923124 ],\n",
+       "       [-1.0161111 , -1.2199328 , -1.5050778 , ..., -1.6245515 ,\n",
+       "        -1.5476375 , -1.3047143 ],\n",
+       "       [-1.1784675 , -1.3308597 , -1.351893  , ..., -1.3019532 ,\n",
+       "        -1.2387367 , -1.2937152 ],\n",
+       "       ...,\n",
+       "       [-0.9371314 , -0.94610584, -0.8358635 , ..., -0.96364444,\n",
+       "        -1.159956  , -1.5823092 ],\n",
+       "       [-0.95127046, -0.9044857 , -0.86452883, ..., -0.9231895 ,\n",
+       "        -0.9480395 , -1.1285561 ],\n",
+       "       [-0.9403273 , -0.9069594 , -0.8728721 , ..., -0.9519179 ,\n",
+       "        -0.9467499 , -0.9486848 ]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-1d4ece7a-c4d8-4dd1-a426-47c419ae5685' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1d4ece7a-c4d8-4dd1-a426-47c419ae5685' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-a2c19ce6-425c-400d-8112-089a167fcaee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a2c19ce6-425c-400d-8112-089a167fcaee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7907f615-1445-4590-8d56-a2acb5a372c6' class='xr-var-data-in' type='checkbox'><label for='data-7907f615-1445-4590-8d56-a2acb5a372c6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-c72b8a84-e259-4a58-99ea-3f52563bebb3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c72b8a84-e259-4a58-99ea-3f52563bebb3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a5aa117-7746-40ef-8df9-f1241c00d3e5' class='xr-var-data-in' type='checkbox'><label for='data-0a5aa117-7746-40ef-8df9-f1241c00d3e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-553d1afb-a98c-4102-97a3-4025b1fea3ce' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-553d1afb-a98c-4102-97a3-4025b1fea3ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-281bcc5a-06ba-43f9-b957-03febfbe4c1a' class='xr-var-data-in' type='checkbox'><label for='data-281bcc5a-06ba-43f9-b957-03febfbe4c1a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4db9f4d8-a5cc-466f-bc84-0f2426553591' class='xr-section-summary-in' type='checkbox'  ><label for='section-4db9f4d8-a5cc-466f-bc84-0f2426553591' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(40.07813983073409, 0.0, 593476.1968631798, 0.0, -40.1126034998577, 6577549.60336745)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(40.07813983073409, 40.1126034998577)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
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+      ]
+     },
+     "execution_count": 53,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "np.log(herstappeR)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "We can combine multiple xarray arrays in arithemetic operations:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
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+    }
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+   "outputs": [
+    {
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+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "array([[ 0.02650002, -0.03299999, -0.06224999, ..., -0.05825001,\n",
+       "        -0.05525   ,  0.00075001],\n",
+       "       [ 0.01349998, -0.01675001, -0.03525001, ..., -0.03925   ,\n",
+       "        -0.04200001, -0.01874998],\n",
+       "       [-0.00600001, -0.01349998, -0.01899999, ..., -0.01525   ,\n",
+       "        -0.01499999,  0.0045    ],\n",
+       "       ...,\n",
+       "       [ 0.04975   ,  0.0465    ,  0.06774998, ...,  0.04425001,\n",
+       "         0.00424999, -0.04525   ],\n",
+       "       [ 0.044     ,  0.05824998,  0.06449997, ...,  0.05574998,\n",
+       "         0.04949999,  0.00875002],\n",
+       "       [ 0.05000001,  0.053     ,  0.05849999, ...,  0.04975   ,\n",
+       "         0.04700002,  0.03825   ]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a23fdf17-8cf9-4d3d-a9b4-7b528c4b9481' class='xr-array-in' type='checkbox' checked><label for='section-a23fdf17-8cf9-4d3d-a9b4-7b528c4b9481' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.0265 -0.033 -0.06225 -0.0655 ... 0.0425 0.04975 0.047 0.03825</span></div><div class='xr-array-data'><pre>array([[ 0.02650002, -0.03299999, -0.06224999, ..., -0.05825001,\n",
+       "        -0.05525   ,  0.00075001],\n",
+       "       [ 0.01349998, -0.01675001, -0.03525001, ..., -0.03925   ,\n",
+       "        -0.04200001, -0.01874998],\n",
+       "       [-0.00600001, -0.01349998, -0.01899999, ..., -0.01525   ,\n",
+       "        -0.01499999,  0.0045    ],\n",
+       "       ...,\n",
+       "       [ 0.04975   ,  0.0465    ,  0.06774998, ...,  0.04425001,\n",
+       "         0.00424999, -0.04525   ],\n",
+       "       [ 0.044     ,  0.05824998,  0.06449997, ...,  0.05574998,\n",
+       "         0.04949999,  0.00875002],\n",
+       "       [ 0.05000001,  0.053     ,  0.05849999, ...,  0.04975   ,\n",
+       "         0.04700002,  0.03825   ]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-2281304f-59c6-4d4f-99b1-11d8862a365c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2281304f-59c6-4d4f-99b1-11d8862a365c' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-3b7b80af-5c1c-454e-80db-ab4b6f71eabb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3b7b80af-5c1c-454e-80db-ab4b6f71eabb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-feb19ac7-69bc-452a-846e-384a3296b243' class='xr-var-data-in' type='checkbox'><label for='data-feb19ac7-69bc-452a-846e-384a3296b243' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-3b709df8-c48c-4e6c-8293-1c22b9de6fb9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3b709df8-c48c-4e6c-8293-1c22b9de6fb9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1a38e09-50b9-4569-ae09-300362faeee1' class='xr-var-data-in' type='checkbox'><label for='data-d1a38e09-50b9-4569-ae09-300362faeee1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-978a6251-1525-4e6c-9587-c6ae128cf0cf' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-978a6251-1525-4e6c-9587-c6ae128cf0cf' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "array([[ 0.02650002, -0.03299999, -0.06224999, ..., -0.05825001,\n",
+       "        -0.05525   ,  0.00075001],\n",
+       "       [ 0.01349998, -0.01675001, -0.03525001, ..., -0.03925   ,\n",
+       "        -0.04200001, -0.01874998],\n",
+       "       [-0.00600001, -0.01349998, -0.01899999, ..., -0.01525   ,\n",
+       "        -0.01499999,  0.0045    ],\n",
+       "       ...,\n",
+       "       [ 0.04975   ,  0.0465    ,  0.06774998, ...,  0.04425001,\n",
+       "         0.00424999, -0.04525   ],\n",
+       "       [ 0.044     ,  0.05824998,  0.06449997, ...,  0.05574998,\n",
+       "         0.04949999,  0.00875002],\n",
+       "       [ 0.05000001,  0.053     ,  0.05849999, ...,  0.04975   ,\n",
+       "         0.04700002,  0.03825   ]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05"
+      ]
+     },
+     "execution_count": 54,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.sel(band=\"R\") - herstappe.sel(band=\"G\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "### Broadcasting"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "When we combine arrays with different shapes during arithmetic operations, NumPy and Xarray apply a set of __broadcoasting__ rules and the smaller array is _broadcast_ across the larger array so that they have compatible shapes. \n",
+    "\n",
+    "Perfoming an operation on arrays with different coordinates will result in automatic broadcasting:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 55,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "((447,), (227, 447))"
+      ]
+     },
+     "execution_count": 55,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe.x.shape, herstappeR.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 56,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
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+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 227, x: 447)&gt;\n",
+       "array([[593496.5734331 , 593536.53357293, 593576.56896276, ...,\n",
+       "        611291.09701794, 611331.18440777, 611371.33479761],\n",
+       "       [593496.59793308, 593536.60932292, 593576.61421276, ...,\n",
+       "        611291.12701794, 611331.22090777, 611371.35754761],\n",
+       "       [593496.54368308, 593536.57832294, 593576.65096275, ...,\n",
+       "        611291.20201796, 611331.29790778, 611371.3605476 ],\n",
+       "       ...,\n",
+       "       [593496.6276831 , 593536.70232292, 593576.82571275, ...,\n",
+       "        611291.31151795, 611331.32165776, 611371.29179761],\n",
+       "       [593496.62218308, 593536.71882292, 593576.81346274, ...,\n",
+       "        611291.32726794, 611331.39565776, 611371.40979761],\n",
+       "       [593496.6264331 , 593536.71782293, 593576.80996276, ...,\n",
+       "        611291.31601795, 611331.39615778, 611371.47354761]])\n",
+       "Coordinates:\n",
+       "    band     &lt;U1 &#x27;R&#x27;\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a8aa73a3-dc61-4d47-9c56-f03dc4b567d3' class='xr-array-in' type='checkbox' checked><label for='section-a8aa73a3-dc61-4d47-9c56-f03dc4b567d3' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.113e+05 6.114e+05</span></div><div class='xr-array-data'><pre>array([[593496.5734331 , 593536.53357293, 593576.56896276, ...,\n",
+       "        611291.09701794, 611331.18440777, 611371.33479761],\n",
+       "       [593496.59793308, 593536.60932292, 593576.61421276, ...,\n",
+       "        611291.12701794, 611331.22090777, 611371.35754761],\n",
+       "       [593496.54368308, 593536.57832294, 593576.65096275, ...,\n",
+       "        611291.20201796, 611331.29790778, 611371.3605476 ],\n",
+       "       ...,\n",
+       "       [593496.6276831 , 593536.70232292, 593576.82571275, ...,\n",
+       "        611291.31151795, 611331.32165776, 611371.29179761],\n",
+       "       [593496.62218308, 593536.71882292, 593576.81346274, ...,\n",
+       "        611291.32726794, 611331.39565776, 611371.40979761],\n",
+       "       [593496.6264331 , 593536.71782293, 593576.80996276, ...,\n",
+       "        611291.31601795, 611331.39615778, 611371.47354761]])</pre></div></div></li><li class='xr-section-item'><input id='section-0a08160d-317b-45a9-a18d-c08a3e43ea4b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0a08160d-317b-45a9-a18d-c08a3e43ea4b' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27;</div><input id='attrs-b9d3dffc-591b-4116-96c3-3fd8a5189912' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b9d3dffc-591b-4116-96c3-3fd8a5189912' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14a5a2f5-5e85-4cdc-be68-b731b517abd3' class='xr-var-data-in' type='checkbox'><label for='data-14a5a2f5-5e85-4cdc-be68-b731b517abd3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;R&#x27;, dtype=&#x27;&lt;U1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-1d5e7f6c-7dc9-4f1c-8039-36847fbad71c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1d5e7f6c-7dc9-4f1c-8039-36847fbad71c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23e4986b-d5e3-4297-a684-27db88fb75d4' class='xr-var-data-in' type='checkbox'><label for='data-23e4986b-d5e3-4297-a684-27db88fb75d4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-3e5b368e-8ffe-4fab-ab56-5bf8d52f311d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3e5b368e-8ffe-4fab-ab56-5bf8d52f311d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd57d8db-daed-4288-be4b-b3d151d35f0d' class='xr-var-data-in' type='checkbox'><label for='data-fd57d8db-daed-4288-be4b-b3d151d35f0d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-43cc14ed-7bb4-4202-bdc2-bf18d8563261' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-43cc14ed-7bb4-4202-bdc2-bf18d8563261' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 227, x: 447)>\n",
+       "array([[593496.5734331 , 593536.53357293, 593576.56896276, ...,\n",
+       "        611291.09701794, 611331.18440777, 611371.33479761],\n",
+       "       [593496.59793308, 593536.60932292, 593576.61421276, ...,\n",
+       "        611291.12701794, 611331.22090777, 611371.35754761],\n",
+       "       [593496.54368308, 593536.57832294, 593576.65096275, ...,\n",
+       "        611291.20201796, 611331.29790778, 611371.3605476 ],\n",
+       "       ...,\n",
+       "       [593496.6276831 , 593536.70232292, 593576.82571275, ...,\n",
+       "        611291.31151795, 611331.32165776, 611371.29179761],\n",
+       "       [593496.62218308, 593536.71882292, 593576.81346274, ...,\n",
+       "        611291.32726794, 611331.39565776, 611371.40979761],\n",
+       "       [593496.6264331 , 593536.71782293, 593576.80996276, ...,\n",
+       "        611291.31601795, 611331.39615778, 611371.47354761]])\n",
+       "Coordinates:\n",
+       "    band     <U1 'R'\n",
+       "  * y        (y) float64 6.578e+06 6.577e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "  * x        (x) float64 5.935e+05 5.935e+05 5.936e+05 ... 6.113e+05 6.114e+05"
+      ]
+     },
+     "execution_count": 56,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappeR + herstappe.x  # Note, this calculaton does not make much sense, but illustrates broadcasting"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-info\" style=\"font-size:120%\">\n",
+    "\n",
+    "**REMEMBER**: <br>\n",
+    "\n",
+    "The combination of element-wise calculations, efficient reductions and broadcasting provides NumPy and Xarray a lot of power. In general, it is a good advice to __avoid for loops__ when working with arrays.\n",
+    "\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "### Let's practice!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "The data set `./data/herstappe/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff` (assign to variable `herstappe_data`) has values ranging in between 0.11325, 0.8575. To improve the quality of the visualization, stretch __each of the layers individually__ to the values to the range 0. to 1. with a linear transformation: \n",
+    "    \n",
+    "$$z_i=\\frac{x_i-\\min(x)}{\\max(x)-\\min(x)}$$\n",
+    "\n",
+    "Make a plot of the end result and compare with a plot of the original data. \n",
+    "\n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* We ask to do it *\"for each of the bands\"*, but you don't need to do it separately for each band! Using broadcasting and element-wise operations, we can do this in one go.\n",
+    "* First calculate the minimum and maximum value for the bands (i.e. reducing over the other (x, y) dimensions). This should result in an 1D array of length 3.\n",
+    "* With those min/max arrays, you can add and subtract those from the original `herstappe_data` array to obtain the scaled data.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "herstappe_data = xr.open_rasterio(\"./data/herstappe/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 58,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Calculate the min and max for each channel\n",
+    "h_min = herstappe_data.min(dim=[\"x\", \"y\"])\n",
+    "h_max = herstappe_data.max(dim=[\"x\", \"y\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 59,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Rescale the data\n",
+    "herstappe_rescaled = ((herstappe_data - h_min)/(h_max - h_min))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 60,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bdbb83d60>"
+      ]
+     },
+     "execution_count": 60,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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yurt72+TFgFfHr/hpcYuxuY3buI3buI3buI2fmfhKVGxEoPYttlWYrGNVxwwyV4ILlmFWsj0pUCYn5L1Ndh3DIamyEryjk0BuMnbHMVN9dr5ERFBKxbIf8Px6xpu7Y9adXvEKL4FhYWicoFmf5LqImQEkMxzPVxxNxngFBEGcQxclx6ex9DouMggWpxUzPBMVe+TBv8YveBFMwg74oNOpJNChMOtWlPERphMgqMCBZCyD5yZ0G9yCKE0foe7lPH12ji4181nFi1LTl+g8McxhXxecGse8behc7L/nhaGcxM+spjWDSYEXiRgGieV38a9706Lh4e4eudYUSrC2o1Cav/b2XX79/bsAZDpj3jkeX9zw2csrnl9PqZRGZ25TCu4PCsSD7yxaxcpUZgzBBiS1flCgVTzhus4SgFVr2e338F0sO/sAjfWURmFbR+NiBcgboU3YKpUptFKU2lBkEWMjAvjX7aFgBK2AEMu4KMgzTVNbrrtY3u/t5YyLnO1+gXWeT0+mrFrH9iDfnLw8ipPrBUF78rKgbhu0jifOO2WZ5njEarQhcF1ZatuAF8pSMcjTeO16ns2u2RqU/I2vv8mPjq/5/pMTDnb6tE1qHSqorSXLDbq19Hsj7PkFiKJL927blsmbd8FWZJnGSKC2gVVds6pjFaVzjsrZhE3SOBdLJdp57Kbk3uE7UBoKFFqB9V1sGaXTWV8y+kZjCeyMRnTA6fUZO9kWf/DyGIDFouNaljgNP3fnDS6XU66WS7TzVOmag1b0jYYQ0Hi8QK40uWSoZKSSm5yrZUVZK7rO0wqcV9dkWY5KbSaCZtE6JHg6F0/AjsDjVze8d2cnfsQJ2gjBB5R4fBDWIK86zfm3dyZ8cT2ltR7n1zguD1oxzvsAnF5c8cnJMUYCk7zP3rDHvOn4m2+/wefn1wBcpd/y3oHOIp5GCzZ4VCpTNr6lbhV5JgRl0M5TE5jkBeMiT3PeE3R8d5QEOhzPbuY0bjNa7PQzesZQ4PjN997i//hnH6G1QhFiWwWoXWwZj3o5A50jumI5X/Lmw7dY1fGEvag9A+Ox5wtmEnjZKJaLGWbwCknP51vfeIebxQ3PXp4SlKZvDI0LXM1W9ItUce8sITi0yuicZ9k1XMwW7PR7G0xdLhov0B8oDsptfu7+IZmO91voLL07YIxCIRijQRTee7Ro2nTvQ5NxGTrEgzaa1lnEx8qxTpWxbmkxk4Lu0qG1kCuJVTLYfCbXkqqH8YeDaFTweAI6tbmd84SQqqBpvfTiWC1qXHov4pRqsS7gUSgRCg1FpulSpWVYltzMl3xxdc3ctREXBXQ+xG4BEZPkQ2BPFxz1hhgv3B0NmXYN7SKtdUYTJKJqdHBopYmY1UCe9q+d3oBcAz4w9R0ER2Y0AYNPe1MQxXDQ42K+pMw0J6+m/MI33uXivEGPh+n9gKcvjgk46FqKrGA8HHNydsnR3aM47i10drqpEv6k+EokNloreqbH1K4ImM0iZYNDRLOyFmUtmXT88SefoYkLi3U1v/y1hwTvcV1Aa43rbExi0iSc9Edgp8xsF8twSripWmKrJQH8xKNERRxHplnhUEHQRvPdT54C8OT0mt/4hfe5Ws7xIVAYQ5EPePrsmKM06IGYXIl4XKtZGSFLKMh119SI4HzERugELtNBkWkbdxAA0XhJbQQHVhyFCHdUzssE3jPGs7Idpy+vCUWG6xwY4eRyxc4gbRaqoDHClmT4zFMri2rABs+d/XjN5yIUOzniYXWzYmY7xAsiDlFx+mkJPDjcA+dAabzXOBGM9+DiixPEMTSKb9w54NHuhB+dXPHk7JKbVYOkl6urq1jqVYpMG5y1eG9RojetBFExIZEQCEanXrajXnWbdlXdeozxEAxBawoUnQpY6ylT/7qXq5jAiI/NY4nQcOc9w9RTnl01BBtYzVoGWyVKK5Ry6Fyomjg3XPAMywzQqGBQouiZwHzVcr1OEhrLpxdTHj3Y4aqu2c4NnQsc5OUGs9EGx7LtWDYugoQDjPoFi6Yhz+L1EAJWMnKlWbaen3/rDh8fn1NkBcO9OBaX0wWmLJhdLFk0Fe28oi8aG9aQQbDW8/L4gp07W7TK0jWOq+kS6y0hbYNLa1ERXRb7Zgn4LqmVCFCscScS2xcrayOWRasN3qDD0SjNcNBnmBfEb1L84OSS2Ty2LZyP5fd/9d23wDt2BwPOZ3OGOtuAbJ1A5VqM1jgfyI2hajtKo3HpPQ043tjfIlfCi4sb3n37Dp8ev8JZS0hz1ZiABI9SipwI/O4pTfCBj07iAeTtvS22pUC0JxOF1zG5a1zElwEoLTza2+LxxZyl7V4jmgOMenH9uTq7JgRHV2TM6Vg0Hf0cpnXL0+OY2BT9PIKBnKda1vSHBW6xpPCafhYztrppCDrgEIyHXAqarmZnUm4OBTiVwLMRxG2C4apaoXTG9jDe+9DkHA1HVK2l6loe7U44mc9ZrLqIOwJEa4wSMm2Yu44yL+nqlmq1okxJZk8rzmvL/d0RgwB3Boqrvmc2axlEWgOfP/2YMi/oG6Gvcm6WEVCqtWdRp4Ond2RGuKmWKKUoTMYwN5h0cAKocWxPSu5PJnztaBcRR2kMYnKy1DrURlAKlDY4F/Dp1CcqYFL79dsPdvmdTxuCji0VrVRMJoOiWSWcZKlQCkwZD1NfBpXr9f8WQbygVEpunCPoLB3y0kEvgbc9cXkJWJQYrChcwow55wheyDNNQHDeo8TglE+HCJgtV3z//IKU+oCEhGdUuDQPnQh7aHZUTtV1WGv50ecvKPs5b97bi59Z1fig6HCUKsMFR9VZtFE82orrfGcVojSLpiW4eJBUQbHoug0Kf6AVcyv0iwwJmrt3tlnMW05unnKwH3/ratFy73CXN8u3uHj5KVv5iOeLmlGR8eoyYmqCha3tfTAJOPkT4iuR2BAi26hvMubWssaSZ9rgvUMphZIAQWFEMUyLYSklzz5/ydFoyM7BCOsVXyxq3trfwbRxgm2PheUqpzCBqqtxwVGvMZ9h3eOOrf7GBVof0d1ZZvjhkxOenkWw7oPDbRwedCC0AZMZ/uBHH7JjMk5u4gI+KwIfHB6ABJQKtCEi9w1hw9oIkkBtLrIplI5MGe8zrE0LQtpgRIifFSEEwSs49HETLJThk+CpgsfblDiFiGu5TMDFZWfZHw8oxbCnC6YGVp3HWL8B2e5v97kOHsGTb/URAmVCAq0rWqUy/JNPPuM/98HX8MERO6QeGwRv18mhAuWpbIOzjm/d3ePbb+wzr1f87ifx5D5fttSuI7hA4x2laFSmeNbWFGlB8DpWy4ZWUCEw0IraB6yHLo17v9SEYICAbx1egSjP/b1tZnViSYRAUD6xsAKTvOT97W2CCC59zx/fHJNpQeUmYVAiLqazgtZxLKyz9PUQh0ObDMShtCYDHp/FzWs6rxmNS6zAYZkzVDkmF5zAp1ez9WTDeqisZVXVNN4mcovQpgQpK3KUFmpxlNZTNS1//VuP+NHzE7JexHFt7Q1YnL9i2fh4ipVAHRwqQFqbKfKMZRlYXl4zr1seHuyBEBPDhBMwiSXRWo8gFKKQENPvQq8Bz1k8NAjMuw6UYESRGcMb2xH4qo1OVCaFA3KjKNCYlDYBTPo539g7AB+Bkj2l6ZmCxll6aWOqncd7wYonN4rGeh4c7NF2iS1DOr16z/5Wn8nehKqr4+bkie8miWWyZoxIrMjZEJlha7zTy+sFg72cYaEjMyuAk4Ax4FOCFEJkDN7fGnG2WnGzWiLGoLzl5clpfHcmA7ZGfX5wcoaVeBp3Hn7w/IJXi1jxGxAwQeO9w3thMV/iu0DvcMRbj+IJtzjLOT2/YKQMnQ30c0OzbJA9YQ0Z88EjIWJLPIFpV9OGQE87hiZuXpPegMZ1hCCcLBY4PD0nHI22kDKO6aysGfuM59cX/MKDt7hTaH78YkpPO8ZZnGMXnSHPOw7vv8cXP/in2AcPqJct1rds7UdA+Pc+/SG9okRJINeaIEKpFf1eRtOkinuRMV+1bPX6XFYrlp1l2l3ynYNDdFoPM4Q7oyFfv3NAazt6eYGYWE3Rqazjg9ARkLYjVzoeSOXLkF/YKgy/+cFD/v4PPyPYuA6uD1TavOa64SQCg7WgcYBGUIRUfVUI6AAhYLRBhQAq/o4kEGRQCtEOCSZWSoLwo+cnNE3H3m5MektjMFmsMjkfsS6tsxht6NLh9OOri0S0gI6AiVQuPMKa4/i1YsR0VbPyjlzBhxeXTFvLtg6IXSf86X6c4LFYYiI40DpioACjFVVn8RLI8gwtYF3gfD7n4jKuUSbXlEWfylky05FjqOwl29vbEScEvDqbMp0tOdifcXd7n9NXp3z26pJ+P6NexXXscGeHLtR0XVqLf0J8JZSHdyaD8Bu/8i2ev3rFfFnRJICjSgOdayGkE0vn4J2tmD3+kha+P204emuPXMOysfzjx88YZSWThBg/HAzoj3qE5YpPzy6pa8u8a/i1d+9j2/g7Wqd2UAATQDL46HjBxyfn7I7iRH3/wQ5KKerOMer3+dOPnjDQmj56s6guMmHWtOwMCh7sbDHIMlzwtF1HlmjF21kZgWRCTGAkxFOI87Aup6Ox3qMlphcEjcnABchUzIKX4vidj57hcuJfpBMMyrBGnnnv2dsZ0OvnlEYx9Dk3NNi2I5G90BI4uVqRTQzax1KoJMrlmiK6mDYEFUuiygvvH+7wxnibyTAjS8lhnsdNovMWB4gXyjICTddUwWln+fxiwbOLG05vlhyUJaPtHrlAev8AFZcr79HEkrMgKG3QG8SZcHw1o206ghcInrfuH3CxXKATsNN7j/OOrXLAG+MRw9yk8nHAJWr0wjp+9/ufEZTGWYd3Hl1qQu3JenGD+4V7BwxMjpdAr8ggAXl9CISUAPyTT59j64Y7D3d5oxxEdofruFla2pSsuuBpbaBtW+ZtR9s5slwxKDK0WgNfM6wWBsrwLz28h4jicGfEf/jDzxibuOk0yzlL32GrCvEaLXHRksJQJRByrRT1ssIlQHymhaPJhLpzTOcR7O0l0HlPJoJSOiYbStHTJlV/4rbRekfnLEZpJMBer2RrMNxQ1GuJoORS4rgJggEeXy94MJoAUGqD97HqIUFhtOG6W/Lk1QVZAppWTUeFBy1oDRIC8zZwOCj5ZgLQOufQKlAMejy7vkYbhQ2eTGleXszj9TQdPgSMjqxDo2Ny1jnPqo0L7/5wSPCeg2GfYZlawhLLejZVElatRXQkGBTacD5dYrKck1c33Nl/AMDF9TG9UcH/4L/1N/m3/97v8/TlGUe9AV8cX21kBDKjCZngPSyuV7Hakgn722O+/cG7cTbbjJPTp3QWPI4gwqyqqZYtH6TkZ1gW5CQmpRK+uLnhqqmYFAV3+nGNemt3i7az1Nby0dUVdR1o6haF8OhoF4AOYdVVvHpVsTspqOqaon/AfuE4vr4B4Kg/Rm8Pef7iBMmE0Gkm2zu8PPsCPYxrL02FwtJTGW+99Sa9okduhHpxgbfx3fnzp0/ZHgw5r1ZUTRNlNjR4qzkYxGrVnb0tqrrm7qSPkZzCRIacNq8T47BeHhQoFNY5Oh9wttuAbFdtjZbAD15O+fEXZ7H9FzwShFynZFVD1hPq2vLO/T3eHY8wWjBZjkrJjwqxciKJtap0Yhp9CdAbHGB0ZGt2wvH1Nd/96JggsXMA0DOKX//FRxgtBB/bRcb0WLmGT6+v4iN0NspHECJLL6zBw7Dt14lfhusCKhN+8PIV97dH7PcHdLZjf3sEwOW8QhUKFRRiFIKjlxn2RiOylKjf1A0hQKlz6q7jfLmgrRrGecaz67gmrEJg2Cupbcd00dArNUYZri+mfPDO23HdcBWjrV1++/f/iL/+y7+EqTp+7+MP2TsYU1WpMWihqzuqpqbr1pSYvxhfiYpNCIEyy+hnPSrdQKI4ehUpoDpkdHgIHq0U77/zFgBmdk1oLvFEapqKbUZWXcfsNPaLP2k8417J0c4AlNDrF+hO0ziJiQAAEfeSi6fQhi8u53xycsnWoODtu3Fxbr0lJ2fSL/nzpyeghNyDU55pGqWVbSkzwzs7E1AxyVHi8Ki1KACv2iU9nbOVZTgfEB+xDUr5DUsCLxGpHwBRsQruBS0Kn8fP/MlHT8lMLF2CJ2iFBJ1K1a/bOlc3Ff6yRmcwGRfsDvsolZOVCVHfeuyqJR/mQEjtMIvzijK1xm7ifoOWWDX68OyKzy+v2en12EoYgF988z4QTwEKj/ewrAO9PEPrmEjs9XN2H+7y8/cm/NaHJ9xMF5RKEL2mTKaFPQghsdaM6NSu85uerRNhd1SiRj10OomIDrTebpgvWoQPdg8YlFmUtXAJ56IdOv3WP/qTjyn7mmrhsG2H0go/bxFRTPoRG9M3Buta8iwjBJ9635HyZlNJebvX49ms4up4xv23e5ytWlaNi4yJNMOmbYtoQflYLbE6VqCMVpvP4OM8nvmO3/74C7751tucPT5mVwmragHAsMxoW0umM5z35LkmbA2Z1i1NOlXZusMhqMh3orUWFxyZEt7YPwTg+OocCORiyDUYI3Q+gAS2szimtu1ocZQ6Y5wZdoYDtDFkWmjSO7rGXLRpM4isDMPuoEeTnnOJA4lMw+PZjMt5TW6EBqhTtSrPNN46MgTnie0v8bxcLunayMj4zt0DQtB8fnGBEoXDkYnG+sDd3XiQefziOlY5A2gTieutsyxbxziPY4oDJYazWUVR9OJGqgxGOa7m8XpcFzA6kBexRf3wYBvRBd71Kcbx/brDgMIY/s3/xd+jGBaUyvCNg0OeHF9tWGyuc/E9D4qsZwhOMJkidIrrlGQ+2L9DnTSVlI9svp1+yXWAJynZcEuLazskaB7d2ea8XZHlwm7Zo0kndx8CEgJnVU3A0HUVXkfNpTzd+xfPjgkYHvVK1GSfkE85e3XK0cN7vJHHcR+O+zy5ucJoYavMmePYHfUZ995nmVhRL5oFu4MtiiLj5fOX9IY7DAaCawtGZaxWZVnG5WoJxNZeCIGRKpEerLq4/vzwyUt+9e37sbKgJWHTSEzANQYSQiwIE9LGryQgxtAmhmOe2jeamLxI0GQqVlTWeJ7tUWw3D3YK3trZpdA+fi+yqSCFEGEJa1ymCgHvFVr5TbLaBoXzDh8C02rFDx+f48QTutcHIg989PyCR4cT+nmOIiOEloGCg3IAwMtqjhNFcB0iMTEhCEfK0E/tcmuFZWj59Oya+9sT9noFdVOhdcanL2Jr9Txh+t483KEfLLv9MS54Ovda+0aLJsvg/OqauqrAKXSI+LJBaq2uqhVI7JQYX7Gjh5xOb3jvnUdczOJvee/xXcVgMOCHzz5Dq8Bka8ikt01okhSJrBjsDqhfrhFQ/8m4ZUXdxm3cxm3cxm3cxs9MfDUqNkBtG3a2J1zP5+TrnoMIuVdRsdOtlRJzji9uAPjuk2f4wnBfJlE10XWAwXUdq4Q07azlpqlYXdSICH1j6Ouc4/OrjQ5JUWQcjkfsDnKeXl3zJ09e8c23jshyNgCzYa/Hj47PeHk9pTQ5wVsuRehn+UZEy/vAB0fbUV8nBMBhvRDwmFTqFDEsnGXmHA/KPsHHErhSZnM9ygRyBd4ZHIEQVFTz7WX84dPY3xfvyLWicbF0jXd4BLr1t5AqBhKZH13g6roiM5peL2fsYilYm0B4Y5vzl0uWxtLfLTFB4YJjUJSbz/gAmdIQLN4GPBkXq4pFEsia//hzdgcD7uwMGZU5iGe6XKLViDUCUnexn2y94q+8dZfPLq5Yth0mSsymizY4cQQrUaUXtdGI2AgGOodRKjFePAgMih7f2DUMinhfKrWbgnVYiWJbXjzGq4QTAp0J3kLWV/QmQ3Sm6SuhcZadUbz35xdT3tgboTMdq2roxJCJWjAAp+fX/Ge+85BcCb/10QvKPGM46OG9Z7lan1qEsKXpqogZ06ITQ0Zt9B9cCOAcZVFy/2CPm+sztAroPIMkSrmoO6zRNCOh7mL7zE6nqci5xiREBWYnjgzF4WTIYllzb2vMUdJcupwbMmWwLuoYmSCMsiJWL9IVNwQOBwOGZUGpBUtkTkT10jimVfB0XaDcMFkiC62thcskHKeKjKGGH786w7mANkLro3ggOr2nXtA6PtucwHA4Yjad4ZzjOom5/dnLc7755iFPXkzpnOXt+/tRvVrJBmy5vzXgYlGhQiB4aGzLorWM8iyKFBLZeN47xAvHFzXGdOxslbTLgO3WWJ20BnVC2TeMB9vcXF7x9OUTwnH8zIP9HU6vF+gywzuL8vCnp6eIKCSLY9GtYgu3azsmgxzV17HdZTyliSf3qllE4bkQK2YuQFVHEcI1+Pymrmhbz4M7W3xyekF/u2Cke3gRemvsOXBSrzivalaLBus8434PXZTM0zy8ntd88OYeB7vv8fzFMw52xnCoeHV5jk9rQr6ydM6TZwU7Oz0unp3x8tUJobOkTgvv3r/H+dk1j95+i9/7o39Kc3PFQPXZLQ2vsoSRVJp56DAKMhMrjWhhtqo3LWOlITeaoEAT9YXECyr4DZdCm1ilidXpEAX2ggIbEk4GnIq4v/GgxDcBPQwYJYz7Pd6+GzWFRtogIaCyWD1Ustb+lk3lUWmVyB6RdOBD1IkSyTbvl9aRtXpyU/HHP37OoqnQxmCG+V9gkj67mCGiee+NHQoTEQOdcxz24nN+Op0ia8V75TgiZ1wWiDJ0aR42ruHjswucg/1eQd00mCyjnxs+u47tVy2x7XZ+NeWvvHMf6zyDXsFstqKpkq4OEZC/qiqCFTKj+ej4EjN8reQ/yCPz8/pqwde3R6zyAR/s7/Hy5Jo6wSSaVc10JWTjAmcttgnc29/n8dMXUW0eONof88Gjh/yDsz/mp8VXIrEREYqiR2kyxr0ByyouiEWmaI3QeB8XCw05ii5bPxZP7VpEBGcjqPNwkLOQ1/S9pQtsTYYYHOeLJZUExDmqrtrspW6pOL2+YtLrgyl4dO+QSU9QWbaRt/7s1Q0vpjcR0U8EszkvhK7bsEi+eecgTf2ITzFK8EHwXjYy/k2wCfvgWbiWoTaI1xDcRrVShSTSpwXlI5VWi+c/+uEn3BvEsmE/Lzh1DWNjWDlPl6wc1tLZEJOrEAJ+XVoNnovrJRPvkMQe2sNQ6oxl3eJch9sp6XDc7Y95fHYBxJ630VGW36icznfx/oA18f7VYsXLmzkfnmg+uLPP4c4AtEGrQLuWCPcgYhGnCCou4H0TsTPrTqxSii5oCB0Q23BeIIgmJJq/VhoTHRvorAYdGGlD8O0GzIwSdGIuaAKXzYpXVUWhhTv9uKEcbo+oXcfd0ZA3JgP+8Nn5JhnsEivqxfWMu3sjtARUMLHV4gNBKWZp0TjaG1MYTQjwN77xiD97ds7VfBnn7LrRFBTqpotgAZfYcSK0toPEirKd42Cyw/6oz+Xskotmxf3xgC2dc5km0FIHOhdoQ5T7t97G744y3Om3oJCcUb/HuMjJtWJvEGX8ZwnQd397j/lqhlOeYD0ikSHUz3LmqaU1Gg/IlU4JpI5gZ7EE9GbOZ6LRmWeSlVx2NRf1kl5XcvJqwZ27sT1ZjktevHwcZftVvF4JoMXg1yJj3kGmyJVGIcy7Nqqpilp3cVnUlu8/P2ZeW4J3/OiLMx4eTTjs91inYzvD2Fo7nVUoYNl5+kaTm3yDB7PENoJoGKjIKFzMWkII2JT0Ziqj8Y77Dw+ZXs6YX90gAl9744hlE9eny8WKtuvoZzmtDWRK03WWR4fbLNNcXfVaZpcV2mgWbcswlFHhXBzLpNT6p3/0mHcPd7AEnIPLmwU+wM7WkDpdj7OOsjCUquC/9je/zj/8/kdI56kXLe88iO1FL46rukYZuFlUTMqSznZ4o7EuPp+/9UvfYG47Pv7iE/aPDqlCy7u7YxbFhCy12C4vlswbRac059cLuk5B1jGZbNNOY0uiW3Y8mIz57h/+CYNewfJqTr7tWfp2Q+Ev05xpkkgkChZ1neT2k5KtSXgaH/FgIajISEpgdgDvAkprtPjIsPORzScK8Kn1rBw+QL80/O1f+zrORjkDowxmjTjwNq7HQWPExYOSRGxLIL6DKjFnvRdQAYXCJVzPuoEiBP7ok5d89vICU2hMpnFdoGsseu0CoTLyHF7OF7wt23TeE5xlDfcF+Nb+AT++uMCHjtJn9MuCedWSa88fPosHWKOF9w8OKJRQ2ZbD3QmrpuXJ9XyzXwSBnta8ORrzdLHk2w/us5wu0cgGQK0IPJ/N6ULg3e0dPju7pJKAmTbkqX1GIRAMf/tXfpV/8Id/Qj+7ptcfkUlONowHvVfLM1zhCJ1lGAw74wnBwmDYY5C+p5pVVFX9GlrxE+IrkdhoEYalwrWBu4dbPE+9OaNg5X2ceN6j0LR0fPHpRwB4pek6h/cB5yw9pfnW4S7WCy69FL/98Rd0XeDuzoRV19BZzzzxrnyq6hQGah+oVyu0W7Az2iLLx0yrOWXqOz89P8eIjoqO3pIrw9pZap2lf3Z6yf3dATu9PkF5MjSdRPBrnVIAhYkVHe+Yd5EltJX1KJRBhdebcjRYyPDBRR5EljEu8s2G0klkeygCEyM0HqatQ9bHnHRdsmYP+ET9snB1taLpx98qJn1KNCoDgub68ZTDR7sslqsv6bQEDIaAj8BODF1rsaLQqecuEincIPz581d8fmHo93p8cLDF7mSSxjlS+0sTuHEBgke00Hk2GBuHT+Dq2N8WJSDJ2yupEjuveH58TeVanPN4BY+29snTN8T/xEqf857rrmVmWx4OB2wVPdbp2C+8cYCzniLPCM7xaGfE0+sZfaNf+z1liumqocwysjz2qjsfk+h7e5P0IY8KGm1iQv21u7t899PniAmJyRJ77i5YQq8gdC1BKYZGsZhbdkfxBPfg6IAyrLi8vmZla4zSERuSOSZJCZkQeH51s1FRJp1icQmEALy7v81Wb4ANFtc5uuCp2kh1X8+fw1FOb7LF9aojayp0qtLNbcsw/ZZO+AMlECQkz6qo9bFGDxkKTA4nywWVd4x1weFwQrWTb6ivr1485+V0hfaRnpvpQC/X0GmWYa2hEd/jIJ5ev8/5bB7vywaqRfye4dGIVdMhyidLhMDTkxvaPcu9rVF6PoqtQY/twYBPXl2Sa0WR5YhALwGVl43HBo94YWE70IoisQozWeuHODKB+dU8vsfOYjLDzWrFq0U8KR+MxthQUNVN9JAziuMnl6iDMVkvzsZqFVme4kHlhnldMxwWSJYzW8SK36ODbWwIOIEWx9Z4yNVizhuH+9SrlERdzNkaTchbeHK6pO06hr2c4AJ/+smLeF9dHLtl11F3Hf0so5CM+XzKo52IQbqYXjEcHlAOe5yevCQblszPHV2oeHPyQRz3siFMG3LV0Rsccqg75nbBq9MzjvYieLjylnrZ8a333+OHH33MZNhj0uuTi2YZ4powrSpcCAQXsYjUnn4/anetqwRv7u1A8MkeJbHaBAh+w170EshCxN9YiVQNZz1BAssm7hXBB4L3jMoyyWkoBiFHKTbYPKUNXuIao5RBQiImKIOodaUuGhooie+uJVaNUa/Vm633vDi/wpQKbz26p+MBJheMWmc2gZ2jPh/c2yeIQjmBXNBO0aRqTCGebx3scjybsaNylquaMs85my3JU0Xrnf0dJj1D23lObcPVzBO6wLKzGxbk25Mt+mXOn69mDJYZ0nlWTYMOwjBhIF8uFpx2DZrA6c2Mxkc9MyeWftLR+vn79zk/ueLJ5z/ir33nA2of+PCLZ7jQMruIc9XRIa0QjKIzMN7eop3NeOPOIdcp6X345ls8O73Ehdf+df9sfCUSG09s+TgcuTIMErW17VrGRiF5xqJuyJRh0XSbzds7H0+TNlZBlAp4F8tyOk0wAZZ1ReX69E3GtW1iKTr4DZ3ZJdBk4yP99Jce7nG6qjg+X/BXv/4OAMacYr1DQoj00eCBeJpcs1osjs/P51yWLe8djPE4XBC88psynXYaLQGPxoiiCzDtKnJt2EsAv4DFOY2jRYKQGcOPji8wREEpiPoPkf4u6VTURRaR9WtpmVhWDWAyTZEZllUb6Y5GsUoaI1dFxlap6JUZ86oi04r5kxmhFHQycAohmt8JsL+/zeJqyTQEVGpjxGsOG1pjb5iRe2Egig/PruFZOuW5jl/9xiN0oQBNFoTOCVGGL9V+rICLwFGFoAKEkCQA7Bpc3XIxW+KTGJVRgms7jDHUCUz4+WzKXr/PtG0ptOL98QSNYL1j7RdplE5lbofSwsG4z/FiiVbCyr6mKmaZorOeKlh8pjCZplRRLA9gbAqCjwKHguJo1OfB7ojn08WmDaeSAaIPghQZynqaznJnb4d+8oo6vjhBo3g4GjPrGrT1XLuGHM12Evpj1SQLgEjp9AjBBQ62+twbR7uNPFe0raVxHus9iyp6c2mlIj0beHGzZDarONrdossVJssYmBIVXi86Wkdxso7YTnEiCWgLuY7X0zrHTdMmfxqh8o5ZW0GYY+u0gPcKisrhbIdRirZraLrIxroziRvuzXxF5xz9wYDOxYRdENq6w6V2Z9tYkEDwgsjatDTw4mKOT0Dur+1vQfAYJXzr7jbPL2uq2tIFz8ym1pjoyEbEM9neJ1RTrIuA5TWQ2/jA4aO3CLMpXdfReI+3lpPZjFFan7ou+msFFA7P1ekCM8xwubBI7bPlrCLrGfr9At9Y9CAj14bJYLjxI3t8csX+eAgSZSCUBHp5yf0H7/Pz7z0CYPp3/7e8vFyR7Y4YH+4yPntBoaPm0+k8JloZwqpuWVYNpTbkJqO1lkIy9nbj3Hh1NefHj1/wxu6Q8e4Q1dvC9hqul5rrxNZ58823+OYH3+GPv/cnlMOCl+cvuX/0JgM148VJ1CoZDEp+4zf/Bh//8R/z6MGbNF3L4+dP2B73KE2sKg/7fa7nc0Z5yXVVsT0oY2Itrw1k+0UU4xQf7T6qpsKYyCJbC0565+m8Y29rwmxZ4Z2L7E/ZSOnhQhRlNGUfGotFkeUhJh7rs16IBpTOBcRkSNJwEZJzRlrJEjgAVEC7SG7wvC6IVk2HNYK3DmU0ronroHiJFUlgNMr44O4hhVcoMjIjdJ2ic5Zs3Xr2sXvwaDShairK8YAn53O+uL7hF+7fie+yjuKZje0IWqicJc80mda8uxclF3o654vVjF+6e4eic5ycXNA6S9kv+aMXsfJTh4AKgQY4X1a03nM4GXF+PadKh9OzizNufM24v8N1XfH8xUtOT6/QgyxqAhGFT0PrYGVRg5JnZye8e/8hz5695P5hlAJYLq4IyvD/JK/5aiQ2wQeWqwZfd3TKs7u3BcDLswu0j2V3HwINnkLpjTpoIGb4tY2DDWzUG9fztGssRb/PrKkYliXXTZvoxCZq4wAohXOWQim8eBpn2c4zfvPbb/KPf/QYgH6esajdOn+P6sQhourXp2Afotjf+XTBqDQcbg1RIWARfGpOOx3Q3jLUBgtocRA0S2+ZLyPzZaA0I23RyvDKdnz6xVP6WZboyjG0xJNMUMLKOTobdUCEaJgGUSNFmahzEHx8eYMQKyIJI3E1XXF1s0IltUvRsX3makc+WWOd1EacLNQdw0HBsosCb61d4xZi2TbS04XS5DS2o3Oefirz9suM7318wjzU3NvdRrSl7eKpq0sJgMmFQabIMRgVlZo9AS+afL36JBM6JYIoIdcZS9swbzrO67h5vTveZmwM98s+Ih7rHdYZlPabtmBkXwXEK0Q5hrlmVBSs2nqzUQ4HJb08ozOOvCxi5YLoz+LXeVYik4mP99964ece3uHp9z4Fk1obaBDBrTpkmCELx/39Q1RhWS0jOybonGXbolSgpxS1DfRRnNUVg1RtoJexpQeIj8yZ7aIHWmhayyw5Hfs6Uj5tELyzkNybVQicXc7TO+fovON6tWAy6kedDh8TsHWVSYWICRPvMCKMMkGjuG6bTWHMe4vWOU416BCrKHVdRRXdlCW03rM17nF+ZVk2LYUW+kXOvd3xRlBxsaxYVYFQBF6eXscy9spyuDVi92FMJD6/vklePoFOUns3hHjaTwm/DZ5S4vwQUdzbHvByuuB63m3WBC9JE8Z5bqaXKBHGmaYcFLz34CEAf+s3fp7/yf/y3+XuIKNuW55fzWJrwqiNKoMYqBuHk0DbRFmHYlQCwvVFHFMRhTjFatriFYTW0+Yd3/jaNzg7fQrAo8NtXl7M2Rn2KXsZi7ZjVBb89u/9Ps+OYzXmb//N/yx9WfH3/+jPmM+n+HyEdy06uY5DPMRVtWU8KHABjESH93/5O484PrsBYLbsyHWDN2M+e3rK+28NWLYdhbN8+vRzAE5PnvOf/9v/JZ6fPuNq1qchcLOccn5xzjtvvwfAyjb8vf/g7yNuSa/YZlxm/OL7H7DoZozLmKx+dHHMvcmYF5czTCCJ1MV5sU4SyizDu4DF0oWAtbHNqNbiYnEm4gmcX0/JsxzRKlVbQlSNJkK1HILRmrwHhHTgFTbYxRDiYdBaS8DjRFGoxOxbU6cIqBAp2MFrlCQT4w5mSS5guqoTyyvCI0SRJDkEl9heX3v3gFKKCKwRi/fRj9Ao2Qj0BYlmnhiFUT2uFg3niyV/+ztf5zJRsDsb1fSPXZMO4FBZR2/U42A7PucPL284rVd8K0Qs4bRbRWgGnncPI77oo/MLms4xUJpxmUfH9QA7oz5rH+NMl+wd7lMYOH5xAa2lbjpC1dDfislqt3LkPY02GdOrJQ/v73M9vWJ7f5fpMq4t93e3+N6nn8cq+0+JW1bUbdzGbdzGbdzGbfzMxFeiYuND4OJmHsWQSsOjnYhdePr8lKqN3jTeB0aFpu7sBpCpJTo1r6xjXObY4BJvXyKokihpbnTgel6xtbeNdY6AQim/0ZrwwSFKCBq0V1xVLUejPuIdv/JeLK/98NWUx6/OqTpLX0dvqSyBgr1ag9w89awh4Pno8SWXexUP7+wSJGxKnYInk8QCCLF8XAdP5WxswwCtslRes1Uqnjw/YyuJ+okE6nRCaVws1U+XNag1ODiC7szaG8U7Mp0hShE85HlO5yyiZCMYKEphXUdZ5FTzFmsTtNl6bh7fAJAVmtHBiKyMpyiFZ2vQp52vaDaqVUJuFFmmwUssvbYCKKrkBN20QplrhlKCAR0Mq6YiM4aradS7aGeeSS+PKp3K4IMjN9EyYM0Q0YWiV+Q4H7ViVC6cL1t6xvLOKAqRDQSsDxiTgIZ40C5WldasOxt9d5DX2hX3JkN+eFJzL52G9of9KBAZArX3eBVNCTrRrAVNF8BEYplbiUrgbcW4X7BM/laWiAv45UcP0EkE60A7LtqGz5KWS1VVjPol185zMBry7HpGozxLa6lTKfig12evLCmShsfNskHp2HZc48rA4ZyAssyWNbZrsD5E8Pfag0YALwxNzmLaMDmYUKp4n2tPHBFQylFoRS6a1lsa11FkBW1qtQTxtK4leE/lAsF3LILgbEhF/YjV6VzE6Fg8yhu+frhFQOiSUmTlA8NxzvW8QowkscjAZNAjT/irN8YjXkzn2Eyj24TFyjUSFNfLCOT+4ckF3zrcpTARHxHEs78zwAfhOmFalI+CicqsGXeBhW15OD5kVcd5eHV9xVZRcDy74Xy+jPgfHSDA1MXK2FiZDY6rXtYR6rSyXC/nmIQiHQ5z5nUcI3FCMckwaK6ur5kkkcOjrQEPdkY8vZjx4mpGmSl2h2Mm45IffvgFAC9fnvLf/W/+l/lrf7XPn334GdLVmEHBYtVumIB115FlsXUdOhuZhFi6znF2lSpIKudwe4fnr14x6E14+vIVJniqULNKgOehyfj7v/V/5eK64uJqyXg0QkaBQTnks6efAFD2cozRNC5Hh466drw4O+PwYJdVcrguF47x0YTtQfvaOiN5tnVrkL/3VF1UQo/q6bEZ5L1Gr1G/yaXaEwg+2rrEBqB67RGmMxAf4QlGJcFTiaXU9NshRO0jI4HpsmGvV2K9I88Ua6sRIUTXbNGIj75pQTw2BHyqxvzBZy8S1hCcjdesTMC1nl7Sn+m3Ja10GA09U2A7G0v7yV4DYkVNGUXTWpaNZ2/UY+uDtxnkwmWCLjxZ3VCFqHMjCjIxuBBYdQ1/8DK2mRZtyxuTCb/7+BlvDgfsliW18mgtZG285sPxmOfnN3QKztolb995n1evnjAQzf2jCD4fjrapr8/4s8+OWVQNw37Ow3cOePXqhi59T1ZGmxuTC4NxwUV1iq4NNKe8fyfqyx3fXLJsG0R+esXmK5HYKCCzDoNi6DXLWRT62R6NqS+vIqBPx4kDJKx9LGe2reOTlxfMjyYUQSiVRmuzeXGs84R12bmxaC2xbRNe+xNlOiLyvXO0OrDqWgrTo+qi/DbAs5Nz9kZDbqoVTWvpZVH8yTnHGrTRztuolKtAdOD8Yk5XeT54+5A1QFyHKBU+sx0DndGgsD6Ce7Vai555yrzkz56dE3Rg6ltcCAzE0EvXXOiczlaETEfhKiX4jPRCJ7olCt04Mg3LTDASME6SrUC8np4GbTI6C2JU/K4g5P0Mk/CYvupwi45xNqBpLavG0iyXjPKMUT8uqt7HFk8uhn5haJoWyQ3zuiJPYJSe0jQuEJwld5qKlpXtcO2GO0RuYrutZzKQgA+GEKBzliap+FZTS9HTFCYjNxrdZuxk8PbOLnWy0nA+4jRC0NG2Yi0boMC1bjN/RBRaCTe15cVsSuUDo1GPPG06QUX1XS+RHyFoCHFDTMrxWFp6oReZUd5hUvLzrTuHfPd5tJMojWY06tMgbElgqD3BOXbzgscubqaZyVlZSydQ5jkVnuCEHobrZII5KQt2hwOWnWNaV4gouiT0qBP2TILQ4agXNXVdoYxGqRDbfelBd53j1959k2A7tNZUKBpbR8n6NFejFUiGxbNoLaIieNp5t3kHPYqbto2mpT6qsxofsQ9rplvrYLffY9gbMlaeXGta70jGIXENcJ5i2GM5u4lGhkpYBaHwkKVTwbYukC3heLakcm2y/RBC8HGDAWarlt97fIoR4VffvU/ronCgyb9U/A7JjwdoWhuF15QiCMyuYzv4P/gH3+cbb93nH/3wkmFmmLVtlN0PgSLh9xxwfT2nrSy6zNA9Q5ZrrGVDwV7ZhjyPCdDqssa2lrfeuUsvC+wWyfPOOkqt+Na9bd69s8OHx1ec3tyg8Lx9P6ouP7hzl6+//Rbf/cEf8+TZM07OL9jZmlBmija1Npw4Zm2NyQYR8K8ChSp4fHLGwU7EY5zNWl5dzbhz+IDlYsl0WnH/aJ9nF2ccJrV2BWzf/ToPux8TEA6Gk0iG6CncPL07RpOjkeC4blv2sxGTkeHHj5+yn4DceztbnN1cY7uIYYsHytgu1BsZ8UDnO7QyeG8jK0oElEPC2gQzpjEx6WDjA2iUJqSF1dp0yCHQuJg0RONZNruoDkKwcW2puxpnhLwNtK39kleUSoKqSSRUBXCapmtoE6BXiwIbhVCDD4gJaDFMJhnvJ/+mxbJlb3fEoMyoq46yyAg2ejitVztjDJ2zOOUpCsWy9dyZFAyM5vH8BoDaWzITkzrno+ecUQrlZSNy+GB3l+lqwRt729Rty0c3V3xzf4+66ThJkgsvqyWDouR6UfGv/bXf4F/7b/wd/q1/83/E8fElBymJurmac3J1SUv0l9t+Y8C0ajjaH3M1W6XnEzbMUw/kOovwh17JRRX37d3JDg/3NT/+4jE/Lb4SiQ0hoJwnhJbaB6pVfHBHowFPziKtFa82+gFroIkKUGSGF/MltjSMBz0+fvGSTKuNTgIKCu1S1SJKw2Mg14oyJS2N9dgQ0fbee764uOFw2EeFmFED/KsfPOA//viY7X6fZ4tLBlnUnQlKUScgrnVRU0Vrg3eWwmS8984BpdEbymrtHbW3eAcz11EST7S5EnIVX+RMBc6uFgzwBJNz2VWgFbULG3uCXAur1oOODgqKWHHQKvqTQJRezwTaAL3OUxMrEzpAl046VeexzrJV9iNlPI/9bFc7VBFf9qJXoDPFSClOr5d0RPplG2QDKtPaUCoYmoKq6tgucpa2o1AKnZRsJdeR6VBbuszTzTva1iHaUOZr2mYEw7bBE6ygdMCoiKVya4iNFjKdoXRUZB6NSo62h0Tz8rWUfVwKRaLBnE+4C+9jXxySTHuAy2XN5zdzhmXG23dGPD1fcJbGdCvLYwIEJB8MBI8L0eYBInbgVVfxph4RlEDQeKU42M44vI7U8quqZqu/wyAXSjpEEvXZ+Q1j5fFswaLt6FrP43ZKnlRTDbGvHl+VwMvLa/LE/ogVp2jc1yYMwLxZ0dYdnfcRIB3ABkERqFMF6Z2jQxQeK0JwngwPWjPOso3b78I5mjb6Ma0toZQExEGT8A9tF73VbHBYD/hAR9QXWtt2NW1H1VoOioJKFGaQqosqnpABHh3sMe5pjsqc751dgkCoWqbesp2AyrowmMxglOaj88u4Obo1+zcpxyYxBRs8z6ZL7m6NsM4yLgt23ojf07We48s5s+WCQVFGXI4yfPbiJW/tx4pfIZYXJy8oUaiiQGvF5aqKWKWkvdO4QD3vKLYLXO3orFAYRbNsN0mv0hFQmhmDzjW2sWQq5+Liht07sTK91nHqnJBnOd95eJSqcSs+fBkV1F+enxF8xfGrKbt7R1R1h0F48433+P7nP4zvl/eMy17SaBHEO5wSFq6gvowJ27/y9Uf8w0+ecHNzg6hAbkqeX50SEK5nMcHeHvT4/M9/H9PvUeaxEpIFx2JhuXMUMRsn5xeUymBKxRvbE8ajEXZa8WBrwIuEL9IHA+rGkWnFGu8bQiDTwjwZU7YuJQqJqSpiCWI2qtkQWZhGBVBZxPoJiX200eyOybuP49/LS5qqi0a64TVrNRATAqVgWBQ0XUchUZuqS4dmh8V6ReM7Rpli2Tq0REr3q5v4fHb3+lzfLOkqG017g8bkhnfubXN/N47p9bJFgKtZxbgX3c2bJtpbrPemVddGjFies6odR6OSkdEEH/3YAMRZcHEtNxKTb++jHcPbyZjydD6jNBmV7Zj0cnr9nD84Pkfp6OcHYLTm7GzOwGg+ffI5/9P/8d/h2298nW00s3Tv024WNb6cohxlVJ2jX+TU1rIziUn45bQm68WKmBgFziFG4a3j+FWcq3W35GjncIMH/UnxlUhsoj5GzKitd6yhvy9ny+jPoaL9QQQjreG74HDMljVv3N3GKGjrKAbVdR6VrwF1IZrz5QqdK/akYN61kd2Uso1Goi9RpiNoc2FbzucVb2yNovspkcb7L711yGRQUDV1BHlqg/JuAxiL3k9rkJrwwTuH9LIowb/WzCl1xrgYcDqdUaYkJHrsvG6Nlf0hZeW4nHusraOMeBdwmecqbXC7wWBEsAnw6SCVadkg8/pK0RHIleBFU4iQi2CUokm7u3WOPMtouoY3H+7QdC0QfVDWppxZpilNRt4KD4Yj5m3Hq/kKej5Rf0E7h5gc7wJGPARNH+HIa9plWoCcZ5oZMBEY+3K6QknA0JGkU6iSb1ZsDUWjR68UEMjXVQKlMAqMl+hRZQKZN3jlXp+GlIqoPq/wIcKalTF0TvjD41jC7YKjbzIsgaACZRErfbO6pkgb5elixeEkgle9E5SKlQatSeKKkIkizwUbPEZFB+IQOoIIb92J7Ab94oyzyxNGso0a9QmJBRZEsZskBb5fNXQ+specC+wPSq67CtCbKlzTxZOpOAfOsWhbqqbBejZeWibEsVXEahTikiyQQqXxujvewtoKvMfj0WJoraLVHYvERiFIAhN7lOi4ARNo8TTrFlLrqG2HlfhZ52Or8noZQaAQ8ZPWefSoT1VZxhSIhqq1HCeRsW/eu0NwKwaZ5pePDviD41c4LfSKgiolCePGkykYFxlbvZzrpkGpaCK7RvQKURNFiePx6SWtdby5PYrSAalM2Ssy3tifsKhqrHccTia8e/+IH37+jMtpvB5sIC8y9oc9ZnXHSDQL0xFUnDcQ2xDFuMS3lrww9POci8t59Cfqp6VbCaZUNHOLCsLRvW3auuXudm/jb/Xo7haa9doB4Mm05mA0YPxWnBsX85offfEE2zn65Yj97R1sXfGjzz8iS+M9XbVs9RVicpz3GJWehV2xTO2Pf/ef/phvvnsP1bY8O5shheJq4Xnvzj2kSIakdUVWFlgJrJqOOm/AK44O95hNY7a6N5kwW65o554Vlrab0tQWkwcO9mKiPl02DPt96qZOZ4LkwaSEfqLDZ8rTWp/aZir51IX47qeDnuiAUgalonecFo2kltSGuREchIC3Dp+/Zh3Fqmw66IlHMo0iMC4yWi9UbRcPcqnaueo8OlUIb7poyEoI/Nbjx7y3HZPeb+/u03twjz988pKyyFjOG/q5YpCX3CxiZVWUMJ1VlIXCdRmtbdFaodxrtpciMg29E97Z38I2gbbz/PDmiqPUCg83MG+b1MUKECLB5d7WNiSrmu2yT2c7XHAsrFBoxb39CVfTOW29NheGQc9wb2fM8YtjRoOCZd1wJi2ri2sATm6uGPQKFIGj/TEdkBmDMYo67XGhixVlvCTgc2RGrq4besM4pod5n8ubFb3UIv1J8ZVIbOLxzOOUoJI3EsCkX/DGdp/ZsqNyFoVsPKMgUozrACs6XGXJVYbSipzwuo+pNeI8SuLmnemctmlRwW+Q+Wwo3FEMEKU4XS54e2e8SUg6H/us86rj19+7z8V8xWevrrnoOopyLbAWdT7e2N/irXu7iYoYKZlt2gQfjPtk2nA6m0UvJG3oXMAgjJPh5vlshs41+7tDTi6XUdVUhOCFVep1Oh0Y9zJUllG3DhcCWkHtutemb6QJZBTBRjPRTMWN3qekJZ5oBHHgOugaj5XIQlv7p3SNo2sdWW5QQejnGd+4u4O1nserpH6ZKVrnkM4xzHOato5jqaBI4+kq2KpbahXQo5iU4FykSadESwdLiNxJjFJkStHYLiYnaSzGuaJuHE0IVE3Hjmisigwiv+Z2pspeSO65Hnhys+T45ppe8kbBdXgjaDLGvYyldbw6nTIuipRgw9mqZjIu0KJRiWrslcRTVUoSMlE0zjJ1NeM8yZIZw/nc8zyxWqouYqF+dH7J13zH3niEUlkkm63LeRLzlxA8Sikebm+zOm03ST/AebVir9+jdh0nVzeUZYZSGhUcyicZBHGbal3UnolO8kYLd+7eBeCHFyd8a2eH1tq4qSpL8IZp1ZKvBTAViXWi0nXByjraYF+3/CIQh65zrFYdrYvaIMH713bjwdEvc3IjtMTE+nKx5MNnl0ySwvNitWBSqJQgRWag0zkoT5cOMisJ9HWOUfBge5sHBK5WFS9v5tiET4v6KI4Qoh7J8eUU7zq+vr9H08XP1PWScX/AcFTiW4/D8N0ffMzWsM/lat3yy6GzeAXTVcXStbGlHaBZpdbzsgZRmEwxHBacn84ARV5osuSm7TqwjQcXN9nxoEdTt1SdYTDspecjdBIoJB7gJAlTBiWYRL07HBccjHs8u3J01gKaMjesrltyXaT33fLw6CGvrq8QFQhOKHLDvGoYJ1HKnvU8fnFOLxcOdke8OLvml8cjFtUKqde+S30qv8A6S5Ebylzz6qrG6UtExfG6ms3Jgf2DHYzp8/zlC8bbI0alJqQE0piGq+sVW5MC6yLGJACtdWynFraITkl+TF7in0V4wFrWQ4VYxUWiYrAPEScZ9c0SLMFFxprylmXVUmawaHwUKU1r3XBYYl2gcR5pWkKAwiiyoNBJKDI3hsyoWNkNDiRwsqoptWYnJWO5jj5Uv/rWfQIKaztmteV82bA3iAlJtYhVdiOKzrVJ35hNMrJ+wYwojkZDuiaKB4qK+MSmSrTxIqOXa66vVtg8UuLvTLa5WS3JbHyGJhNKnUfWpQtULhoA3zva5rPTSOG3Vcdw2GPWtry6mvMLb7+LDHKOvzjBxmIek6KPyRSjrTE3TcWoVxJ8FFdcS5r0ezmzVYUuIlSg855u1bG90+Pte+8DcDk9AxU2BsA/KW5ZUbdxG7dxG7dxG7fxMxNfjYqNBIzKKHKNE4VNgkGZbVmIZ5gbcis4HJ032NS3EDyTcY7vhGUV6G8rRq5P69oNmLBuuuiK3XYoLWwXOYEFdVRLS98jaBEyFG3wiArMqobKBdxGol+RqwhI66xnZ9znr29P+Pe+9wmD5L9TrxpcCDy6u4PzHtGRIXN5PWc7KUA2w8DJdMp2VlCUJlrOExgMB8yS91DTBnyIQLr97SHPz2c4HE3r8OtqlRcaH6BuMUqTEd2wc603mh4RF6JpmxaC0LoQAXchbPAqWgKIwuIxmaLwOdp5Vq7GpfK+FwEvuJVFZ4pGLNVKGBc5j8oIFGyC5/R6xtH+Pbb2DpnPrlidv4IQq1jxgqLGTt8K+TxK0S/bVZI4f83EiViOiDtSIfbYoxJo/MyqCxGrI4permnqDuUlOYMnrIWKJ3aR2Ab5w+OXeDQiilVqL5a5YtU60JZm3tIrCnIVmW4qVRt2xgM+Op3zrYe74EJkMihNJyGCSYEqOAgwF0/fRxCnlz5dc07tYgWgS0JgKMXLWcXOqI/2sTKzZmTs9wecLpY46xDt+PDikgdbE55c3WxUly+bikleEMSjtcbaQJ4BXcCRys7Oo5KdhRCByHmhmAwHXCX2UBDFp/Mpj3pDQvAEpRiI42ylKYt0nnJRK8mFjg5F5wKNc9HZOFXYvLUsG8vNLH2vgjIzNF3EfADRKqU0HPb6rFZzvvvJMf1+jin0Rg/n8/MbHmyP2eprNEJhA70iwwe/YXstvQfv2dKK4Bwm0+z0S07ncyThBJTO8C4hdySyH1/Nau7uDvlv/3f+jfgM51P+vf/9/5zDYQ9TTvj8izPGwx6NtayWqRLlAjtlQdc6lt7Sy3KuFivwwiRZYFRjTb9UWCucn0xRWhhNSopBxs1VaklIIOtntN5i8Iwnu0ybE5Zdw6MksOZdFHa0ATJvCZIhKqB8wG481BQmBM4Xl+yWfU5urvngwSM+aFdcqtTWaUd89uKM2jbc3xojBPYPjsiXc1QarypkOLdgOuvI8xHTecWf24atQQ8SFs60LZOyR+ciQPdmDk3jqS6mjIq4Rlln6ZseN7MFdw5L8nLM6dkZem+08dmq5x2/+fV3+SfPThAfLWO8RLuSLoGrnfP44GMHnRAtawRcEAybRQpJVZt1vSOEEF3S07oRjGbuHHUHRWGYTq8YSGTWreGWbr5CaRjp2JIVJGoQdWnhIVoYSCJ4eCdkWvNkOuXuaESmXlcyW9vGGozEayq0cJT1uFxGAK1Xmt2ioLIwKXyER4SAX68D8SUkM1GTx4WAMYoPLy9prNu0fpSK21TmhRZwnWfaVKy8xdfx3nfyAmOiSKRWUfhyvnQsG/caOO0C12dTuuDZmgx4a7fP7x2/wntNkUrq7z16xMuzZ9RduxEURcWvyJJvoA/QywXjBYOQZZo6s/QUmF7yDXyxYpDH1uFPi69GYgNxEVbRz2jt82Rdx27Z58Xygs65KHiEI+UszLyjGA5Y1BXeWToHtbPUtduI7ynRUV/Oxw289p5CKYJ/DawSQpwQWsAGXBc9nc4XS3aGyVQRABMTFgKtC1jX8Gvv3uPT1KOUSZ/VyhFwuKDIVcQXNDcrXrg44aezJXt3tnEhULeW7X7BdlHS1SuGsva70Xx6PSeoBAz2jsWqQ2VsWja1s+guvtCIROpxUHg8rV/jDYTgaoIoclEo0Xgf/UrWm7JHQDyiDYumpWprVBAKbTa+Od57HAEtQrCaXmaoxLFYWcosPplchK1Rn4vlFb3hiP2D+3wyOyUjY91p1SFQdzZiMWxLb5hRLxQoR/BroT+FUoqBNvQzzbxrIBnSbewivMMkyrqEQHCBq67lIBMSJBgtkdqtdATi/eqjN/n94xc0nU/md9BaEvDWUXlHQYZoQWVCvpbWDxFAp5XE5xccVgIKT5sSYxcCPaPxreJCYNoukJsrdkdDyrQJ1m0UzArBM+t8ZF0YgaCQ1NJ6uD3kZD5PZojCddPx9sTQKzSrhGnJxXC8nPPB9i5V33O5qJnVDVor9BrMHDwSAt4LrbWMehmHgz5LFK6LG67JFY3zQEyQxEfq9jjruEml6e2hxltL7S3ByYY5JGi68BpjM1+2BJEN/sF2jixTmxZbroWRidT3QisGZU5VRXDzu/fj5v7sYsr1ouNiWrMz7PHsYsrbbx/i/Wv/pjwzNM5y5VT0D0sCfXmrmCRROOUDF9SxEx1C8ifzlHnOMGE/nnz+MceXU45GexyIZWrn2IWJ4PL1ZqoyAtG24rAc8GIxw1vY6hes7NoeJXBz01LXLeIhH2QRW6MU46218GCH6yxZqXl0cIfF7Ib37+1RuW4DEG2Di6B5IstMcDgXMVySTiARZ6LoZwV10yEiXF5dsmo99+5HEGnX7VMvp6jVlOvO0c815e4O09mCkBJs6orGtuRlxvnNJdnAUFmY3yz44K0obVHVjul0QS9T7OxsY6oF9+895OnxGcs6rmNI4O6wwOiCy6oiuBk6V8zbBtr47vzSz/08v//Rh3wwLPiohWF/zDfefZOPPn+K14lZ42NbV0xchyPTTUfCwHosvMeLpibQOYtFMxC4XjWxbU08DGUKBrkmSJMsXuJmvw5FbK8HiaaaNghdEtDLTTIF1tFfKRDQRvPji3PqxvLw6GCDV5GN+rUQgkTsp2hWdcedYQQPX87mNFWN6wI3XYHJo8FroWUj/rk/LOlpTZYHLquOlzcx8ais27S5rQ805zXdUFBBGPUKZm1Lqc0GXH3eVRyqklIKWm2ZN462dcwWs9f3r6G3NWSiDU3bkO3fZ/WDp+yUow3rcL64QXKDd45MdGSriY7Cku61p1ttLUVm2DUFK++iHUVesrqKBYk37x7xwbce8e/83f+QnxZfkcQmZs8pFYngW6KSZJlnCIqeZFjfIkG9Nq/00HQt434f1/fMpssI0FJswJaiok4FovDBU3WWIi+oq4pszbPXBp00EPbKHnvDIdu9klG/SNYJEXUfXFQath6MQKYMz6sFd7Zj1eJmVcfqkBg632G85vz5GUjY0BuvVxX95YjtcUkXIAse29R0XXjN5HKeo17JzHY4JbxxtE3rI5B2tYyT5+RqwdJ5MgRosUrReY8Pr1WXIdJzFQoTHSBogiCeDU6pCxF8GfDkY413Gc4HXAj4lAAgCi0+Jk4hMK9bcm0IuWe+NrxTht3hgHnd8eLVE2zbsF0MElNszSLpKHRGZyPT7WZREUqN8uq1Sm3rwToWwDKpQWfK03qFTX1wk7R6jETFWas913VD1gqjMi1QyhBMPAdCTGbvD0d8fnOzWTBXTQtKaK1jVJZ01rLd71MtanSZTnBi8K5jvrSMBxmtV9Ekj7ChPGdG01rBiWHaXhOSOu6sqtg/2AJg9uwMpZK2SojwEwmS5mb8nonJmGQFN6FGOSGowMlyxX5/yOfTmDxrFLXzXFUrtIq04mUdJecHKbExSiizqDac5dEFPShYNi2SZPxx8QARgZXx5OmBvikRExfw81lLlrlY3ZNoI/LipmLRNRtdi35RsD3qcz5dYpQkZl7UsVkndQ/3RmSisCGw3cs5toFBWVDPltSJOvVof8KrmxoJgY9PLhn2egwGOblorF3LHAstlmBMMh0NeBRFmTPRCedmHW/2JjyupoQujhI+8Cff+1P+rf/Zfx+AX/nV3+Brj97iyfNTEM+9/UNuri7YGvbpm7WNSMfFfMXF9RKlPFs7I1Z07O/0ubiO7JjTV1OcjY8v7xmKMo+VAPEbI0hxAZUJvVHO9mSL5fQC5x0vjq+ZPExJuMrx+AicVRGsasRTu0CCTWE8OFFslQUXizlb+ZAiN6wqeHVxE7+naDkc7lAoj+tcxGkcP2envmaVRYxNM8x5a3CHed2RG49dTJl5g7Udl+m+QtCMJyX9vORyeUO9WFFfXLFbjjHD+D2zxYon84p3D3pMz2c4DZlIwnTFl/nxk89ZdQ2fdZp3ekO+9vPf5OxmyqOjQxYhyUQsjqM+UFLmzjMFCI2D2dpSgWhaYVTcKTLlCUbTN+Y1MDgkPJj45G0Wn6NCNi7heRarjsoTjS1DIIhLHoDxMyp5AEa7HM+r+ZJv7e0T/aNea3YJkanZ+YAkV/osi1g7gK5tcE4zyAuca2lmljzLqVRgfUFhK2PatIQWns3mlLnhal5RGM0q+Un5WcdyCMF5jNYUvYJuXtOFKnnzRW2bk2oVvb3EEASatsE5v6maaqWjL54R+uU2/86//3/hOz//8/z+P/0eeXJjr/f6BDRGeURprA+Ijvi8RZUsQpou3rdzVOKS8neBCvBzv/CLAFzNnpJlbHCKPym+EomNJfB5veD9bAt4bVcvXsfTJMTN2CmCEco0C73vaFcdy6ra6EdYOnKdbao6zgacD5gcSg2NrdkZbWFttzl5ZRLYKQfsDkqOJmO8jYNSQiruQ9em7NVFVH8miqW1GG1YJCDlR4/PUQQmZY9HO2PmXfTqUYnOCHFOPzt5xXTZ482DPba3Biyu5skSIlWqlGVoFD1dsvSO687GloBz9BJQOdeaqrVYApnOmF0tCUm3YW0wV/RMBCYGS9YruZlV+BDPpBsfD4mU4fg9Bmccrm5QWiPr6aeivHhHdLg1RiKV0KtoxAhY7VisKoIN9LXh9OaUcV5QhNe0zUxnVF2DMjm4FnITN/YQ0OneRwMTN0gXWWvBeXJXUBpwYT0xYhsxtnwCOCFI4Htn1+wPYlvwF452o4Nw7CvhXOCdyZBn83kScQRlFG0q+XY2CgKu6oYuBELauIejDF3D04sbvtY7RBGiaKB67W3edJZODIv2hpZALhFg3OFp23hS3hr0WVQVKvnVPL9c8GB/gkFHinh8zPzKgzv83z5/EisjwXO6XHBvtI9aCzP6FoLipKk4KApKk6N1E+dOatX1y5xxL6NfZtwsGjKjcDpHpKZvXp8EgwQ+W6742mgUBSOtwitPPyUJqheY+iZWKK3j1aqOAnuw0f1obUth8ziOGkZ5xt6wx7hfbja4jICSaK3Qz7JIRRYoewXTKtHYadkbl1xOKy6XS+7f2aWzniLTmwqu8y6KXUIUPEOwPpBraFMF4GJRc9cM+GC4x5/PLhDrOcp67B0N+eR5ZMOp3/6HfP3RETLp8WLaYXSLd45J0cMm4cFPX14xX1b4oDC54W6W0S8Uj49vmE9jO0bnhjxLG68WeoOoS5JpQ5Zah83K0uuVeAXVsmarNJxNa0aj3qYCudZb8SHOYyMK52PVOeXyOBE+fXlJplQ0v/SOqurw3jOdXQCRCfhgv+B5Z+LGlHv2hgVTNyHbjpUxs1qy8h3boyHWTrEKSt/Q7+fYdLqYLhb09va5WVScX16xnDY82tpiNJ4wreO9e1kw7pWcrqokYGcjezWA7iUpgBAYmpx3H9yld3ZKWx7yrV/+Nl98/485f/Y0jntQKB0d3a0E6i6+X0ax0RBTCooQojFt8HgM3sXW1fqQqwTQAbHxv1mek/mGoPWGLVh3ICEgJrbWVQL0CrJBs2oFSPSqOp7O0Oho0OzdxlBKKbXxazNacEGhE5ziMhlBgtB1jpqondZ2HqUdwTnuH0bfLm0btIIsM3znYI/KB1aNxQdLk+QmfNvhM8W4V9JI4Hh2E8Vkg95okXnpyJTBi2fqWgonhM7Reb95Pu2qZX9rl0f9CdNQ8/WDd/hHf/THtLZjuJ+uRzKctyidRxajjkKITWdZNd3mOcczcmDqOoY6QiBmjeMP/vR3APhbv/brfPbibPPe/qT4SiQ2nXOcdTX1asZ8ttoYRl7PVyil+M4b9/n0/JwjyQnWbzZBT8AZT1d7miagtSbzimxSUF8nw7s1Rdg5bFDoIrpi/5V79zbtqiCx/dFaR2Y0TdPFQ6xShLTxRR2U6J5tBBbWc7qY0wbFR1+cALHt9PPvPmQyKLle1Dx9ec72cExla6p6PTEEtMdowzg33FxM0ylXb65V+WjwplVgS2tWm1aA4BOG5I1721xeL1ktG9quiS+mE7SRDQVbXKDMM3ql4WA4YSfP0MYwKDP+9PN4zbG6pchDoOm6uFjkCueifgMkbRgdp/PaZBQEi1+Tz8iVIhRCWeb4xtIvCpZtw1lTcaeIyYaIpTQZRhmsUSBNXGCU4MJrvBNacOl5d0YYhYzCatqEjamxSEimhQo6iYw2pzynaeE9nVccDHvEV0gRxKEkstPWtUG8JlOKTOe44Bj1SvqFQURzlTQ9rhc1RgneaL732Uu++eiALCgIJa5M1GD3gMX8UzrvXycpEls9JiXhD4+2+OR5i7UeReB8ueTu9hids+lFOxfIcHx9b5cfn18mUTL4wfk1kk6LTilUIOprlIpWHIMsZ9W19JPuUNCxElc1LaI0/f6A5bKmxWETi2SQxZ69Evi8WvFOv48UKTlKj6fMDXWnOVtc0Yak29J6tIrtLkhsLek4GA9Y1S1vH4wJorG4LyUkUV08U7FaNR71kQJ2usBsHhO/07ZDS8W9vTEca3plHin7YSNRg1I6Mg9d3NCuFy3zesXd7RGXszjuRbaeT46vDbf54uombpw+cCexkL753gOOnz3j3t4WeV7zg2enHO1sYW37pc29Qowi72cEH+hay7xtIjuwTBcUEobDaHrjnNpZvIsHkC6drIxWiIkeQY2r6fUMP3p+wl99/8FmziMBURotETvX4QiiAZeUs+HlvOKsrjjqlRQ6jz5xIbDdKxgnjJ9WgefTOcVwyKyxLJqGD6cNftVwtBO/Z7g1pr6pCKFlZStWvqNaNayahrsJ8zPYGnF9foXkijzLmOwWLFWguz6ll1hs9w8P2B/s8efPP6Np61gJ9AHMWkkKuq7hrYM9Hn92zJ17Dzn74Z/y9PmEVy+fsQ7lOg62RxBiezm+qyH5uCU8oQ24+HDSfLCEdXKxWTcUwYXUJgo0qxoZKLwPtOtDbvBopekCONfhuw4UaDHoVF0oBkVqSXqe3My4MxxgdIa1DbJucwcQZQgqoEIGEtXrra0oklP2zXxFv8wwWlF1Fq3gZr7kvYf7+NQWdN6AZPQQWttQCPzag0OuW3iiYoX2xfSGztVkZcHZzRWZijpT0Usr3pgPQtM5nIossNXKspzWmNxsKPM/9/V3qV3qSgz2+KNPP6erHUeH2/FwSKTHaxUNNhvr4sFEPG3nUmUhrs9KIjYq4JjaaDg7UJqLZKJ6/fIxi6uLv9A5+GfjlhV1G7dxG7dxG7dxGz8z8ZWo2ARgmBWsmiQ/njL1QVngfFTgnM7mzMSgddi4o5b9nAzBa8coK6kaS6s8tH7jhdT5KPYUlMIpT2sDs9WK7O4eKrGrfBBaGxj0Yx/Si0TXcG8ZJPG0Zdfho9Aiz5ez1AqBT5++omlfA+G2+gXeNbw4ucIHuFrMGBUD9rfiqepyNqdf5JBrPj49543RCEFomy5K/hPVd1E6IujF8Uav4FXrmVkbHV7TM9udDBgNckob1TvL3KBEMyySgrFWm7aZUgqTbaECdLbjrd1YflQhAvaUCpisx0c3N5zObshVxlru3vo2SQ3Fyo32CiSwVZYME+huu9fjcDhCKXgxm/Gnn77kcHfERMGT6Q0A98YjxAYkc2Qmw6josdPr5RvMj3PxekhWAZ2FG2VRypI6JBinCSZgUBQiFJ3HZ5oggkrtjz85O+cbbps3d7dQSWAuAJOspCa2G9rOYlRBYQSFwfp4OhEVMMktfrqoGOYZPjh6Rcbz0ylv3rnHSXdFW61BpJ8QkjWNCRFgp5WOgPhUC547x8F4yPHVDAdMO8er+Yw39nYJa6ZbCFg894Z9Pjy/RoLDI9TWsd+Lz/mqqvFKMBJP9r3CoARUK5vq2WrZEHKPLwrGwz4L12GVw7UuOtsDQpEc6mPp/7RuuNsfxFZIOk55hG2B7d19vnd+GdlkErBOUGv/He8ZhT7lqM/hpI8P0SMqR7Dpt7RExWzvNZkWtkclUhRMT07p9eOgrqqOxnqe3ax482hCvWqxnaIY9zf6RUK03Og6yyop8w7zjLrtNtf8q4/u8rtfHHM4GHA4GmKU57KBZycz3n83avj84PMvqOct82XLw8Ntvv3wiJtFw7RuNoBnM8yBWCGYjPsUZUZLoGmXGwFMk0cw/2BUIEK0iQjxvn1qZZpCEzQYq9kbCS+u5nz70d2kev1ae0eSmndQHvEBcZENVqSq6eWyxijFxWpFoS3jPEeJcFM3FP0Iiu4WS4rBiIvZgvsHhwz7lpFyfL6Yc/3jWAH4W7/6yyxevOTJomK2mDMc9rh7tBvtPFLVq55foVQEnu/2C64WNasbz6OHhywW0zimQTPPrtgZTpgqmC0WIFH9dy18WonFqA5f9FnRoYPjo48/wrU5u7sJE+U9osE7gw82tk5CbN1Lej5BRf+/WCgWsA6tonaNbPykAAchyg9TWZda6R7n1ttoBO6GVNXRRiBolIayl1g/3uMl4uZG2vDm3hZN2wFhU+kNopI4p4rX4ywiil5R0DaxipsbTWc9zjkyFZjXsQtQGk2bSkhWPKNRjvUdyhQYCTStZ7tU7D6KVhpfa7a40kM+fPL/YO8/Ym1N1zs/7PeGL62808m56lbdSF5e8jJ2E2zTGrgtqWFYAxky4DCQLcA9NeyBPfDIQwsQBEEQ5JFh2N1uybC61RLYraZIsZlujpVOnXzOzmuv9KU3ePC8a50yccmGDdCG+9YHFFDn7H1W+ML7Ps//+YfHXBtOWHcNdRCK+TYmazvMjTGggqHfeBQa37nd+Tl+c4bvW5gd8scffI/DQc5XH9wmKMfxRtQCzkYwGV2QfL4+eqKHTe8SViXuzQThWwraJdEkX7p1yL2p3IeqXfHFackf/xXewz8XhY0LgVFe0bs1bd8xLZP1uXGy6XsxaIvekZmckC5ls+5llh1hU29oeod3oHNL38rmhVZ455lMx5RVgQmO4WBEcO4z4ZWRznVkXhw7lY4EFLULWLZmU8Le/3R+JQRhq/n2D58RQ+QLdyRE7As3Jjx5fkzn+gQVi5X/vFmRObmU5bDgcDbh6dkZRsM9PYEo+VJbjoSOWoa94tKF0YrrheEoK3jSyIht0zuePj/nYDjgm+/fo643gMi41Ra7T+6Q1sjsPjrw29yVLREuKKIRel50jr2q5OQq0seeYTL+OhhOuDuZUmUGHTXPFhfcnkxFiZMedk9k4RrW3tPnkbifcZJ1qFwxHaTQqSzDYFmtGtRmQzUdMPcb6sa9NV1UKkm5Zf6ucPTRJHfq9KBYx14xoCyMOIeWcEhJrlO2C2CC4qP5FY/2ZmL5HQMmGH7z1nV+cCZz8BfdKqm6IiF42t6Rm5Le92ytpTJtMVFyWlzvuX/zGqfnrwmjbCdrJSLKMmRMZ6ME6KE0Kqm92q5lPC7Y60veLDdkWvHqasPtveku78YojYuaDJG2hxix2hKjZ5LC9c6bFhPA6ci6D+wXEuY4iJouvdcAS4iRwWjI8WqVzPqMGJilpqENUvzHxBWY+56b0RGD2n13YyJohY6eB5MJHkdbdww1TIZCIh0f7KVwQoXGE4LG6Ij2UCTAeRdBgWfTBSaF5dXVkqgCq0420zIvePLigt/5yrucrdZcdh197/B4QhqfiTA+8uTskhil+YgENl3gK0di9a+i4tZszCjLmJUFg8zSvLnk/vt3GKTq5/tPLlEopsN9/uDHz5mNCq7WLQ9v7vHRK4HTD2cDjiZjFos161XHFQ3PX8zRGuw2RwzIMoXWUcJRnXwehUpjFShHJdbArJxitTjL7g9zev/WmDFEjVHC89JKY43GaVAZnNfCtfAh4IPDx4jrW1Z9x63RmLqzFGO5N86WK755c59weJsjbbn3zb/Bt3/vH/LVe9d5mgJA/8m3fspoVHBrOuVGNeRNe8V8tUapNTf39gGoz2s6IlopOg917xiOh8Q+UFbyLEcDi3nLxvXsFRathbdoMyv5eUAIju+enKC14fz5eZJmKw5GJrnIQ5FbXJ/uNWQEHxQor0AnAvZ2Oqqke1BoOcvK7xRGwfWgRd1nVGQ2sCx7qOxbMUrwgahjMkuMGCSDMEa9i11AQ/SeNgZujAbJFDDSRyWZYiAO3lHhY5LlK4Nzgf3pkPVK9p3xwHC5rlF4Or99BsTpfTeHCZG2bYQAbyK9DwwqQwyKVdq/8rLkH/7hH2G0JqKYjUraqx5dGUwaPedK2H4xam7Ygk/qK2aTIa6D0Ujujdi3jEcDhjpjlOUUJmOxWLEZKqxKcTZGcXM4poiKZ90G7SNNcBiteMub9igtMSCRZJRI4DtvjtlP+/akyCBERmnN+lnHz0Vho4DHb04ZDguMsvSpG8xyS9u21J3jnemMoCMhRJr086tmnapS6HqZZ+eZEL1mae4sTqqa1nW0ly1BReaLhl84muLTzbO9qYOXRTREmfFmVlG3ssxPqpxP5ldYLVkfH7+6JAa4c7jHOzdmAHTe4ZwT8q41xBiwAZzSXAV5ry8e3uDVaiXz+aDESVOJlHPbEahkXU9M3XOKkvAq8mAsC8t3np/Qtp5vfuO2nK/Mig28jWxTDJVN9UKU/4KKGARF2LkpWPkM4smgOChKvrB3yF5VUiS0KlOKzjtCH2h8x1E5ILiO4BRNWlgaH/iz9kI6HhSqNJLppN/KfpeuRdEwmJZUvqIYlby8vEIRCLuH3RGwQCSGgDZ6x/lI1CGc19wcluRRUx7MeH5xicbRdG6nPouJK6KNRYVANAalpPD7wjYQcL0CIpnS1HhybWhCoG17muRfVCnFZHzEUQGlzln5OYMi59J1kmQOEDUS2iDIkIrSdQcViSllfpYVTGNGcXjE8eKJZIx5z09envKVO7fSgyCf2UfPnemA5/MNWkuWTZ1QwUluWXc9Omrmbc+kzMgzhVYl9HKPbXpFYS0XK+keg4rJiyjJ+4GNDkyVosxE/SB7iPg5uW1GT4hJ0urZKwyTqCjKgvGgQqeUx9p5dNSYXN4+18K70VrtHGh9ENK8ipqoJbMqBM2KbbITPD2/5Kvv36dxPdOiwCjNedtwerFmfyadoCHSeHGbtUbhIjzam3E4LIlbTaXSvHc0o0iE5+gc9+8dYsuSs2Mh2VZZxuFkyrlvuFrWLEMrAZhERjNxpR7klmXTklUZQ2P49NkpyihMbt5ykIY5ZaXpgsRXWBvBW7EMKNNmYSOu9VRZw8UycnN/QttHlFHic4UYFPgQ0EbhQ0fAYNDUPvKT1ydpTTCMraGOUfg7MfJ6vWQ8GvKlu9JYdZdz1m3H+WWNvbbP6z//Q+ZdyyBaBluict6xmtdkswG6Ksl6z2azZpSXnJxLUae0xhAITng8VZ4xX19xdDBllMjnq8Zw7d41zp4+JUZHvQw8uHfA09PXO9+qoJLiMgQiQWTqHXR5Rp9coI+u7SXFpZJrqCTyIOLfIjaohMZsfa0ghh4XRd4PiFuwSogCkaha1kFz2QSub/dXExLSYnYEdpWUVD4Vz0oJEfzFYsWt2R4uOKISJeau9gnJGoSIc4B27E0KCmN5dEcK7KumRp1r1nXPelODUfzig5v0fbdzdM+LLEWkBLCWPga8V3R9xzgFkv77//SPsCaT76U9Tee4fjTGKEH5AS7PavroeP/ONa7ZgvLuTVa9Z/9ozPFakLq4gbIwtKbn3UfvcnL8nIu25v7wOsep0dsfDFk0Ne8cHXCvt5yv11zNa0np3srqdaI6KeFZCg/K0HjP730q3Km//YV7lHn2tlj8GcfPRWFjjcHkmqZzlLml3xJ+nUNpRRsdXz/cF5mtj6wbWcDVbCrdYgw8O11ysWnp+54y15ylwLI8t8wGFZNZRdP2dM7T9oGeuFMGtT7igyR2Zwa6XvwSQGGT+qMJPZnSoODp8RVvzpbc3BvxxbsHUoUDp+dLxC5H7Zj93kfqqLhWSodrY+T9/RmX0xEfPjvmO2enhBgZFfkuQ+QXr18TaFojKhCliVFjUTvFU7dq+crdA7Jg0EYLihR7og+4bXndi/9DcC51CQbS4qESjlkYwaSiDygln+NoWGKAPoUqhmTV7UJMSIqkOPuYVhngSdigEJVUCAGvZKTnfCD0W7JuJBtouramyyL31YAyBWP6JOlVSklXICYl+GhFyaDUzowLFVm2HdFFRllkcjAgbBQPpns8WciDrFNu1/m65mhU7CTtoNmuc4/29zhpWkIIIkcOkWbdklvNOpkl5sMJ1vZ0MbDqFszsgE3ZMlobVltCnZLxnFaREAN5VIyUoYyGfGsY6MFnMDEyZtyaQp7VzY5EKkJX6SAfjsfMW0fT93gCp2m08aX9KS/XCxat+DZtes+0slijOFtsjQcLQgZOiZAjizKG/WyQKN6zCpFBgN5Fqszw8WrFnSKn3EYhJCKnUhZ85GBQklUFAd42H1HTa/FdKbVU0jqpe96anoFoWAIxii3BeKghn7Cf8mQOswFWw3zZMh1kVEXGTat5vlxwkRK3D/eGfPzqQkJuMwvBcWOc4UMg2watEomupcisJLcXJU/nKzar9Q7xs1nG07NTuo0nn+YMypy9ouRqvdq5nrTLFt97DvZG/PTTN+Jvgoxgpyn6ZKM8695JGRIjLsDAGm4MRrzok3TaWb5y5x1mcc1m0zIYFbjeoaNF6W0ml05KPy1JkSGgM8Xz4/Od+swi0SKDPGcTelw6x8bCtz/+AIDp3gEUmn2j6VeXXPZi/vbq6opHB5Jz9KpvGAwruk3HuPLoCJGcweEe/dWpPKa8RZO0jtydzbh3eMDr5QqVUIKTizWr9QVf+drX+e63/4y8CJzNzwCJhZBrkRK5g2e1lCyj6bCSYiIhWl0fyLQUi8YqQIKO42fWFgN4IyMQWVsDJgrqvEWntUr3alIdVlklxqQKrlLXNNOGHlBaYgK0lvGWVmo3DibAZd/xfLHk4cEBrhZCrtJxR4ZXURG1IfSAjlRZzv5shnfd7vOMBwPOL2u8aynLnNfrejdif5uBBUVUuKjwURGCYrFpGA8qPkzeaDbLkreRjNga57CNTuubnKCDayNc5zDBkpcld6qS+armbHlJNZTnYrPeYH2B0tB2V6yWniIruDm7xutTKWw+OT9nvxzyPF6wNx7z5cMDbo8n/NGLJ29NDqNKpaNKXmgp20uLCg7gP/3gU/6tr32Rv+r4uShslFJMJyPWdUPfB2K+hSADXR+5P5sxrHIWm0Y2x3zrehoEKleaRzemPIiak8s5l03AGNmUm7bnC+/dYTQoyDRkWY4BrmpHvvVy6XtyoygKkRFCj0bjvdsVG+d9z+m65oPnZ4QYGOUFX713CDFyniLd21VNVNAT0FESvb0OTK3lvZuysBhrCFFxYzjmzXjBom7oQ2Td9EyTO7FScuMYJTeRiwL9efW2GLPWsNr0dF1HSGrFEJTIErf+nBGIPcrYZLLs0UphlGMbce192C1EAHXdEn2g8ezC4GyREXuwRjpt6awU1rCTS1ddFETAiry9qTvoZRQW0yYYfKRdBlTU1FnPZl5zvSgZFDkfvpHONGq9BagIMaK15+3E5+3C8my1IFOWeCLn/tbBAQ+mI16vFvJeWtCJ33/6gm/cPOLd/RmNB+8d25b7znDAm02N30LcURyN543nnZtiVqbyFpspXO+li+4agtLEwqJW8t43xhNGJhM0zEOIPVbleD772T1t04rHjQ8ybojQRyS5GOGD6aSwyIzisCo4jbDpevJcXmjVd0zzgkXjKTK4aBxVoXFBoRLCdrpZMR2UlLnBJo8Nuan0jr+mFOQo+j6QCVjHZtPxuG740v5+uhtkMXVKHJJHo0Pqfk0fHH/wZ58AMBjk/PKX76CUZHkZZQjRoYPC2q0qKhCVqH68F5lTZTVvLubMrCzyl97Rnm1YNj3dSQdGkNeQfGIAnh2fM54Naeqe3gXG1vJmUXM0HND2MrLpO8eosPRR4UPkp2cXDPOcXFlWrRQbTfQs560oPIziUrVsupYv713jkwvhkGy6jhA8F5enaA0mz8T92ig2aTy0PxlQVDmXiw1156is4Zfv3eJk0zBKKptMyTVdu46syul62biNYifhF1WUeBoJxcRilOHO/h6PTwVlWjcOjHguVTZjEwKzquKi62i9fJ5boxGF6RkPDF1+h+L5Gw4P9nmXjh+9ks3rvev3+NGzJ+TTGY3O2dsrCBdzfLPCparXa48Jioim0JazxYZFV6O1wkwEHbI6cD5f8MEHP5KmD0vT9okek9APIl5FFosG5RV7B0P2ylIKu7S1PTmf87W712T0iiDJyiqUk+dA7kJBDdkVIKKuU1bvUB2NJWox5VRREIVxZln1PSo9hJJBtUVeZJFROt38u6JX8/zsil+9dYtN1+GjJ4SIVh6f8siyTLg4UWmsUoyGuRTUKqL1Z9bVGDicDXkzX7LwnjKz1M5RbUM6taHDo1LYaKEVdlTyn/34Ey6ukktmck9WSjDJQZajMTRtu1OE1VFxYzxgPMx4cj5nnGVMxwOWizW+kecrGMM7797iz/78h1z2Lb/0zg0+PL7iw48+FJkXUGQVV6FjMe8oC4um5KDM2C8rTmtRchVGSfMek4+XeouqbVFTlObv//jj3bjxZx2fq6I+Pz4/Pj8+Pz4/Pj8+P/6lOX4uEBujFMtFg+89Nte7ZG4XIr5zrOqedijzRa31bnYftSb6QB8cmc1QGq7vzTgKnutpxr3qe15fXFGsIMNy83CKRpFnBTrxKAZlINc2WcEIZN7HyOliyZsr6fI2vWMyqCTLxGh+6eERV6sN83m9UwG0RtHHHqUMFo9WhsJovnz3+g561anKjc7x3q0b/OnjxxitMCbSJz7G6abm2qAQm/qYZsYaNIYsNXlfe3CDHz0/pQsBYzRRaYwNQrrb2pWmmbOSPgafRgFGqV0OlIo6ZWbJ8NQHRVHm9Osam5xjOycJ3Kt1x6bu2dQ1e7MR602zMyccDErGSrOpI/NNR+g80SRPCr+FtRUag/OBw9GAunNcrVv290YUyQkxaMFlQhRuT66gJ7LyAZ1M2KIWh1avPVFpfPToXoGCd2YzAH46n0OMZJniRyfn3J0MZRSjICaOvwsRG2HTOayG9arn/Yd3WLkV1si1MMaKn0OM+D7iCSjlURjuJfv0obLk1uBjpHceosJpj/bbWTQQxdiQCKPxiPnViiITQu9WVWczLYhcGk3cGJSsekcInkm6n6tRiWkdWovxJBGG1ZBnpwvWrXTueZ6xbFp8yNkbGhxbvkzEpu9eGUvnA8FL/MS90YTfe3xGvamZn8o9/9tfvU/vxHlYIkk8IXgaPAlNp8Xz0bNjvvTgJjGm0WcUb+e4dQxWkeDFZ6qwmj5GlpuWqhhymUitrRPVyKjK8FlGQPxyotK79i56ODmZoyvLeJBhrOZPnpyxP8o5W8rr3JmO+OX716lrx+DGPuWiY7VY82A24DjIOVwozWBQ0DpH2zrMIKfpIx9eXTAbyJjpxv6EZ8fntLrHFhZthN9nouaLd4VHgTZ4InNdczgdsjcc8HK1xmPwqePWg5LFesXEyHiaCJmRdWZL2jBK/Iq8D2g0xkRWUXHVRlxKcH7v9owPX5zgTcQ6z2w64my5wqu4G1dpt2TZeEyZU1/O0VXGj58fM5sVLDfygM03NXeu3aPpL/GLKx599cvMN5ecXq4YmC2vTNMbhfMR7zoWTUtVWgLwwadP5fzsXWM6vokxLe8+vMcHn3yKqawQ5/VW5ado1h2zgxG+DTjX42MhqqK0/jS98OKcc+gAaEE9I2qHtBC9jF0iKek+EumxMduNFz0+uawnD3sv6MmwMJy38l6riKyrIeKDxoWWEA0xePLEd2r7wIvlil+5c4+gPI0XfhDqrctxVGBthQ49Nw4nZHkuKKsqMebt8z6dTuibDaedo/E9Pz275GtHU2zKXbLR0baRxnmcjwzGJX/+8pyz8ytU9jbpXEVP8AalApumFVwkxB3npyoyjvYnZF6zbDpen8yZjgr2J/u8q2VNGHz5v08bLjlnSRFzXl8sWDctN45mjIx8nrPFMevguTUccWc2FnRbKX799l1+dCpjyseXc3JrhBeqhHQdk3v9FqFR0dMoWKb16GcdPxeFzabpiC8vscbQNYEiOVcWWnM0HVPP1/T7M1GdJOtxAO+8RKorQ++TRBIHGMaTxNCOJTF6iY2JisurBSootI8c3BJJXdYKXdKn8c+qdfzppy/po4TTgXCnVl3L0d6Yu9MBZaZ5dbIhxkCbCHU9QYLjjKKOkW/cPmCcZaAVVslOYI1GadnkP728pHOiEvERqhSytugaxnmRuAlB3GmDSLK3EtrCaupNx8v5grv7E7Hpz6yQr1OuUAw+KXciUUexd9cBH7aem1I0aBVFwodCxUCZZ2zW7Y7L9Op8TtuLEdMoy7hz8xBrDJNxtYOdo4a72vDt42MKLBscI2OYVjm3DqQAeHp2ydm8IarI4bCizjuaDsbW8v7DGwB89PwMpSO5j7io6ITzSq7iTh2jokMHGbGUSgh/zrdELEdp0XhT5KyDo+8CnsCPTi/4hZtHZCh8YjeG6Hnv4IA/ffmSTA/5yqNrXHZLyizbOXa61ienWyl4VQhgDBmROm3uA5+kvn47E9QoH8BqbHJL7kLkpG4429TkZY7ORK2hlOLbz8Qs8RsPb5JpnYzpIiMMDycDznuL3goufSCz0gyYqDmYlPz0+Skuvt3glDJE5am7nlGZo4ymMJY2hB2H5PVywSgvhBNlDTjP3/nGF/h/fOcD2rRAxcSxkXm+3DtZUfH0p08gMZWyEo4va+r2Ob/27l3q2GOTMm+76RRaswqOP392jEkGX1pHfvHuHS5TARB6iFlABcnO0mkjI0J02/GZwmQ5s3FOURpyYxh0kdWq52goBcnlquEf//ApX/vKI+ofnFIeTTgqcuxoSFvL4tw5RzHJ8FeerocpGRfNhsU60Cp5diaDnJB5SnK61iUiuiHPs50JYxt7Qhc5HA8ph5bxaI+uafn06QuydI8dTvfEfXogbrEqKpxTBOvZ7oGWSBZkTQhR1F+vj0/QOgcjIohQ3eY33p9yWdf84M0bTuZiPIiSfD2AZe+4Nh1Sr2uqvOQHL1/x4HCfs3rDF9+5L9f9fA0seHN1wWG5x6p3HJ+eo4xhs0njmMJSKY9SmlUfmQ1zrLKcrdbsJ0lvjBusiTy685DXFy/4yrv3+OnT1zjd4ROvLDhPNSpQLpJnFqJm0XQYCzGRh0d5hg+e3MgGGSQ0Cgg7OTPKQvAEAngZa0Yto+8dD0dFlPNoLYWN14reB9Z9z9Jtu6ZIHSPvTApynWF0Qdd29FGk8wDPNxfYqMgHmraWDD1lfRJyJO6nkky5KssoiwxtFV0LvRdVIYjCqCgs33694LzdoLXie69OefdoH5+oC5OhFLQueKaDkk83jo+evcQUZpflJ5xGg0JG/GJOqQlEriWi+63pDO8kINlmoApDsBmvzhbsf+FvyhrFkMCnNK3lC+MhR1ngzUXN4lJz/6EU6svuEpNbHl47ALSM6UIkusCXDuR3vnZ0xH/5ySdpbAhKaTHr1AodtudHb9mcf+nxc1HYAITe41FUE7tzHu6859XlijJT/OGPnzApDXcPJ2wjKIoiRymRnGlSwGNUwFv5sIo6STICmbIYlRb+EGhTR+n7wCdnF1yta5rWARrnQ5rBpw8YFb0LtDjGZcbHr8+FdKZ2UW30QbgTPgjhbFLmoov8DNfCIAt37z0Pq5JH7zzkJy+OidrjEjfmRjWjqDJC6/DB4bQXSShmN8eMEe7emvLB8zPu7E1kDk0iz6ViLGrx1SARaY2Vgkapt/Nri3gSRCUUNWcU667jk9cnu45pfzpkUBYUeYHRkpYdCLKBp++VabnRD6oBL09PsBoqYyjyjHnqpg+HQ26OJ5Kl4zyTokDpnq7rme1L8TPbtFyczYkonAbnRMK/d33Alvkq5EHFQAmPqe467gzG5ErRBFnEvr435Q9OTsmswTt4fLnkF25eR6uwC53sgyWLii8c3WZ9teSiWaNN4vakhaVzjqA0PjpikLBLh8Kat35LZa7peuFH9HgGxoIW984fJzfOq174UFlWUBKYlQMu6zVZUKxSoOTFYsXRZIzSYlOusExzzWUI3NsT8vkv3r3Oq/mS+9evY6LhTd/w4uIjQFEkeaXvW+EgGM2q7TgYj2i92BusN3ItJmVOiJEuBNZNj/OOb5QVv/u1h5yl7v6srslNRh4Dz9c1ry7OuDU9oqpKdCOoTt8q8qElrzJ676kyTZuyjkyCdRZty8fnl9JtK4UL0pC8OFswSf4h9w4PeLE6T526RCF6J7k/W3+nq0XLaC+jKiyZD+gIhTXsDUrKRB7GGG5MhtgQqGNDt8z48fELvrq3j0mo14NsyveOjxmNKkxsOJwM6FvH1bKhTiuuzTOqqpJQzeMrTJYRvePWwQFN4t31SQHYu47VZcty3XK5WEMwTCdSAAwHQ/rNpVDWt7lzBmII+M/YBcSoMBo5b4jiK/ae/X1pvu5MPcdz+M6bV1RZBs5B8Pig8Imj9enyjLN2iY2KBweHVIXF+5b9quJqIdyhr7z3iE9fnKIvTjncn3Fx/pIQFX3fElNB8ujwiGbjeXP8hhsHY5EaB890VFKkcxjTOvbhq09QWpH3gXduX+PTNyeorSt1XuKDTzyvyKAwbDpJsr5RScH24MZMlKFB5NSRSAzJ32arQsKjg6wvMUpGmI4KDGQ7orvHKag7x6vVms4L2tK5jjzFW4yKnE3dc2EN16Y5VkMoClQfOW/lufjpmzN++947XM5X9G2PyQ3GWlGJpSbFmIzQOyYHI0gE5N45iJEuxfREDMOi4mt3b/L8bC6IvY/8vR98xLsTeZbf2z/g5v6AYV4QlefPfvThbs3drfOJSK21JsstXScOzcO85EuHwoVro0jFo1LcP9hjPmnoVp5N2fH87HsA/OTpH/IL79/j3t4hdViw8BZTGd6sLmmffARAnTkqrSnz5O0fpUhBexIIhw+B37h9m2+dHLPqO7JtwxXi27ythIL9VZXNz0dhEyJFVUCmCB14mx4MDbGAVkV8VxM3OV8sK+oka+19S1SW1vVo1SepsUC8RQoIMxFQXkYx2kMQciNAmxCJ83ZD7TxNJ1lIIaq02Xu8TxW4NbgYWHc9f/TsmP3cUijQAVLqOx1CQCUqvnL94C2xTdudtX5UEdd7UOJXE5uW925d49npBbcPZXPHBVzb4YMiT3JwAaIUOjH8++i5Ph7wp65jWTccjMaoqAnK78hgJkjXLFkoMuLxQc7rzsbGS1aUWHR7BsWQosp599GdndndNkRUR0BFPKLSiGprMi5IVAiakc2IUXKkah/oF2uyFLx4a3/GbCAL/MdPjumDZ29Q8eOrBdeTCqkwisODCY+fnmIV3Dqc8c7BlO8uL+hTIWEyQx8j/VapUFhi8ERrsOm6967DKjl3XkuRerpYcjAqd9LOT+Yb5qdzjFEMBwVoS6FFprhdWEJUicQqHZsPMgbTSokUHYl0qPuO07rh8aUk6kalUoDqtvNK6eDB07SBw72KuIlpI5ffeXG14mA8QiPeEr12oCJfvDblYCyLoTLQ95EsKk7Xa/atwmYZlbU0ScXmQvIu8hFnxSq97h3rumGcFnmUpuk7iiwj4CXp2Gr28iGv11KM+ahZtw0HwyEfn56itObTxTk+ePaTMijTmmE1RGP56PSSR4dThoWlC5bjlaAxTy+XeCIhQod0nAY4r5c7WXTZrmnqnrK0aaOHaBTHx4sd5H79zoyKiAqRiOG8bpmUJaXNKNM9FlrH3Ru3+IPHH/JLd7/Af/297/OFUcG120c0adP5Zy8+ICsMj6qCT3PYtD0bH7gxGzFPhbGre4wFoiLLC5z37B8eynfYBh16t9uIs0wTvGcyGtLWLUdHUpC8PnlDpRWZVlR5JuofJIB0+1xsCaKtD2htuOodR3sTxlXO09NjAFb1NR6fvmRY5FysGxn7RY1OKkR5MBTrvkMTMe2GNkTmbct+mdN3Uox994MPsAEeXLvB4dEBn7yeU2Y5hbL4Vl6nq2vatmEwrog6ilrVGIrcEtM9nymJplHaEEJgGTv2cs2sGnFVS9HrcVglRn/aGoG9Y+DdvRkHU7l/zGc2v0gALwGqKvi3aLmRhdY5RR89x+uaedexdj1dQvOsUVglo8FhLjEYRa7xQVGn7z4qIuMKppUhuECXglmtUTy+lMLvsBoyKq2Q0RX4tpV4i8zugilt31ENNI13jE1J33pBm9xbRDQqz7DMucGQL92+xk+ev5bkWx95kkQH98YjnBuSl4Z/9OFzaRRtTGPfNL5XmqjBRoXyikFuGOcFw2HBIC3iA6VpjWHpRYFmVUY5stRty/l8Doj66vreEU8fv8SXI/7o8QsGE7FXWW7keulxzmhQiP2DFnsMUuP7NvJGU1rDb966wffOzjlerrDGpn03rXXRS4v+817YaKNRhcJ1kbIwO9MlnUmoWl/32Dyj7gPDIsenBcrFjEFhmcdAiIo8E8XRqt8QffKo0RFaTRcdGZEuimvrXlmi0iJW5SV1fQVB00dRA8WUZq1TNyQKrCRH9oEsKvHgUBG/rVQD3J6MuL+/L8iJUUnWy07TH7X4OvjeEaPkyqjNii/cOGRxlbKHkllAVWSooPB+a7AXdhClTzfP3qTkjz9+za89slzbG1IUGZuVMNiVMhiVZJNGo6LB5kZk5OlDZ3lGlWcSZhk8eVHSo9h0PW1yyCyNla4udmxqz+lqxd6oYtk23BiJr87VpuVkteH5xUKKtqRgbVxklQrRfLFkvra4IDk2oDhZrsiUoU6b8s3JhGANf+vBLV4vlowLyQf7W9N7/BdPn8h3D4Jt5V5ccI2CYBQqvJVkem34wnTKjy7nZMrQaccPzi74jfwWfcquujp5RZkLiuU7Rzx26JsTAl6uNxC98ItyLZ48XotsfB1gNZeN+3njuFh34uCsoviIpWLwM85WRBXJMIwyC13gwfVDnp+ckacVoHGOVV0zGY3QVpFpQ9cHRmW1yzD64MUCEwONF7efedNxezbheH4lfBREzipJ0YG2c7zpFkwqw6iweLd9r56yMKybjmGeMc5zfvDiFb/26J2dlDtXkSKv+OdPnhONkoI7ijw2pGIs0wbjOnSeMcgqPjpdoDGsVcP1Uu6Nu+WICDxeLnA64r1jlJV03mNS4/Cjiw0HWclisWFQFWAUoQmYTDPdT866Tc94kMlm6SP745KLy5prhxVt2nR+/b2HvNq0rC4WXE7PqSpLUQ75gw8+YTxNpoJ7A+pNz/fO5xzsj7isOwaZpRyUvJMJgrT2jqXzbJYtjx7eYr1acbWuuWgiVSoOB1lG73v6GHFeUNo8U6joGSQ34PrZp/TasqpbSmu4eTBmUGRJCL29xxS1F+S594FeaYiON5fdzo/r7PKcTe9Y1A1GmZSlFsCx6/J778gKg4qwcDnOiRnpstlwNJLP0y2WDCf7aCL/+I/+iJvXphzujXl+fIKx8r1uHOzz8bOXhK6HUcZAi0Elmd55SfmoCCr5NUVPpgxnVyuKcoiV5YcmBgpbiTdVgIGxfPXWvox03dbED7TxWG3RwaCiB+3xUeESqny83HC+aemDxxrN2vlkHaDebp5RiYGo1hKaaQ2TYU5deG5ur3uR0YXA8dJxa2IICSmqlefFXOTVv37jFjoz0FuM7ojKYq2m9+wK48pauhjZbGqeNw03Dmdi7WHULsew9QHnZET/zYd3+OnL1/KZvaLfcVEUzy4uedV1vD5fyFfRiqhFVQuC7JmoQWuGZc7+MGcvyzgsSny/bWR6cqOxQbN0jgzD5dWaqirZBvXaYsxPP3lCpktq36OtjJmIEb3Vciuxx/hnn3zK/b0p7x4ckGmTLB/SiY7iu2OV5ldvXOM/W69krVFvC5veR8bWstlCOD/j+FwV9fnx+fH58fnx+fH58fnxL83xc4HYiCrIoHJHWVjqpA6a5CXBec6WHcp4PIFN5ynKlGbbd6w7yfdxRLLMSlQCnnbbdVqD9x02E65FbjQEqL3DFIn46jM653EhuVpGRZ5ldF2/c2qNxB2pM8TAMgYmRtHF3bCBu9MBD/cPcXhx74zgg8crgw8yaqHTMhJKlsBRScZPnmcMkttks14JQSyKeXiMgT6pKVLDLQZVWpEXOXNaHl+e8+DRAZXJmCSYN/pA6B15WQm3wXlMbuj7mBK6oSpycgtd61ivOnzYoLKMcZHtUIvnZwuu6g3rtqOLolxauJbSZpx30p59enrFyXJDDIFHR/tcrBpWTU1mcvo0+nt9WVNkCgksEFQqRkPrA23iLbS+J8tggxMOSPKPKXXk7lRGdY/n52ijk2eEuJYqLeTiLWKTGc2NQcXz1YqVcxgHTfCcR83FKyHr5rl4q7ggVmKdd7i5gym0KUncIOO6RfScr1Y4T1KPxZ0ZlwpBxisRfHotlIxFTeq8CquotGGvKMmUcBZKJR3mNu4GrVHG0DoH2mKqAT1LXp3N2dsmOOM5bzyTPJd8KhTv7A05XqwJTjo4rTRERdAaG6WzXXeeUW7xiYqSaY3rAwfDAd57TpYbqjznv/zxBxxMBWkJUfH9J8+JKggHwoJyEZPBOI1Rsgi5tQwyxZlTVFnBgwdf5KMPvk/OW2fdRdOhrabrOlCKTeO4f7jHbCLX9G9PhvzeJ59ilKXuemIfMblmbzrcqS1CVJxvOvarEqM9ffAs6xZtFat1yv9SGWcnb3jn3n2++8kLBhPLq75hNDL06V7NtUENA+ulom57tIHRqGSaDciR624x1N2KYpDz+vQUosJ7MRPdPvCd70RlaBU6KrLMcrXYcP/Ofd68+DR9ZvEAkugKQ9sE5t5RZKCSc7VzPvnXgNeyzjivsbmY8oHwjL54MMWFPU7bmmdnc4wWjt/WfRetcZ0jKwsufMvQGlHBaVg3SR1TVXh6FpuGWwdT6a7HIx5kOTad54ODI96cnbHUUUZF1lBmZhedAeCilxG3imijsUpzUXdkvePanlzT7uQCbwNWwcODAw4GGQR2uWwAV23LVduxanuWweFdYFzlKC+cI4DLpifgMNqQB0VmNCFAE4Lk6iEcF5/ljMscHT2z0YDSGh6OS3R6TveqnNIafv/yFLOKDGyG0ZY/fPGUMsUKzIYFbdfT940gESLNo0NLgjmyKefGoJTFhY7z+YphYTHG0CfksMrsjsdY5RlfunOL7z97hbXszABfrxsm0wGfvLqQkV50ci31WyNWrRURRWEU+8OKgY4cFhWELvFJSXmAgQ/O5mgTcAvP/mTMyfyKPHlbFXrDIL/PYO+Ui4sVSll8iJSDbOe9IwC9OJ0/ubyidZ6v3bgmEwe1W6REXRpkD/nC0T6N8xxfbXYp4WOTMbD522ifn3H8XBQ2Wmse3biG7iPPz8+4k8Yb14cDvvPyDVVuOdwfk2nNy8WCUVJAaNUTQ8QFz7Aq2LieiGwueTL+6nuHUYa29Rhj8F6Y883G06VRVBezLd1WXHl1wCMqk61cN3gEalOREDXL3lNoK9yddKM+PDgSFUmU8YhPMG30/W5B0EY2CaVBmRxrIgTDer2R3Ctgtr9HvalpO08ABragDj2x82+RVzz/1dNXKGuYHJQcLzYMkttmnqUNF40tKiJQt05uyC7QtWvcljjdFdRtj4qe3EAXNf2qZTwZoAv5PFd9gykMTQ+X64bcavoAVR7o0gJ1vqpRQSTIv/TODb710SuWTUPddW+JcLoHZ3ZkUE9gYHKOZhXbwM2LVU23WnG2qfnNmzdYrjbCZ0HzlQMhyz2+vCA3Fh8FEkVBcFlyck0ETaXxwfErB/t8slpTlhO0hjcv3+w2AmuSwZSWa1tklpPzC24Pr3PayJipbTyNczuOSGLzoYM4QwNEpYjOo7RimFmGNuOsaznKc4aJ85NpkaLGKKF/BEO9aeh9EHULEHxP4xyz/RmrdoNfLym1xitYtp9xgSbQ9h0qBGaV5LJ8+dYh33n6Sr6X1bgQxHFYJcm5MjTeUW5dT9MwpG57YtRMq5LXiyXvHR7w3Vdilmgzi8pVcsQNuKAwBu5UY+GJAaNRwSjLGReGTMOffXqCdj+mGuxT93NI9+9GeQwKZQ0qRI72rhPaDpPunx++vuDhaMarZkkfDdnIEnovIzj/VtLre7gIDTdGBVd1T5HnXCXzMICfvHqDUprFYs50MsAQ0DaKEmlbkQRxYR6OS/ZHJX3nxbLBqCQegKIoOBhe483FGSqKMd52cVc7OwVN1CIBj0omyNWwQilNke7xdw+OOK0bnOspcs2y7TFdJ+qd9HrDKqcsCqKKBA+Nd1iV4fsenZ5lmwp3azV7FFwNSi43DcaEbYIKWiksFhUVYzpetj19t+DO3mT3nOI9RVXw7GrJ/qii1571ekGh7W7EH7Mx7z66xw8//JjCZhgr5nkuOf8C5ErLcqk1i67lcr1CKYMLcDYXvsq92zepr65459oBubVcNTWrrmHdeZbpPM99l+w9hEsiIb0BY/XO/LMwkOkijXDEJbv3mtbVQm4FrDaMCkNmNXtVxbCwOCKdd6JWBM6dR5vIZGCJ3VYu3bNqN/yNO4/k1oiaru1QWhzPg/P0FvAwTddCoyR3LQVhrjYbJuWMEMJOmYgCtGJgCyLwK/fv8OT0lPXGsa3Y7uztY33Hb969zh+8fIXWYi0h7snb0Y8Y/3kfUSFwezzGEOiiKK+2b9ZpS8CTKUtQcDAecTJf7tSC07Lk+eIVD6ZTDvYUe7rn6nQjzsvJTdogvKYQ5d5+s1yzN1hyZzLdZcxpK3YrKpklGjTT3MBUxl8AmVHQS0H7lx1/rYWNUmoG/EfAV5Fp5f80xvjPP/Pz3wH+78Cn6a/+QYzxf6eUeh/4v3zmpR4B/9sY4/8h/bu/C/wvkAHfP4wx/i//qs/hXOD18QUxUzy4dZM7iSi5mF/x/rUD5l0vtttKpOFbo9xl6xgMpHL0dWBcljS+J0PhEsHPGs26cxRGnFzaEMhQ4lqZHop104jFtlIoIzcryelSpVVDK0BFjJJMmBjh0jlmRcGv3ruTTphOtt8aH3q869nGGOxcGIMEOtqslPA873cSzzZ5wmRZjkfRRxiWGX3r0C4QnGeT0Kzvnl9KinDTQZmR5xnjQcVF3+7mzlprSD4vRmmK0tI0LcbkbN2J+yDeLDaKZ0huNEWlqDcthwn5Od00+ODE2ViJXLpzntmg4Pm5OP36hJAZq3CdZ1rmLKqcZdMSotzG2nisNQQbyAuDNgWYyLnu33KQlKAQdaz544tTfm12JNEORjNNi8at8ZB504MKyT80in9EePskhSCdh8NzONrj5cs3DPKcUqfVEyHZauTcxxgILjDILJcnl6y1nOd122KVlu7DS7RDiIkrlbhgxmhsprhZjcTuH9jLJB09sN0MQZlAbgxRC+fqYDLkyfxyV9Td2jtgPBuyrFeJZKpTWnGkS8VYZS0rH1kFz1GZUdctvYd9Iv/q+w8B+M8fPxN0USl0SAUV0DvFKC3Ovu+xWU7TOYaZ4WJT85VrR9ybTPl2KmyC82nTjAhN3NH3gcPpeEcsNzqFA/rAIM/53S/d5r/+6Dm3h0OyxFd5s16z7DtChLLIGCqDJUKmWSQX3071woW6csTSgAkMrKX38syCIGfDzHBQVby+WHHzcMK71yoWm44vvydy5n/6Z99iWg0psozIhpgZfPBC0k6dqY6Rde8JXeCq67AR1tFj1zXv3E/OuvWGa5nh/FKz7juU0cilUDsZe7QRHYQro9F45zkaH9Ks17uC1qUwxauuZdP1+ACHgwoXPGnf5nixhrhB64iOmi8+uMXJakG0u0Q3LAqvRZWiVOTebMaoWHO8WO2KDcmAM8xsxsNre9zbn9DEwMn5hjwhh3ZUEPqeB9f28Mpzfrzhcgg3hm/5M816Tr1cEk2ONlI0rL3HKLC7DVejTWTe9lyuWzm3Ue6VNq2Zw8pgzYg/fPkKqzUhegKaPIqLOqS4hCQtNigRPxDJMdy7PgEkj2xRd6x7QXEzbaisJreKu/szAF5dLZkOKwa5ZlAIb25gFG0nYa8AJoPFpmfZNGhVsupanPMc5gORoyNIlFFaGhAFVonVRqUDLvESN6Fl4gaCyhsjXBWt0J+JgWg7T2EzAo5gIfrIb7z7iH/644/5G+88kM/Tt0RrGGclv3ztOj85v9gRlHeSMJGwUpY5RRSvK6LG4neoTmkMP75YU+SSCdaUis4GfunRXV4uhbf509MzJuWQlydnfPkrj9i8einoo4l0mxRRNBCyNUru56giPz4+4XS95MvXxY5jqCEajY2RZ+seFyONC4xyzfBQrsX5+Yr96YDTkzl/2fHXjdj8u8A/jjH+G0qpHBj8jN/5gxjjv/rZv4gxfgB8HUApZYCXwH+S/vy3gL8D/EKMsVVKXfsXfQidpMg+eD45fs18I4jNFw+PCKslh5OKJ+cbMg3vXpuybVG6PvDxfEGeiUV504nM1flAXkhn6rxjYCytF0Kw5AMriJE2Gf1lJiczvSA1npQG+xmLaITQjlYybkhKoxihDg6V4glyq+m8x7Vd2nDlAUGBTWhM9AGb5+LIk7IDtJYCbBup1LQeHwLDoqBvW+kWvWfZt3w3Wb6H1BHoTNN2HdbkfPLqghuzjC4ZUlXDEqUM2iuUMTjX0nctbYgUadOxCmIQSaRiS5YOGCJ18pq4fTCl7Vtyrfn45IrSau4fzOhDYJRiIOa+wYdAZSuWdYPNFKNBTqMCpAgMkxfbAF8CnhgFRbJaiHxAincQe/7LfsN/8unH/PfuP2TT1SgrZmW/e+8u/7effiyE1hgZ5AXeGBSOrfmeJuJt5LLNOJ/PJdBTiTGA81srAI9SW4hdrpNJluuFkfunxRGcR2eC5MXo8QFGWcY4oYIDazFREp1VSEnPyQZA70RREaWMEM29xyrLYl3zb/0rv81PPv4k3WTgu07uG8SU0UeD872Mt4DeebIIJbBpeqzS5Dbio9mporxzKG0weivHlxFCVhjq1JWPrRFVi1dslOOXb92iVIq2qzkaSGNxXm+STBWSTz0my3hydcEX9yUixIdACJ6ebQOg+er9u2yi41nyqKmdeKKMrSKPir2qICs0F/OavbE8FxerDWs0DDRVlqFikPiFmP4DZnnGetPw5KLB24b3vvzf5k+//Ye8e/MOH330MQA392Y0znOxWEkQa0Sg9uBR25w1ApfHG8qhpV507E+GjMmYzCpiChYMvofM8KWbB5ysat4slrgopFSf/CaU11iVYiSUXC9bFLSrOXErP1cR0mYJitwoWu9QtccMUvJyI1YtzgWGVcW8qTlbrRkVFUWZpfOqMFpCZ4MLKA2zckBlcj5NxFerhLR+bTigsBqyjCJ41L7m6kpG4RHD1eKCalBhtOHd2we4PpAZuyO6nx0/o3OIF0/UgkQondDRLRnes2gDF5sGpTQxCB4m97yc59dnlzy4fsStacebheRw6ahog8PqrQGdotDip1VoTR2EEqBV3KWoH+SWqjAcXzWcLmsqa8hzw35WSfAo8jy64JivAy8uWuou0oc+RXxsEVoxCx1VQ0Ll6ZaOvWHFe4cHQpRGjBNtprHKpGzCQKYtTnlOExK1Nxuhg2RWaWUpjOHV+RWHs+kOxc1yS9M04iFFhtKBm7Mxs/GA8TZjbnvKVeTWcMjhoOTx5RWPL1fS0CCq/sNxRd7D+abh7NOag+k+d8cVtpA3++6bM/LSU0TDetlSDYa8Pp9TlxXH6d5QiJdV7Gp+8L2P+Nd+83f4e//o9zg6usa6le8liREyunbRpfDNwNmi5Q/mgm3cPZjytRtHHK9bXjULhjYjKk0dAykpgrpumF3b3xXlP+v4aytslFIT4LeB/zFAjLEDuv8PXup3gU9ijE/Tn/8d4H8fY2zT6578i14gyO9hg8Ioy+VKIK0/Xdf8+v3bLJdLbo0LhmWGDo5+x3/QHI0HFNbzarFGZTmudyLzS143Ohqcgtz0+GiIPhk9Gf22KI6ea3tTnp1eoHxEZUZm4iLkT58xpqTugNHysFil6aMiJnRo46SbMsbgQtgVNXlZsk3ujsbincdYCa6MmUnyuJg8b0TJZa0km4com8eiExXHTnZnUhiZUmhtcdHz4MaMi8ur3cKyWizJrSHLSxRBPFmQBPQtLV3FQG7lBna9cJzopWDaqjYyNMNByfmyYW9QcjSq2BuWzOuWm0Phfrx7MGWQWYyGp5cL3sRGgK/J2zRkkcZGkdunGbVKhlrbObiYCgrkTDCoDMZFKVL+HeoVuVWMyG1GryKrtiPPNaq2u02wV5p5qzk5eYOJAWUtOqaNPp2fGLUYPkZF5wJ5Ck0yCkapWN1oUVjlOdyaTdg0nr2Y0XTdDmnRUUY1oFOqeFK8qLeeQiEGyf4KgBETss45fvjJE4qE2crvmJSVpfDR41wEbVIqMWRBzAs9kUyDVpYYUwBn4gk8vHbI49NzMqUIyqbfVbJhbNOQ84zlquH+0SG380x8J7TC2IzfeXQXgOPNmt9//EwQqe2/V5E3dcP+NidrNCSGQFBQqAAYBsrRS5ks5wfPyGrpaL3i1eWCayPDMM+YaCmwK5sxG1acrFY00ZFFjXiThJ1b8jDL6E2gzTb89ld+kc3VGx7s3WQ6HtAjn/ns1SfkeU7ddWwWPdZo9g9G5Jnl9WkqtJYNw2lBXlrWFzUuEzXRVdvy+MkbAPaqgkd3NNbk3JyM2BsW4l2lkR0JaYCcF7M9nTydarfieFOTJWnQQVkRs4w8yxiryOM35/z2L3+Dr08sf/LTJwA81oqu9xzMplRVxtOLMwpTsO5qhqmw6aJI/E1SHPogKI7JLF87kiKz7SNGiUdR08OgCJLMXfeMZ9IsLq4WtG2Hi3AwG2MQnuCrswtWG0HPyrKgbXoe3LvDfH3GsCopSOthqtTnneOibiWeMSbT1ASGTgbSgJBpnp6d8O7NG6yajsb1OJ+c0rd5dggCpiI0waFQ9MFzVnvUibzXqLS8c7hP0wUKo6g7hwqwbGpeXaW1t2sJWjiJWsnammcG553ItRGn8dIaLjYbbk2POLo5xMUeFaBLCiNcwJgSZcQew1jNsu84ni92pp06QBd7cmXo+o4yzyVzbLlhf09QJpcy/JQP1BsJ43wxn/PNW7fxTQrYtVqmvEimlkLxaG/CjeGYb5/KtlkOZOQetWbR91gUx5cXbLqK3/rKA3kGO8dyteH49Rsyq6nbNZt6w7ldSEMHoDxVlfHD4zd0Xc8vNysyA22zJCbn85AJf0YBCiONRSrCtqPVVxdzXp5d0a4bpuMx6o5hHDVdCLx+LnlkXRf54Scvd+rKn3X8daqiHgGnwP9RKfUdpdR/pJQa/ozf+w2l1PeUUv+5UuorP+Pn/ybwf/7Mn98D/qZS6k+UUr+vlPrmX8Nn//z4/Pj8+Pz4/Pj8+Pz4/8Pjr3MUZYFvAH83xvgnSql/F/hfAf+bz/zOt4H7McaVUupvA/8p8IXtD9P46l8H/td/4XX3gF8Hvgn8X5VSj+KWRPH23/7bwL8NAv+r5K4YQiSLb19pE2FQiHKj7p0koKYqNPjAGFhGxbXRiM55VAz0Lu4IvbkVGLdQGctOFBAeKJTame+VGTQ+MMxyVqFlK/EHtcs9QSXMRWlCFEVMDAIzf3IhcN/96YQyk99TXsZZOhdy55ZrEaOMKazJhFgcnCAHUeESzGQi1JsGCGQaLpzju2fngi6k8Udw/c7oLBqFdpG6a4kaXCI3mhiEf9R7nAEwYEWBoRNjPyoFpsTiyQpPbjO66PH9Bquk87q1NyIrFKu6Y1xUbOqOK++pMsUsRVeAIiA+FPtZzonv0YnbsLuLo/CYtMqSogdC8ARjdpwNpTQuiC9GCRyWI7oQGGQZdSIcrlqHVjCwikzn5CjoLUr3pAaOx09ekBcFw8zQtuJ30cdAZjVJpJUUcDL+KgslBG8lI4Gtl9Lh/hBrNAOtaEPg049PyO8dIaDflsxE4qBEotbivJpiCLa5Z0a9HQttnWa1MSjnUVvyXocYCiK5K8ZoDBofRcUn5ydjkPw6jMrIrCUon0xt5fO8f22f1xdLARujl0RjItrHHdFUkTEeWM4ulty6sY8yAlcbFQlp1HJzOOKLR0d8dHaBD14caKMo6T5ezgEYF5aBtRRK06Mk780aqg4Kt42TcMKlUAptIgUZm82Sd+/e4+6NGQB9fclaaW5Np7yaL2iiozCKWZ6jEpLpQ2Q8yNg0GfuTEZ++OeeL92/x5Picj54KVN4HT9k72sZxdGNC3TnWTcN8HXfXdHp9xOZqw2reMrsxhElgXB3w4SdPMdsMLG1RymJ0RAdNYTLePTzg9XJJk8gxCoUnEr1GWej7wJuTc4IS3gHARdMwixqjPbkxfOXuDbKrC779vEYd7sn3Wr9gfzrh5t6EH758wWw4YN2JQdx58qTaG5XYEIQsqzTWsONOqZ2Nv9wHxomDcesjoUgck8T5Ob9cEiOcLNfM65oqy9ifTFAmp0qjsc2q45e++jUm+wUXP7iQf+8iWJjXgmycrhtUUOm+EaRzWhVUZSKfIp/BKcXL8wvuHO7zwes3QpxHvY1HQeEBvXWbjsm0MnlCAby6XPHq7EpUZFE+x7JvcDHsOJAYQRNDUJgoxP6oFXtmQJv2ghB7uiiePL3TqMpj+kj/GVJ0DOC9QylLtJYQhev14GifJ8cSyRGcfC9daDwB7QNKGfq+wTWyN/U+YpUiROGlLfqOGDOMa+jS54m9xOT4dI8FFVExMMrjTijxsl2xuHI0xqOiIreGTe85OT8nfkde52/9ylf5J9/6AB0yNpsGr1r6LnB3b8r9NDI2ShDhTGmOjo74w299zHv3bnJyfs6iF6QuUwMhK3/mfKgAebDotCZEDF5FiumAVV3TvOqxRzNC02GTaqzuWsYHE862CeU/4/jrLGxeAC9ijH+S/vz3kcJmd8QYF5/5/3+klPr3lVKHMcaz9Nf/HeDbMcbjv/C6/yAVMn+qlArAIYIOffa1/0PgPwQoCillfAiJhJXIpkSeX8z52rUD1qsNJgqNcQvLoyI6Bl6dLphMDUOdU/ue3Bj81pESS+9Efp1pQ+M7xjaj6yNVIpXVwRNiw9FkSje/EEt9wePYeusaJQwOQkwqHTC5pm8DTxZyAZdtxy9eP6SociKycRGCqCm2xFYlpDQXHIS35FKHwLAglv4okSwfr2u+c3yOsorolYwMQNQSLtL6SIHl7mTG+ckls0m5M8SLmbi4OtegfUZWaIKzRNfv8pKULYkIh8O7iI4d3kVsGpmB8BaevDlhL9cYMkYDhdHJ6G9LjsWgojwQVWYovaazYLRIuiHx4FKxY5Di8padMDY5ozRz11qJfTkaFXtCUKxDZKgCqpKF97Jp6KMUACoGeu/pQsuyjswXcssKRyYIDTGTYgKliL3aQcoxyoavvCeoRCfxkTYE5inP5WiyT1EYNJHVpkNpg0XcB9++zlvIVuuIimZn8Bi21qrBSZaKiigytJZiZ9M5Rqk4XMYaEzWZlsKn8+Bjy7LuuFpvtrcP37hzGxXk/CslpGlNZJs5SRP4rXfv8sMXxyw7R/Ae1zvQmmkpoOzZck0MkTujCqtTSaRScbqTdka+duOQD87O0EThWmiLDo7MygL+nbNzfvPGdbooIz1P5MOzOc4rmnQfrq82DA8m2BhovGekLbPRmOu3b/LtxI350s1b/POPP2ZQVhyOhpyu16AVvY8MtjFZUc71/Vv7/P63f8LNazOON3Mev3q2U0ou25rTsxVBKS5OVly7NqIzGWrTEceJsFop9ooJl2dLyrHloNjncrPknZv7nCxlDP7ujWui6ojCbclUpCgMo2LG+VqKjeN6g++9KEaU4u7tB3z04jHRgU7jDzHzE3fiVd9SGMuJg/1RztVGXucb7z7gcDLg5GrNAEu96uh1oMgNPsVtvLnquTEeAlKgaatkfK8Urds2TZAbyzw4xgEqrehqTxsDp6cXAFybDHh+diVO4USWXUNz6Skzy4Nb7wJw+941dN/xz7/7Q/Iqw7tInmku6p7TNK7SyoBOyiIFs2FGWQg3znzGZd0Sqb2jQnNnOuV4uRJ+I2/HFLlSVFnJVduQK4hOGrrzdM/HKCOwcWboQk/0iDmg1jvr4ixaTExGcmncrD20ut9ZW4ijtwJ6glI4L3LuLLL7NJ6I0UpUa0GhtJLxmda7gNSL9YbCasYM8dGxji2jsiTP3mY8GQOdC2TK4FXgYt2yV1RiI5GKMSnMpKHItYwZnZfg42cXMtbpoxR5w5gxLHJebBasnUOjeb2Wte6f/OD7aBVo6LE5RGe5fbPk4eE+cesPEgGlOdobMV9tyM2Aee0ZT2cs68vd55ETISP1As3+ZMRlu2SzSTJ2kkAGw+3be7x5s2Z9vqTr/U42futoxnCU//+GYxNjfKOUeq6Uej+RgX8X+PFnf0cpdQM4jjFGpdSvIrfM+Wd+5X/A/+sYCgTV+W8B/0wp9R6QA2f8Cw6FTsaFEtgIYHTG5XqJV/vJn8RjY0CbHQRAtJG9cUkXIsFGyQYKoFKC2tx5QlRkSkMfGBiL95Eqs2y2HhEZjHTG+eYKFSXbhCjqn62kTiovZGPSBoKi7WXevZ0lnjct523DtSIX93CkIo8xgt1GPKTkY4RkGiMScKnM7iF9dTHnxrDkom347skFZMlmXAs5EER+7kLg+mjE1w8PyXRkVXf0vWOUOq9u1dLnCm0qDE64GlEq/y3yg5aizXuN9z10Cq96YjAEs01nVkxHFV1do7UUiZqQ8pISL0hpXHB47zEE9m3Ga7dJbrgJPUNzYAccZDKz10qKBJXOEwgRE6UwweOizMnPrpb8+WrF+VoKyK4LSc2kORxUzBcNMQxZL8/QbtsJysOnkQ4tpti2oNTuHEYleUNeiaLBWOg9DEuLVVJszPIBbWxZKc+rV3OGoxJ0SAT0t4RnpZSgNCF5PsRtEbe9v2UjMMZI5ISDFS1u7bl1U7ozrRsa75hvOi7qDbnNWDUt3vut4hm8YtN2VInsHZKjsfcBl86hDoCDr9+9zQen59Rty7XrN/jps5ecLUQlUWaWYS5hpR8vFtyvSqzV4qWzdbcWfbs4LgdJNLdWunOXrqnVmtOm56i01M4zrx1d0GQEbk2E17FXVay9Y7Hq2K+G3L59k4PJkGevTrhazAH4ZyevuXvzPi/fvGQ8GpIrRRdg2feMRikDy3la5ymdJ+qO07NzitEQouF0G6ZpAs5Hbt3fIwuRdetpmwab2bdM7i7i8Ni8oIoFQcG4ixwOB+wfSOFXWCXE+qiIRsjZioAmcpR4ZfvDimXfsaw7Vl3Lm+NnlMoIepCuxcAIOhkVaGPRQVP3PS+9o0lMg9m4oCosF5dzXC+2AUVUdK3fkYcb3/JqIRva4WhEcJDlmqZ1O4dehRTUVinWnWOtAmNToI3h5Zks2+/fuoY1hirK89CGQAiCUFzOpT9dN2vOzi/5m7/6ZR7eusHf/ye/R+PF5Xq3/pCaP60hQGEtZtuYbaNPEL8ZQU0bbh+OKUzkZL5IcSOCjCur6dyGsbGiGC0UbUgSfMBkmtWioY+Bo2GJyRV17WmjJ6bnHdMTyCi1ISiHi5JJ5nr1lsBvxBMGFUFSbRKKqXY8QAJoI7EpRglQZZTklk23xfP5JQ5FW7fkVUbwPYvVBmLg0gh/Zm80YDAY4Fzg209ec+NgH1/XqPg2W5CktNVRmlmT1ofvn5yy3CpJYkcfFPtlwWm7Ydl1abLh6VIB+eJygV843r1/iDGay/mGe7MpoYu7/Wsbj6Cjom0cX3q4x0nccHIxJyvStUDCRWMKoB2WGk9PYSylgIu0zpOrkkJrMq3ZO6wIITAMZufbM55UW3nrX3r8daui/i7wf0ojpcfA/0Qp9T8HiDH+B8C/Afw7SikH1MC/uR0pKaUGwL8C/M/+wmv+x8B/rJT6IUJG/h/9xTHUzzq0lg3eE6lSN9i3PcpkfOvZa37j/h26tiH4fodaoEVLf5jlPNusaaIiKCGJ5amQ6H2gsBrnHDq35Iih1rJtEywqIZi9DRS55vrkOperDfNNTVEYul03FHc2+TEI2UvsDcQjBMR076OzBdfGQ0IioQavUSbuTJlcFMQgRpHj5lZxftGwadZvyXujgpO+5yfzFcNZwabpCaEH7HZGRlSBrx0e8Wi2h1KB1olywTlHDMmrRDlUyFHUxBBpvbD9fXS7AqAYDNAmh9jS9RCjS9MSQUQAmq4hM4ZMSQETogdt8VsyLmCjI7NCmn52suSidXzx5gyjFGWWiqgoMNjIKnoPfYxE5dHa7tAqlYiIAbF7CM4zsnA0HvFmLptyRAIWzzcr1hv45ru3eLmsWZz3ZEmN4rzC+EgTe5H2B0lulwInKTLk6qFjJKJTenQEF3bjj9B2MFBsejHNKysjRYoKgpaQELagMSYK7ib8YYx+mwOVOMWs2pYuKhwtJmiqMtuptE4WS67WNW1K/W46J12mUWTplm8UfHR2xtdv3ZLsKQLOkzw05L2yPGOgxejya/fuogn0XcNPn75dabzzrFWkKCoyq/h0teb9vQylIr1/izKhNH/ni+/y9370E7TxEvqq4m7NcgqerK5QboJ2kTIz2L6Xws3L/RyznHuHE07NnBt7h6im5enZuVgXJGQ1Gw14szrF5pZXV1fkRlSJAThLCMm4yFDacL5c8+pkxZ07h2w2K9Z9x3IhSEvsI7owXF0sGY8L2i6ST3KWlzU+ZQZFD+ODiq+9c4/aO37000/4tUd3cC4wmMj41fWevMjkOfBglQTsCqLI7lkeFwWVLVge92SFZllvKHNLl2S7Wxt+rGZkLK7vsXmJdx7dJDRm1fLxf/MT9qcWpZAE8OjJg6ZOKq1hntHESJ4ZrpqGUTGgaV1Cd+VquBCIXqMlSJvg4WW35uJqvSt+6hCog2eYGTIUNsDCiR3FYCTfvSqmPHr0CGU9f/Anf8pkNOa8WZFndmcKZ5WgzeMySwo+2chCfOvl4oPkgimt6V3D5SIyHg44vVrsJNh9lMJKK0NpDEolvySruToRxKave0GBApxpxczm9AhaZZPowCqNTU2mlwUWhUZlaifk8iHSakGkg+2xtsL3Aef6HQ2gzHOMNTIM0xETQBkL2u2ECT6I+GHddNhKkStNHRI1IHmjXa1qlJER7YefnPDRJ2+4czDl3v6EonirCMtkji3rX5Dm/nLzVsMTgsLqyFXfMu86IOKj1GZ9+sy5MhwcjSm1JnrF4WwkCs9Mvy0glSIquHZQsWprLtc179y8xuZ8RW/eIlohSd11FFpA63r6uHPIIFeW0ooL1sBaDgdjuuBonaNPvzS0llXXE/4K8vBfa2ETY/wu8Ct/4a//g8/8/N8D/r2/5N9ugIOf8fcd8D/8f+dzWCMXVNCyt6OCoCImBtat47J1lDFQ5aJ8AuiCQK9ZqfhitcdJvRYJd+x3yd25Vlgf0JlgA5nSrJ1AkVvVjzYGE6AKBu0bpqMJJlfM141klwAxKPEuSTNgVJQsEKWwieGfKY3vxQk1OgmpQ0uY4NYhkyAx9TpCwHExX+E6RdP0O2dLFaGxBpNrJtOK1i+hizRdJ1018Ddv3mVvWMriQcBqma8rne9cfIvM7PgcEcQMzSiZ1aZiw6uI2ywJzok8OMqNbctid/PZELHGSA5nCGiMpIUr8UMBqFGE3qO0ZTDKCUVO0zvpLrZJ60HT0HPVaMaZZZhngqNEdjJJrU3i4gQ84EykxHCzylhfOwLg09MzpoOcLJTcnI25MR5wWUeC2mqQ0kOKyDEJSXWLLCBb00WSZwNIPksIUrz5mLxZAN97Xjxfslo3BNejxxVKKbzbATYQwZiAUhYtJ5y166i9p/8MtypXimAUJkQaJWO3L107pExF1NValB02WqzaOg3JiOmwkm7xq3tTjgZDzpuOoQFrMkymiT7wrRMx6Dtfr7k/nfHp2SX/3a9+iVFRokwlHVgq1EOUFPrgI3Uf2PSBjy9XvHftQAoapIjVQN/3/Gvvv8vvP3kuWVlpJCz3aqD1gU+Wl7w32MfgWTc9VZFh7FblV+DbnN/61W/y5Fvf4zzCxnk2mw3lWDbT4CXPvEzPWOOEM6Ei9CkU96yuiRHujMes9hy3rh+yn5X84KdPybfqoeDIrDjwdq5E24CrJSV8azjp+8CgKlFtj1WWrz66g/OKB/f2Wack+g7p0o0xBBSdDygiGTohWXL/ExXrriUEi7UwKEti8AzTe+ko3IkCg1aa4WjE5PAIf7WkvC9OGB98/BF5WXKxaOX9VMQEQVcrJYX6pu8ojTikV3nGqpECCgekNcFo4c6FaFFKnIHf3TvkJ6ue4TTZF9QNTkVWvWdoDJXSkBt0mXO8vgLgV27d5s3Ln1IvV+AdbZYxsSXHbkGe3qv3kXFlKTIj4x0lyLQxZqcEHGbyxPkQ0QZWXUuWZ5RlRZdMFT0ajSJPAbEupmJ2uaFdyH2YVQZjDV0Lq8WGeBSwlSEPGc5sN+6AwWCMtEguenof2PbAgPiXRY3NwXegoxixiu/f22uqAG0N0SsIAacc3gdUGt9/+e4dPnp5TFEWeAdGhaQadESVJPxENqs1c23BKGLUPD65ZDIouJFk7FobjDIi5U8J6DpEKYy3BTGKo2zIq2ZN78ThXNasuAvhba4ahrORAEDGSJp6iGxCzyCNh5RNKFXU3DyaMr/y7M9GZMaySI7cOhfqgoqK/VFOFzxRJVl7uqbWRvrohRMVNF55Cm2wheLZxVzO82xE6MKuYftZx1+nKurz4/Pj8+Pz4/Pj8+Pz4/Pj/6vHz0WkwiA3FNbQhsgo16zat5k3kYDB8mq14F5e0meBskxdXtslVn3ApC6k1DIHzBIsP1CWWjnWTU9WKDaukyTZZAQHCKkThckNP/z0HGMu+K1vfImP3rzgfL4t+aPMyYFCRQbRUGYaR8RtIUoCFDl//vyEX7p7C+fTWMUH3K4Cl0j4VbNmvWxxqWOwucEl9KOpAweTimce3pxdkaEwVcYvHh1xK833lTY41yVjSo2K4vakdCQJaBhNB6zrDmPF+ELpkPgmoqQC8KsNHhm9xBDBe+E4eS9/BjrvKK3lou65MSrJjJbXibD1zY69YtvHl8ZwcdngpobcZKzTd5euTNHGnuAiQ6tACcls61FjoviDRCUIj46RXiuGPvKNB7cAWKxq6Czv3phybZJDDGgCro/49Hm0RpxCFWkclPhMiDkeQDSCCGil5ecaQLHpum0Dh7KaG/v7fLx5iVYapSXJWZm4S/KNgsHjtKf1jo33dDj0loEOxGjYaOmGtAoyhgs9q7pjVAmfp7CS7hyRcSoxMMoLbu6NeLC3l76XjJ8OBhVRw6LreXF+xZt6SZOQuqA1H55dyijiasWjfWiblqPJcIdkLjcNwSuM0XQuECM8Wyx5/+hwRwIUzEu+m4nw9evX+fbpacr52Xa4Wl6jd3zULrkTK965e53VfMVlLffzb/3qAy7mKz56/JS/8fX3+Ic/+ZQ9VaC0Y508NHQGJYp62VKg6JSMYzQGvTWlUuKT9Hqzosg13XLDchQY7VU0deruBxqb5cxmJTrCogGiIzpwiVNni5zbdsKTp8/JBgMOxiWTvRF3xxXN1nCy6blcrfEx4AkyOlIKYSKkJ1kZQoTVRpBJTGA4MKw2ju3S7QgUSvyVNq6n37Ssm5a26Xk0ngLwC++/w+mrV1xqcVgfD0peX8whGmJaE0aZZeM81UBTdz1Vbql7R5WUOyAUotxaGTsHTQmczpfUQdypAQ7KgoPBCNf3rLxj5Rx5VXLeLndo3p9/9ANQmrILzKqczaqjLxw3ZlNeXQhhdTq05JncPz4IXyd5e1LkbzOw0J4QtDwLJnK6WpBZg0pOv30t6i9NxFkZEyqt2Fz2ZAO9WxNC57C5RQ8MKtPiHaXc7nuFEDFWVHshqUGDC0IJyLY8yYjyYLy8V9v3BOdRKqITuhiUWGHGENBGp+dQFLtZlvYdIl+4c4NnJ2esVo5BZcitJreWbotShIDTig+evpEVQgWKPOdHL09olAw63jvYEz8fZeldL5uLg1++fo2XVzJ2n29aHi8viFHWHkFUhE6xJd6ZwpJn4t5cFobYup3Z61a8kHmDiz1t8FRZzklYcNlc8uUvfYEff/hY3qtdgdLcmlZcta3kYZlIdGGnWvUYsqQMXoeeftNjjEUpxaCUZ+f4YiVcxL/i+LkobCKKX350A201b+Ybnp/Iw6MVcqM4T992+CKnbxWmSIsqieTlDVYr7t++w9NnnzKoctZpfp0rcT7N8owQRM7c9I7SmN3c0BiDj54nLy/pfaDp4OXrUw4mU04vxbALBdrDtbwgS+McIixDC+mh6JE58co5jpdLDgcD+rbFKCNzWWC9aVhvOlGQxEBhDdpYIpAlsq7SltcXSw4nQ67WBk3g63sHDKzBha1bckaIhuCF4hO8k3wT2A1Er5Yde3sDmr7HRUXfb8doirbbktMiIQDByQOtFd4pyCGkDcW7QBN7RoMCraHzHu+gJxD9dj4r0QtNF1jVHS5A0KKssqmIcojT7/YzKi2heEH5zwT5yX8qqvR5JLDxou7YPBUO+i/dOsJqGfcpJLdFFtewk4gqFfFNwJi4Iw0qwJi3Jn4hiMumN+Ka2naBtnOU44LzxNmYrxtsuyGGbWGryY3Ceb1ThBmjaU3kzWaNImK0JiOjC2GnPjMmkS19lLA4JeTpq67mLrLBbXzPUVlxczzh5mQPTEjsyrfcRrnvNdEa/pvnzzjdLOmc8Lls4pVFQFvQWeTJxQUP9sYYYzioSj49m8t3T/fZ1brBI2Zkhc344+cv+bV7UkDGYNDB0cUIIXBUKGrvyPVnDDAtifelafoOW444OV9SGMP+nhBx/+CPvsfhtQm+7/kHJ2se3T/k8eNPmA6GBCWjn7bxeB2JwZMbSx4Cnc1x0aHjWzj9aDDk+ckl08mYwbAk0xU6hh1BFG3wXc/pSc/kqMT1jm7TEVzEpNBJpSNnmyXFdEJoOs4uN3zzvdss65a6SQG8hUUNSs7rHh2hxZPFNH5Ob6YVXK7WLBuPKjw+WLTWTMcVq+Q7oLXC4YkhpLy2jIfjIcPrBX/2g58A8MUvPkRnmn7lJTBWRWbVgIv1enfhQ+eplMJ6g9bSBPVRxj/jfLvhJuK6VtB17O8f8aNPn1LoAid+qdTOMaoGeGMonOeqq1EBjAdKKSS6ELk3m1DkOU/fHFOoyHLjWHdXFCEVG8ZICGcUN2+UmDRW1u74KuLzLsV9TH/SRA5mE9bN1tT0jKEyrL0j9lBlGYvgyDKL2vp+eLCFQSnDYJrLSFcJhybf5qwFT++CGIAqMQJVSieeo7xO7yLKRlwMuNYTckfnPbm1O6pAphVayejLaCVxHEFaGJcKyMwrssKyNxqxqteiGssNVke6VFForVjXHc+PL4R7GDUqejJjmBXSnOoodIuYpGXei2I2hsCdRLwv84znywVKa5QKIsZQgaxTDIYy9rJVxV6WURnFwrVUNgMfpZjc7nEWbDD0MXLZbVCm4/hkzeG0oE2jqM28ppxmeF2ifcR5jzKKKs/wfjsYl8IRpVj2Yo1Segk13vIth4XlYrnama7+rOPnorABcFpR+MDDozHXh1LtqRAoc9n03zSOfVPgnEuSPXhaN9ycVKyc58npnE3/hsPJkOhbybwA+uiwVm6qSmdsUghmicXY1L06z/HxgrpzRAJlmbFYLCHCrUIWjYgsUL139E4C4TpgVBXUqdjIjUWjyazm+eWCvaJCa0vdNLuOMqTqX4hjRhAEa9i0HS/WssifdOLoedfus9k0/O7du+LREOPOsyIkDwdxjE0C6pBQh/QAdn1PjIpBVrJyNRiFdw6r811X7mJG7z0qCvqlku7Ze4dPadF44QXtDSqW6zVET/RRZNxp5r7pPFd1JNcZx0npcjQboKucrQ7ABU+uI5IUJJuhwkP0hO1sOiaMQwvXJ9eGy7pm4zR39iX9HBUIzuGCYrVuyKzlyctThlWxY+IXxhArsSQ3mSb0UBVSVLktOTaKXNr7QNMFBkXO8GDCJycn2C2z3AhBMaIwVpFrzdffuUluDMepq5JFXnP15AVt5yBamtiDMkkVJtcrj1lKNpePmRlNbvJdGOuv3brPZFhgSf4YiNV9GxzPlkn1g07OrYHzpsF5RfSBaCz9tn1VskhmZcZls+Fis2FmLQejik8TATs4Qc1aL6RvbQzeB1Yu8v0Xoo75+t0buCDFotbQB831YsBZV+8IouLa6oQjFxUv6hWHgz3x5+jku04nBefnc4xV7I0mnJycce1wn+OLK4oUyrnqG7LKUo4H9L2nUpbYOfHGSJdrWpbk2pCVORjImo5NqJnPN5QJ9bKFRUeo647CZCz6VojjWjFMjrjLZc3o7gFutREUpLAMrWWxbnbBfW3fMxuUPDlfSuSJFl8ir8MusT2EQI8maEl7N84zyC0RzfRgq+SCzcLhY2QwGLDqa57O5xRXlnt3bwLw+uVrGt+RGUGAlk2HATJr6ZNk3hvxR/K158GdCd96/JLpeEDbewxStAQViRQQPLnJ+fEnTxNvzu/OYW4sw7LgTdtgjeJgMBSifqs5DbLB1X1LIDIblPxo1dJYec7brmOWzvNAV9SuJsQogZNh6+r9FumN6KRQDWTK0kdP6+B8vmQv5QGOB0P6vsE6hdeBxvfYGJnuV7SpOd1sNgzGI2whMmqbxCAB8ZzaPszbhikGRN0To5RUO58fQBmsMhgVxMU9SgTJLlAyz4laeGWrrkPbnJg8nLYWB8ZonItMx0ParscYKLM8oblyvfrgGY6HRCU+VEYpPIq/+YX7DO3bNkVyqUQYEgC8xlifZA3ig2SsSYph8QErvEVZRVZJebA/yLjynqsYGWiNR1NYifuZt4nL1EbGmeGk6RjmmqgyOtcQs5LpeJzu1Z46eE4uVowKEaqEEMmU3RUtW6ai9DoBrzVtCEzyDLvdU3zgWqV4rS74y46fm8ImQzwDCquhTKxxD2UWaKNCNwGTl6zqK14nf4PHJ+d8/4UT9EQHUJaud0ynQ6KWh71XGp1MzjbRYaKitBa8Y5Fg8OOLmk3rAMktOhoXlFZzfX/Kq1dSbKycw6hIG8U/IctyXPQ4qyh8ynPRCZqNHu89Ty6u2NMJzkx7jo9BMkhcJJqAsRmvFkueLle7BF6tDVFFnr4+4xcf3BVLbYTUupWRxt6hjMFYtYOCgV2MA4BShuWy5tq1ffxqjncK5T22UDvkp3fic7KVsPsoY4fo2h1J0ipBKyqrWUXxWXBW463ZBQL+9MkZ927d4ov3D/n4v3gDGJZ1x2Q0pE8Pe4YUBi5AE3sW7YZpUaViZkswDkSj0S6AVbS+57TWlEbR9onkBiidkecK10aCd6zamkoVDPJEqEMKv6pCyMi5pk2F3rY7a30QcxRtODyacLZcMj89lXDSbXRFFBXc/Zszbh/scX02om1bxqOKcS7Xve4lZHU2GPC6X6KCBww6U+SfGVcNy4xZPuDFasWtwZCDomA2KPjwsdinf/3dO+gQtwMg2hh43lyx6nvK5BxXGUOvPV2vGNmMy9alJPNATGOmYETp5TohkD6/WjE7OqCyOYepaXi67mh8L0T9aNAh0oSA1XC8kXv+2fmcG+OBKHWMxjj4rdtHHG96vnMu6FnT9YL+AHjHykWuTwx3bODo3j25N+Y1z77/fR7eOWK5WbNnDbf2b3Cwv8ePPn4OwHRvxrXD2zx+/iGDwtK6yLDIWdUNy2QKNy0rXl5esT8YMBwfYdyKr925zg9fH6MKuaZlYYlB0bmeoKBb9xS5pRrl6GRcubc/4ezsmFmRsT8dcn02Yr5qyY2oHgH6EFg3He9fnxKC5myzou09WVC4RD7vnWKxdnR0bE5rupGlLS3jQYHxW2RDMd7LWa8irevZtI5OeangV1KsDjPL0WTIxWotJFIv+EZmNGUp16tOWUZ3jkb88Pkx01FF07VMy5xN+tloUKRRhGW1XBOV+AoprSnTd299z+Vyxbis6HuH86K8G2eWqy6pIImcr9acHM9Z1Y7ZzBL7SPSwauRadN0Zh/v71DQ4F8kSYhHiW+NKhSCvWZYRfGTdOLo+UvduZ6B6OJ3y/KRJnkwa52WtsTbi0maaVSU21xAleNYrj4kyZvYprDZGGcMFJynwyoiVhFXsDCddVEQXMSbSdR6GKePegN2pKR3KCwlZa0NwjqgCmcp2ggKtJcYm4hgNSiIS2hkMTBLqddX3LD2MJgWbRpRYo1HO0LJrdiIKo4IUYniytO6vusgfv3wiz3LQGGvoe4/JJGi1rwPXbk05GOS7ta5zjkxp+gBR97yua0LwFHprMxJpOtklVm1gOsxYNDX+4vVO4XgwO+RstaT2G0FhIwn5eksVyJIxrZP6Bp8Svnvfs7WXa7bo/2dh5r9w/FwUNs4HghYPkLYNaYYPJREfMnKjyW3P3Dm+9eQFm93MPVkSxIiOMrJpusCgCRyMREUyrxtGWGodmGQ5GoPvPR4YJwfjS92y9BFlDTf2KsZaJfi9I68ENvSrpYy0MgvGUEcvmUsukNYMgtMsm5Y+yFxZqYa9akDXdeKNg1To3vVoqzHK8MOLS642PVHFxPUgyYjFgO3JxQX37tzEBYWKftdZuChFgNEWH6WyNkoKPM3WEC/SOcd6taZtRFYZtBLvhtTCeS/jJJlZR4IP9NGRrNrkdbKMqpAZ0XBvwsliSTUsMYodSjAalTw9fslmsxTUyAeCinSNo0jGeiH26drKOKwOnrzvGBX5bvFRWnxmlDF8/03LtIi8ezgRZUmCNp0Pog6LgWGVk2eKQZFDH3a5MDqAMh4XtHRL0aM05J+BR12A+w9v84PHTzk+XmNUxFqDC+wKNqUCdRu5eVjw1YfXyb3j977/kt95/z6zkdw/fiEw/L3JgPOmJnaSGWatokqP8Hv7EwaZRUfDg9EAkq+NQnGSxl512zEs5Vy0ncMDjQuMixKTZLZt9FIk68jBcMhlVxM6MWzbJibTR4LWFEZxazziaFKhC4vy8OWbghKcrVqaRY/BonVAaUuWQjyHiZPwcr3i5qRCJ1WfslLw3RzkvKml437SXaGNFHAay82bN6gvzvkeEZVMxrxV5KOSgbJslCNazbefP+Hh3XvsTWfy3ftIt5knrBsypRjYDJRmne6xdfC8e/OQJy8uuH874/lLx4tPnjEoK6LZopSBtmkpBhnLdStFcGZpas8kxeaELjKoMqbVgM71TC2s6jVFllOksXKZZTs+Ugg9s6KkGGvKTPNBSi1+eb4mWEUXe1xwDDG0bU/X94wSF26Y5wxzRT/MWF9s0CrVTmILDYgFgFrJuKlRssEB1K6nSgVbbgzTgwFPL68osozlpqbMcpZ1yyz5qzSd4+HBPh8sTolWlJzKC+LYpGLMRotzgf1pwUXXUGYWFyKVtewldGiOonYd2ij290oZw4ZIWdpdov1oOOBqseD6bMoiNugQ8V6TGXYZfJnRtN6xXNXC/4ogWWyGVTq364srbh8ecnVxKW7LRPBS1GUTOYdsM6lUACWhnFYbCmPJ0lrXeVH4+aR8UjESo5cspu26SkAm0RqvRbHmlEeT75o4pSS1XOlMVGYqIOHAejdaEXunHq0Mk9EE5ztCCDIiVFJoHa83nC3W5FVBRLNpGr5ybT+N4t+uLSHKCdNp3BtQfP/kRDiTIOaPQTy2CJHcw/TWiLIyTFIxtnQbbGbE3RwjVgFo1s7h8mTomlAc06pd45ZlkdPjM4ZpTzncO2CygbqBvkhgQxCF2dbnz8SYrECk8DFAiBLOSkIOjbbE+Jlsv59xfK6K+vz4/Pj8+Pz4/Pj8+Pz4l+b4uUBsFIqr+RqVWfL9fa5WcwD6TFPlmrruiUpxfHaGQ7Hz+/My19fJMCwky/rlZoNKaMysKlh1juAdQRdkGnEojoaHezJb/MLRjBAt3/n0GTGKrbYycHy+4OiauMKerZZoozFlBhEybQQJCGrnuNh5Jy7ESng2IURaPNPBgLaTatZFx3nX8WrZ4mOk7yOYiIpvv5dRBhCUwTtPkRUUuabtPO125k4Ql9soCE1QnqAjJii2psIBhRnktHiKytLWKX9FhZ0XUAj+rYW+Frvs4D251qitwkhpuqAoDRDSKC2yM9MDuP/wkD/64w+ZX25kvJFrzi43TAcDprl0Xpt1J4NuFSRyIUQ65YlRDPcAogr4qHh+smSvNNy/to/rxfcnS2Mm3ymC8xgduL435snJJZeblrvj0Q7i1sYQg6CAKjMMjKRTl0YndYtwY77/yVMa75LpIikxm921kCwt+OT1GWeh5l9/+Iil6/mzp6/5rUc30x0sPjJ7VUWuNUVh2B8W7BUlw2yL1AnnQBmwpkAhpo0xQJfun6t1TdN3YoIWIjFqZsYQlRHODsnoLwYCgUmZURiLp8d13WeiKzTTouA333/AqJBk8NAHUJ7MyHPx6Po+F6sN4DE6S8TmrW+FfKsYFM5FitwQvRPXZsCheG8mfKdP35xjo2E0MLTK8fGTTzkcTZjmhmXCuEsMmVW8Wa2wGs7XPe9eO+LDV693bsC/cOs+j49fUtocYzPcZk0NaK25eyjk6pPVFc3RXX79G9dZLHvavoY8cnG2oEh+OMNRyWLdY7WmqyPlOKe0GmMyrlaCjAXvOZocoLXGWoP4SEc63+KSuaUYvylcH+i8RxtF0waImruzGQDPL3ou3ZoQYbY3kPgQFL4PXC1knLfULdNBTpWV4qeUXF21UkS9RRIii6bhaDAS0zUd6XqP1Qodi3RNYbWoaTqPtmGH/HQdHCa+ilWKD0/PBQnF0OWG0DvaEN76O0VHrnO6rqfKCnwIQu4PYaeUHKCog5g/aSeoblllVMpQJ05L33YMsTSLJb4U75pMB/qgdvlNXd+BMjRpJBqjPNuBfpfXlpnIq4s5Nw8OWL1+A8qjMnEA1+meP5gOWHQtBuE5Ka3RUdEHoQ8A4kMVhXirjDy/mTVYr9/6lUXxZMmN4Z3pmMxm5Akt3o6ntTYYI948z1YrVk0nKl2t+K2HkiCvtBXDQG3QSbkXiIQ+0CTPpePFgiwz/0/2/uPntixN78R+y21z7Gevj3vDR0ZmVmYVTbGarO5SExTRYqM10FD6pzQWoJEAGUCAIEgaSKQa3WSRLMfMykobERnu+vvZ47dbRoN3nXNL6mpqzow9S+SN77i913rX+z7P76GqDKOR5T0z59HsiKQ0QwZXEvbdGjL4MvKLi2s2Q/+We8Y+0kFE60dHU+pSMuQusuj3xFX0RBwyvRiikMGVUZT7nDWVZD9BuvPOKkIqqMqWrCunqhzX3RabIkRNyFMD4GDKGGLCoLBJg044baisoxl6Cr3Phgu8Wbb8x67ficIGwBnLshn49vUFH9yTYuKsSLzatjhl6eLAdtUy1YZJhsstYiciVuSGzl4XfAyMjGymje9BS2ZUSpGoDXjN+6dHBy1K7Uqe3ywokiLoQEqKEktdlKzzHLwaT3AMB4KsUqDQKOVps8JffmRNUYrWZ4gRCkccBorcNvybNxeS9WE0KlMeSTIC0HkTTCnxaDri3fkMUiIZ2RisNuwy2Iq8+XaxZ7nt+c3TV0xGI370+PwA+nNTh7OOXeg5qmqUMsRWZq8HNHomyZISQ98ztUbGbVriHwC0SRA1W99TFiXK6NxulvcNYrckJbRxWJ0IIdHjuVituZ8LyDsnR7Tdjk3ncU4snn0U19okB0Fuusizmy1ttPxnT84JIYIW4e6QNVF1VeCSp65KlpuG+axkXlVopXA2bwQpYazM/EsrwrxSGPl7bTX4xC74HIQpm00ueYg5kkMlQf0NfaKNIoz88f07/Olvn/KD+wIMRCu8B60D/+jBXVT0KAxBvaXUSsSGtISJMiIju6T2Qu627yHVOCdOLp1EcFhbTcyaDecMq65HRU2fEp+cnfFqveZq2XA2lXv+3smMaV0dLPDOWAltDYk+7yhnk1rEqEmL40HD2WzKrC4ocmTJb5cL/uzqio9nUx5MRqAUu0FAiK+ulnKvDoE0Ev3SyDl8KDidVkyKEbHNpOjoaUpF2Hpum57B96yHnnJU8WH+7KN+yacffcKvfvMbblcbZrOa4/kdFpvLgxh17Go+nihabblZL5nN5rx4c8H4uCTXhvRNh1KKro9yD1vLZDrmpBoTsobk3nnBaTHldr3ivYfnBN+ilIw29gXtou2wVui83RCpc6hpTIant+LafO/0nBM9YbttuL29xRYai2LVk91AUBnFg+MTun7H5MExwcNiueW6adDZKWmSIShNJEomXZDRk2j29rdqhKA4LypufUthLRrD/eMRRT4UvNntCCHgEnT4jDeAXkVBPkAGVXpmKlKNKrabJo950qHA9kbErgSh9TpnUElcTiaHAjuvaAYhksduYK0N9aykdJDy5m6iYdl6UBmA6TMUVR2WXoYY8SGw3m15eO8uLy8uiYQcRSP/qmlb0PqA/4g+skPI3nvNb/B5VKXlUOCUxWTTw1tMXMIi3HHPXujqIQTGk3F+lC3oiI+Jh7Mpf756yTIEPp7O3wZuRpEtqHywNSbRDZFN3/L1QvYL64w4xqwcLBZeDrJGJaq8F1Bq+n4gRvGLvdrteNPsMKiDCzJm7ENImiIoikIxNpakFG3melitxPWawa9kUKlWHMaaWiWclhDNkDSLtmVa1FTzCU/qGQCr3Y7ZfMZ6uSVkaYJOWT6x13aGRGEEz4JSxJC4P5nwm6trLvLBQfH/f9T0O1HYKMgOlcTGe759I2rq7njO0ajiZtcz+CQRC/kLBxgbyyYNYuXNRxid7cTPruRvOG05PrJMbEFMibYb+N7dE4yzB5ri5WrNs4tbQiadVsaIdTalw+JTuzLzWJKEp6nE7a4BEh/krs69WcnFsuVquyNFeHwyY/CeW/why2YzeFxRyCk6RKmIkzwIe43EP7x3h7HVOagNLi6vWJaO86MT5nnuvF13rIceZ+AvPnvKoCI3zcAP3j/H5NRAiyTstj6xjJ4vXl7RBBF77nIx1gXPfDxm2/VMpjU+JnZdj9GaIYf0KaWIUSzlf/LDD0hJEqAjHGIpSmOZTWs2uw6PAyMCsuV6x/PrWwB+9OQe0ZdULtEHmbmXWrFVA29u84ay83xwb87JqCYmOUklNMFHbG5F2RiwTvH6cs3RpGbZamymK6tsmfdtJBorAZCxw1lL3wSqwhxQ5AkYVxXrbYsyUtgMMYFOmW0ExIgtNF3nIUBdV9zPQuAvL+Rzfe/hCVcb2UWchaEzoMCyF1RId4ski2/wXlDzSbojR9Mqvx+LVoEULaSIEjQKOx8o8lIQQsQaQxd6saUC752e8ORMHUJdMdANnjfNQNO03C5b/vDDJ9igcHZfuhUYa5kWjknlOBqPqZ3QX/eqv5mzLAL8drNm5gq2MUkROrc8zW4LW1q5lw08vbhFG8sX4YKjYkKVWRZ9lzuZOuJqxbyYcXvdEMuBXS60vtoEKn9BCIZRVfD9J+/x7/76t9yfa+4/kpPy48f3+eJnP+OFn9C3a3T0aKvolgGVN9zydITaeXSK8n1qzbQuubxtKTNnY1IUrNqGXT8wKhRDI5tAEDtNXpQSg/dse0+M4IxB2UQael4spBtz5xhuti1GG+6cn9C0HU3foQ0H5+bJdCLOnGTwg6ewlpPjEdtuYM/6L4zjRBf40KFQEiunjAjA871qlWFIgZg099yYm75lNXR8cPeIq51sKLthQKEIOluHk0LpiEnqsLl3OhGU4mmz4b1RgdEJqxXtgdODOM9IND7iwyCp2pnTlELuHNpSuicqcTIac71Z020M5WnBrstxEq0n7tV8cW9skPt+b5knRXyKXKzWDIPnwd1zvn71AqsMMVvLtc0FUUzoQkG07H1X+7DjrFpBhYTSid4HBvX2EAqgvOwTDkh+oEc2ZmcUXe5gO6cwIXejgR/dv8u/+fYZv7q+4flCCtr/5kffIwaFsNFzorjV7IbETSv3RmlddlNlyneK/HJ5w/ePj7H7bT0OWOPARG67ll9cLeSDVIZiz/nZSnitbwJlrRlXlhAlXHhs985WqK2jHRK1NmyjEIq1ihIFgVD6SyM2cOIg3XyduHqzRp/KF3S93HHnzgm3t0tiqxkUFJVm5wPlPrjTiEOyNgUB0VH99OUbOh/eZnKpfeTMvnz9H16/E4UNCtZ+oAmBPr5NCX1zdcMr65hPR8ReArys1QxZeDa2iklRc9n1YilWFogYnfD5dBZJLBaB83s152XJpCwwRsnNleFFz27XRBUZSIytw2iDM47WD+wfmeP5iG1uryU83RAJKTJ2Dpd/0boo6MKWB9MphVUCOIoOVCJkKNzlridF+W9jDBhlpcNkFf/owb3898VKZ60EyvkY6brE1eL2EAz3Z599S+g8DQlUwJYVOgZu+4GZkQrcOiPFR1Ks24ZX6wafEpVV7PYgqZBY7RqGQVq4+0Ryq8BOpIjqmkZCFpPidtdgtRFh4uHdAjbxvY8f8JOfPSUFD0SUMcSUeHYtp/sfPr5/ECgrlTguKjZhYLHsafKJ+9NHM87HEwpnSQS8j7ikxHK7hwGmwPXtTgLqrGF528koDksMe3F1RPtB7KYpEqMsjv2gDwWkVYrKOjaqyaevhCblHK/8uZQSbL1SdLvAq8WaO+MR339wl589ewXAHzy5g6KFpEU0jkcnwcgfKj/UwXaagkIO2YmkEvfmclp8/mbB9x6e56BM2ZxI0Awt1slvkXRiohz9IBZi0HRD4HheMeQspL5r+frVksW2hRDBav7Nr7/kR48fMGRY4g7PBw/PspXZYBMMKeSRbj44FCU3u5ZdG/gmbbl7d8qdcckv31xl+KB0DedVwZOjU77ihmYYePfkiHE9Z7OS353ZlGNbcO0j7WpDpxLj48Rm07A5FViZHhreLK759MG7bK7e8JPPvuDR+Yh3JiNe58T2r/7Nc3703ge8vnjB9e6GNGhKozk9nXC7FKdke91Q24LiUSWJ2k+X+PNjfvT47IAhWC0axnXBozsn6CRjp8heFJrFlsoI/0QpYurZtJ6qKJiOKupSCra//+E7/O///G+yJV5xbzbhzqjmYrHkOJsXzuZHLNYrIjImUMFTGMP5vKJp9ryXSExS7IJ0RzEClDyEn5IkjFALc+vYlHzw4IwhDQfchCHlQFcyrkDEqdqK4BYk8DXGgNaa1Ca555Vi2bWHcYNBsd4Nsi7VFqOFn9U0nlHuKg9DwCmDT5Gb9Zqj0YRl1xAHdwhRjUoOq9J1UCKaTZBsOsAAUXLACQqWbUdgSWUKikKy0uRZDtKtcQoiueOSJBLkkHNksCDOnKSwJmvskf8GYGQVTjlGuAPAzmajRsoF5BAhWC1jQKU5KhSfnp/xi6srrnMx/7Pnr/jxo4fEIAJlFRXJGZqmoTJvOyRDjh9RgHaalsQvFrd8Oj0CpNBwFjqv+JuLa/okUE+j9EGkfTqvSd4zPq7xwXO/KLn1niElTjOKpI0JHz3OaNoQMCoLfBPYPMq0qqcLEIIiKY3RiYFEcvA0NwHujI4xwfPpvYdc9Cuubzccu4qnz2559z05vBPgrByj0IxKl9llnqp2uFzI9DERhrfj/L/r+p0obGKE3nvGhWNsCvpObuir2zWrtucffvSE2WjEatYwtD1k18bIOlJKnBWWZVSE6FFay4kh7bfdQIhiMaynczILCaUD605u5vfOznCV4+vnr3DW0PnAum+xSnN/JlqCu3eP+Pb6MivBNV0/oJKEdu9yUN3Xb1ac1hWKRKFz9ofWhJS4O5LF8LN8MowhQUz8Z0/uUClp+b6FuWWwV4yQoqQrh0TfdlzlB3DXe5TTMAiIKfUeN7bcmU9kQwRSIQF1NzcrRpXjuLZ8u9jR9PGQ+QKabdtjlKbPGp5R6SQbJ3c/UoLeJwKB2XzOcnkrmVlKHdxVKEtVGf7xH37EdrPlN99cMC4d57MZ751JodXFIKcnpaiNpVWRNzc7ivKIT+9KN2ZS1pS1xRpH7yVULiBgqiafqtarhpgUfZfYdpEueBlTOWgzqVU6gArhakDU4sYSTdK+6A2M65KLNdgE2CSFkQhZ5GNpLZk9VUHfeP7tl88YGc1//aOP6PJr7dqBo7rmetdhtFCTY1KkqNH7ugZJGW58YpMGuk6cJ5voWS2b/CBIUrMJstkYLdyaKjM+QJwKSUfJakmaqCRHyDWa29wGX6wabpuOlCTfKAVNi2c3hENRp5BisYuejY/ipFAQoiJkYvDjkxnn44rNrmVcVbRdw2VwbFZbTo5kwTzSRzw6mrBuet4/P+blYgk+sdrccvRAOi3T0PJq1VIXFS+710zLEQ+PZszuPeRsKs/XP/lf/K/4d/+P/yO3m4ahqrj44hnH3zvhF69ueDene+/qgi+vXzIejdDaMMSBejKhsoaUO6urbkCR0LtIqBWjO2MeH53wFz/7Apv/zlhpusUWZxWaQjQ2WlyHg99rLSJJyandGktMCe89N23HH3wgGU8/efqMQknAoNKaXe9ZNx2uLnm9yeBBHymcplRWAGtRnG3jqqBw8pvuGo/3ER32NbQUAl6FAzNHqYRV6RB2GgIMnedV3x40cvtsr5AkfNUouX8d0Ow1YyiUlrFEVRSstluSEq3KHu/khwEfBlDSDRiGSEiB0ajEDG85TDEK+gIVWWw3nMzGXG4HbMZ1lFYj7nCPUhmSqaNoyHK3KkVhcFVGM1Ew9B2TkUPbknW/kN9CaVSAmCSLTgI4IwlzGA9FlWGbgPJJkBFK1oDi0ElQxOQJVmNQ1EUljkClc1GZuzspZZeUjII/Oj3ms9sFNlu5P7u+5Z2TGVWSEOGrpuNmsaS2lgdGCtpX2x3GKIYYUVY+g/eebYSfLMUt+KP5GVNd8FevXrHxngw+x/4tYOA7o5rH0xkv+8B2vZYcMSOF4XZ/wC8MzaDoQqDO5GmF7F/dPvdNSwcwaiVk9wTBJ+aziu2tFGwx9dysHOPKM1KO+uSEV29uSHDoaCUtwaXPlktu1x1aw7iW32QPxTUG9pz9/7HrO1fUd9d313fXd9d313fXd9d/MtfvRMcmkDBaUnRLZVlnoNu6G7g3H0tcwBB57+Epr69X3GS9ypuu5UgXHJclDs9l1+O9J5GwZs9pkSHrN9e3hBT59N4dHDKq8MOenaK5vF1RFSXbwRND5IM7xzw+mYqwFhnRfHzvDr9+ccWibUneUxYl/aBojFS8p/O5CNqwaBWlva1Ehb+fclelZdcMTAvNHz14yBBCBu/pg+/fhwy5SpG6LAh5VrvpPZeNSNgfPzrn+cs3GGuwzlDagnfuz8WdkNH6XdfRr3cYUxB9ZFIUBNaopGhyVycGTwrS0ei6QOkc211LURgyEJchJgbl0ViW65WkhadE0unA51EpZAF3wpQFT+6do4PnvbMJTXaEjUtHE+F0MuJXr28oimNcWbLpVozNQ/k3VYWKhj7JzN+4gi4ODD6y3eXU8tLhg4ykEoHKGrRVeZ6/n90HQtRyokyRFBVETzT27SwYi9Uaa5R8pqAgAxT3ZwpFIilBt7dNA7Gi9Z5vrhb88P4ZAF9fLXlyfETlLJuupXCWdYh89u1FbnWLc6UPgaX3mJljOqp5edHSNZ49JMJpmfkrrYFISAYVfKaT7tvyDpMSPioGHanQjFUB3VttzKrrpZOWOzAmBbQzXK3X3DsSIfc69PQJtt2AUgmTRKA8Lx3lkYy91m1LiAmbEsbAi41n16yp6/IQyXFcyWl3XDpWg2I2OyH6iCXy4ssvAfj0k+9xc/OClAxlNaXzHbYoeXD/Pl89+waA/9P/9n/Nty+vSdHwgyeP+J/9sz/iX/35T1C95+j8AwCuXj6nntT41ZK6LOU+3vUs+v4tyO52gy0NxmrcYBgKEVYenZyx7hYAbAhYAvfuHNN1O+kI7B2Jbq9BMvRBOjf7EYrSmsvVjknu4r64XdEGGBeOLgSM1VgHq7ZnyCOti92WeV3jtae0BofNrkJ1eHamI8vr2yUFJncMxAxh1Nux6ViL8yjkVOVxZVjoQcbZ+e8kpFNtrcr8k7cqXZc/l42gorx2UYIKmkDA2YI260N2eVw5chU+yBOVPMQiYdhnKgVCStRG00Xppqx3HfdPJoeT+9YZ0dpFkcOqJCMkQnz7nGpFpTQzregRh2Y/DBzXI/bSe5GOJWwy9CmyVZHoDYIflCvmyAKdFMrIWhBR6JjExIFEvFSuRNUlunSHcbNSGn0QV+vDeDYm6aTH4Hl/MuGLpYxEU4r8+29e8E+//zFvVmu2mx0qBmJS1NnY8nA85lmzw2EJ+D1jHZ0UPvczfrtZcTqpeXT3iOFywabvKGqHU+YwBTgfj9Ba0fnAO/MxSml2bUOyw6ELNwwei8InsCnRKzDa0AfPbt8Z65V85igda60TqIRzjjdr0Wg9vjNmVMB6vead7/9PWd/8hO3rSwDK3NEKVvPrN9eSNG6EhKy1ZdNJtxkgeItzb7VNf9f1O1HYKMBZA8YwhJbrW/mijdE8PJmjlcEnT7cL3J1PJAQROFFjll3HREWOTEFImot+g1GaeaYyNp1n14nI68XtmrYb+IfvPqLvAnUlN2HXB45GNYvtjip6OhSPTsdCXNxHGETP1aZj3TekqDiajHg4meCMwuW5c2GNLIgxsF9RnDK5BS3/++F8gp3AnarGEzJFN2PA2Y8JxAao0LxpOp4uV6yHgRjeahtTgPHplGa5IwyJ9z845XQ0pq6KQ1u+WWzYDYG6Logeps5lQeFba/k+VNFk+7gfPIVz+L8FWJKUF4OyGp/EhkrUkBL5pUhqIIRMVkYzn5foMGbVtkzzpmO1pSojV9sGWx5TmpYn5+eUVjOqMowriwmtlBQoo3HasLjZUeVwvSEJbLDvOxprgITVBh8CMezHeVJMyhKvshvEyLgvt/eTCtSDYVpVrHetWHCNPvyN/b1JglFlqewROz1QG81vX9/wai334fObBQ/nM+alYbPT9AQcCVc7Up7LX29alE50EcZecXu5wkVYNz19LlbvT6cyYgkepcRKmqwUXeYQERLZJk9hRGvmtRdLulfUGXHgtEWlkLNtIn0MDE3g6+0VD+dinY5BZfS+wXceZWA0stROcZvFqCbfH4UzXG8H2qaj0AYVNZNaRlEvtlsWveSNjd2Io/mM6/UFNhjGY9EOba4vef/RO3SF5vpqAb3l1eUNg3K8eSNt+ep4wvVuzePz+7xabxiXhjvHUx6Mx3R5RlJXY26aLZPKUUTNpk9sVy2RyO2NfM/GKbSx7JoeFRNP7t3hm5dXNJstXd5QtFOMRiW1UgQtwLSoxP2xzxUKWjLOYhQXGynR+cC4rBh28ns9GB9hWLJuO0rtJIYkavphODw71mhudg3vzKeECEFHKuUIRPpszzPKcOd8ivGw3HT0/XDQnezz7LSSMapFkTTE2nBxtaSoLOHAu5fCRitQUWceXnbdhbd/x1i5sX0U/EQEfI6vASgKw3rXS5SGghACVWkplDqMNnRMFNbS9D1OW5w1XOrAYrvm3bEUfrtVT1FbBh0gO5rIUoC9VEADc6sZiAxR7tWRLrlZrzk/knv1Zrl6q39DRij6/wcAZ3TeQ0TYw4PpnLKueX51TZ3vVR8DyUfW24ZtUXHsSonKSFGs14C2EYUhabBJnHBdTHx894zLjei4orE8rA2fffUtZTaajKuKGEW3AuLGUySC8milZE3TiiGCyXrLs/kYojy/T86mfHkLx3XFumsPEQalNrhJzeb1Feb8GGMM75gJ113HbZD1px8UQWehtFGYfFYyVh+0TL0KVDg0Ql7vU6AyEsnz6P4xANvVjt537JqBr3/5r1ClZFV1PjDNwMlF02YYIYKkMGI2kXtNvsMya5Teet/+h9fvRGGTUqIdJPl2uVgzyUXJ6XSG1pJhg1LCcmgaznJm0PWywQ6S6OqcYZ4iS2PZ+YHbzR6/r5hUjt3gqSOoruenn/2WT9+TxGGAXdsxG40xE4cdNB9OaxGThmwPB1xIXG83OYTM82h2hCHhtMWyn/OC9znVWQm1MeVp8H7xOS4LCRHsk7BudMoBYwmt9mF/8pCuu4Hf3CwYYpKThIHg36aN79qexw/PeH21pNKWWWVZXy/EqokI2GrrsKhsAZcukiYe+CF7zZFWhoTMqX3wWXOQXyp/jkorki4IQ4cy6rA47f+R0RaTFH3w+D4xnzg2i0Sd6ZcWxXroeXPbcDyFx8fH1M5gnZNgSOSkajNe3WpYrlfsti0xwTbzFqyB5BVnx8cYo3ExyuKU8eMAldP0bTj8XQWHXUKpvZNC431k5BxrGnFF+ZihsPJvP757Lo6D4LEKfvLVM4q7M5Zdxx++/+hw/0SVIEpUhdGij5nXNddtvg9VPvnHxPpqzchawb1vBubZpj0bjxjCQNIFRiWCirhkMqE0s0GQxOICg1EDMUphl1TA5ntsVhte3jbS/VGA0sQUsdby6xeSA3UyqnhwOidq8HXgy8WS0Apr5u6hENUU1qBS4PnVksJW1FbR+MhXN7eH7zIFiXPYuIblZkvfDay6ho8eyfejTo752W9+xdga+ZtmzMnsmOA7qixQvz8eMXvvU6qyQGvN7M4p39/e4m3BF1cSRHv/+BR6Q2x7puMJz57fCBHZWKoM3AhJsq36PuBcwTAo2hDYhA0uF36DDzw4nhO9aPKMEq2HVnG//2NiImJBSaGIgTfXOx6e1gy5+LlbOu6XJ3y+3bLedTRdR6EtKumDK4oQMUZzu2s5LSuCkc3PGU0d9+uGIsZEbwLH85o3b1owjkprare3GCuUkcOO7wd+/vQCpzVN27P/J8VkhDNSzgdh8CJErET5t7o6PncwfedBS3Za1w/02fFUlyUTDMOQGIicFgUORbAanRO3fZ9ofYfTlt4Edhr6JCyZi1zMv3c245tuh9RpgkpQEZQ1lHsHVkq0ccBpS0xQaUfje87KGpORCyOjWQZPliUCSijiB5iCrL2hj9Su4I8/+YCJsfzV82fcNjtWfZN/CmGwKODles292lEqTUCh97yAqOUo5GFQipgGVEismh2fvCPhsKHvCF3H4D1JCy6jsJa6dIdYgZg0HGligBe7JX4QcXhZRNqsYSu0AmWkK5Z1mE9v1xDhn+UcsR7Nz799KXm4GWliguK0Kpj6nLNmWjyK275j3XsqLWsG6eCPETxEGEAlEhqhByQKo/OuAN5ERmVJt94yq2s6Lynp1ile3+zyH8rRPplynwNuDt16kPtpUtbfdWxAOATWQBcj3zsRBXZSAqpSMaGsYr3dstv5gyDzfFbTjmvSesV203IVPDd9x8Ra2lwAaGuwFkZeMbISytZHxW++esr77zzMLx7YjhTOSOL2T15c8cdP7jIbj3med9PrTvgJlXHcPZrijLRzVRJ7IUAfkmzKyPhDGwlP7EPE5AencGKPLZxiGCJW5dxppbnJYtTPXt7wcDbhy+WSwjmUko6Odm8JBykkUgi8Xm/58UePOB1X+MZjjT7cUDGpA+9ARQlqNEpea89/iIjQUELjbLZXR0GS7wskRBw5RFlo26CEt0E8tCh9yJAq78X2bKBrWkYjy6LJYLQ0JqaSwsLj4xmFkjyWYWgP4r3CFTlMT3OzXNE0bRbShYNN0g8Dp0fHdDHxutlytd3ivYC99g9y00Rs/v6V2kdImMzR0Pn+UrT9wGg+xuk1QwTywrc/DPoUabqelW8hwuPzU15drbh/Z8y/u5YiIcw0f3r7Bt9F3i/nDH5AoRkbwyIXkCFJK75JPUflmM538jomMexF0V1DFz1j21MYxbQes+kGtkPHNt8b27bj99+9JwAyrRmGhNWJFNUBpnW1aggxx4xGKCvLUV1xPhphq/zsjEbZRZNIruCoLIkq8v7JOZNcHN6udlxtA188e8U7d0/Y7HqaCJt1x6EjWWh2qadHxK/3j87x45LbX/+G7U5cUXat+OTBE5S2BJWIQ0ddFrhqxIvtcwDupcAXXcdH33vCFz//DbvzMan3jFzCZq7OP/jgQ/7622/5ev2SF18vJDHdWFTerAHGk5Ltsmd+VKON4nJxw2hSMJtN2eVRy/v37vB4UsopWglPSCPW6rfCcsk+8iGSjJgBrrYDT84l0gOk+PbK8riecKktl1vYdJ6pdagcdBhTCcoTo2bhe45NwZAiWulDfIMCtkkOSSFqzs6OWSw2lEYd7kOdsUcJBCqYJMQxJU3IFp92sSMbo7l3dyadcG2IPh4KfK1EOKtVZLHasmxbnJOxxSrb2Ed3KigMlQ8UyUms1TBQjiXUFyAODbcKovGH+28PH9zkUdbTdo1KDmcNfT6cGmMpVWKUv+cez8hVNF1HlTvFVVIsu4ZZfs8hwawqWG8HrAEfha/ijGbIjrC5rXny4JT3jqf0bUfvW54cT/h6sTpEITgfUVoxhMSua3jeDjwphR20H/mZ4GRNdFbs1Amu+45yNGGczRQdFq/EKSZdKOl8pFQSM1QwxIjqIJjEo9GMLxY3wr/xiU+O78r6kwQhYXQCrTgpC3bdiGfXN1xlHMdPvv2WUemYVTVWW1mrnTjM6kLec6lHXHUNGjETrPsBlTvqb++xIKNMPDpqrIq5m4ekdSNdr13bUdYl275DB814WtCvFS5Xz1rtUUFJ2E9O9r3EW8NFTEZG3L/rHRulFE4HBp949/yIQyE+SHGTkif6xK4daPueUZVbi11kPnKYh+f8xZfPCTFwOhqzbpoDBKkPA0MLc2XwSTIyjFJgFD/55lsAfvzR+7SpY9143ry8wVhNxPLLq5XwN4DbxZZP799jN+ywUfQLBoUy0qkGqCuD4Fmkoo1K0wePVebt6EdFQoIh54NoLdbfddfz169knqmN4tvVCqM1IYhjQVsZh+1HY6SA0pree758dcPowX3KfBLcFyRpCLRDj9KaGDqMsxiliAHy+iSOCiO00KQi3gdQkMxb3YF2Ct/DvdMJGIc1vSyaGJo91yLow8NTZAfSnshZVAKyu7pd8NGdgrqYYokUzuB9x3hUE/ZfYpST5sVixTAI6yN6KJwjP6PM6imv2h0X2zXRC/kTbUQrofbsi2xED0H+P62k8xEkhBOgnBao1nJxcys2WEHDClcob0xvbpc8Op7LSFEbtFEQBlIqaPIcvMax3LSsFju21ZY7szGls3yzXB7c8IXRTMuK1LUkK8Vf5SxV5TjPFN+z8YTfXt6wMi2zeky/3fBq17Dt+8NCoJUhDkG4TQEqrRlSZIiJ3Ua0aT968pCQPC9vt1Ta8M7pjMIYwB8ccz4FjNGMncWj+N79M7TSdIPn1Y1oCb58ccPVYo2tLC8vlxSTipdPr1B9ohxnyNhZJRvDxmMmjtc3L9m9DJzOxrzJdu/lJnDv0TkPtafrPT9584L37z1gd3PNt2/knt9uS4Kx/PqLL3i2vKG4KNj1nmW74l6GN35zvebyZoctpvh+jTKW4AcKo9FZV5a6yGReUBnD8XjGME20fcuQAnVeE54cz1jtOspCk3FV4jQZ4qF7niLEqHFGOsXLbqAZBBq3f76CT8Q4CKSsqrNTa8ng/SF0EoJs6Cj6GHi9aym14p4Z07VZM1YYCqNpo9x3zlrOzqcsr7aHLqMzOmt9FNYZtNHiLgp7TZiMjEULlLi8WAPSOfQhMM7hp4XTGGe5Pz/m9mpDXZV0YUBFmJzK6NCYBN7giZk4bTGWHIaaDzuTkrDoIIq9V6NAJSpnOJnJa9WFI/UGw0DnB4zSVFoyANusGRvbEj/0FIVl62VdUWhqaw4E7LP5EZerGybOolXCa0tVVRxNRrSZvjtShhQHiuTpwsAQEyfVKMsJMghRicZEAc0wUFUlO2uonD5AKdtuYNPvuN560emFwNhYHhrQKnOQyopWB1IIDEm6UM4aet/RyyOIcYqpMzQo2tBRaUvf98SgeJXxBe+fHNOqFpU0Q4h07cB8XHBePeSXGSVRFFY4OSYRU8QpQ8j6oTJzqwKGO8aw267oYsRZRR/ke97/G9AUQAqepBMM4lKdFY5JKZ2f5SD6znFZ0PYdQXmGLrHedLic99dn2rzTkpsWAKsDffpbRbhCNDi/6x0bRcIYzeubBT98dO+tTkJJ+jQ6stl0KK3Qzh5s0dNRQYiRbdvx9959wL///Fsumy0pJZphz6OA00LC91SUeXZlDK9XLeucivuXv/iSjz66x7Pnl6zbno/vnPBvvnnBy6tbZhnq1e0KJqsN7757l+1qTe002hi+fnFDUcrPdP/OnJ0XfU1hNUYLHZMYMAeZmwGT2HY9Z5VjiJGvVzu+uV1mjLtcSavcHlc5INOK5iTtBc+W//Ljd6mdoR0kOThaEZDtT5QCW0OUf/KE48MgCP39yVTl7ksQEaLYSU2mrOb3EhWFk7Txh2czohdLsyJhc6GlFDneAryS7kiMgUppsY4C379/RCIxrits6OlSlDEUmjI/XH0/sFht6foOTWJU1EynFa92LQ/HIny99j2vN2ssIuqOMVKUjjCEQycqabFuSwctEXxAWwfas1hLF267XjDolGFWWUAsPvEDi2PXD9w2HVYrPrp7h5/86kv+6buPKazhZ1dC1h0qy/WbJfWkYOQcgYSPkZOiEhAbsGt7TpPj0eQOIXWkrqH3UFclv//uuwB4H/jqakHX9Wzjjq4oMFo4PPtVojKaTTNws11RFo56UlHoxHYImFJ+sK5vOBlVzM5meKAqFI0fBHC2V07HiBvVlBq2jYfYkQpNt/P87EsZ/Wx3HXEIYAQ9MJtrRmVBcvEQGtisBnQF03JCXZQ0/Zp6UvDO2X2ucmGz2e0Itwsu3IjZBGpl+fkXX+HKkupYfvf1LvEv/tmf8Oa3X3KTAtPJiJP5jPfblq/yyPizp18Qup6TyRjuzbh6s2U8r1mvWiZ1Do4cIjOtsbWjawdsbTEYaldQ1Dm0tOuJUdG0nmLixAac738V990YcgGTwFg+f7XjB0/uoKzF5SI8qETTCkU8xshd51jUBd3gDwyWUhv6vMjbKCOUPimeLjfcm4o1OA4J4zSVcQQCaEWB5ez+nDyNYbnYCCQzRr68WaFiygGPKmfBAyERdcCmQii8SUYvKMUmwzYlORxMo1ludlSVQWmR4ExzgrzyCkVAW0PY8wqVA2MPq5gtsjYp7HlVkfunc0blW3G+tQoMnLqZdLD9QB9l1DvVeV2NkbIo2HY9tbW0IaC1ogmDiOKBru+Y2ppoIyjLvUkt1PKhZ5z1KkZHfNex2Ha5Cy7aKBkA565y8vJcK4VVile3N0zPjlHJHOIbMJo+gVe9bNRJOho6i7dBul6T0tB4L3VnTAxxEARSBuINg5Dii5TQ2nK3GvG89cxK+zZ6wA/UrmYbW7oYUdbQrlo6IrNaisNNP7DpepTTXA8Dd0rh3BjNW3Wu0uiUuF+OWSX599I5Mgcd16odmDtDnwRfYbX8jQQHDeTtqqNtAtNSswsDCY1vPdbpwwFfaRE0yBJvcEko9MGEw/uJKVGXjuV+A/k7ru/s3t9d313fXd9d313fXd9d/8lcvxsdG61Zb3vuzqd51JJPRL2cMNs+Siy9j2gdOct2y8Jqmt5jkiEleHLvnF8/fUlKe3MdxGhpCcy0nGJMUnx1Kyft/QzQa3j15pZP3nvMX3/2FcZWbJYLKlXye++9D0CbSn79xQtS7zFKYbRhVDtsdU5lRFjVEQnBMyoqlFLoQSzJKP2WIJoiPnqUsXzVdVSVg9OKdLU6QGpTSqioICWS1pLNpBTeD4fP/v7xEZPSIozBhIoBEwq8ipAzRPa2Pp90DuwUO7QChj2uPJM7y8JBiihXZkqp2E0hz4uNQ2uZ9SetJSNKvUW1ay0juBCgNg7fB0KCLljujvZqeUNZGsZ1Sd8p9DBQWosrnThBgOvbBSRFYRWz8ZSiMPz0zTUxeK6zW0dphVXI68dI1FDXBet+Q9jrgoLOVmst4XhKoZKnaQP5o9N1mqQ92mYFtUIEvSnSx7ens8vVmgC8Wmz58N4p3/Q9j6qam5W8n/WrC955510url9y9P59dss1TdcQ4lsNErbgwYNTdp3icVHxajLnxWbFUXnE2bloyv6b//wjiv/bmOcvnzH0Ce0sV6sFwZXUVk6vVotoflyXTAqHNpYQekZO4jcAupRoQ8QaS2UUIZJDARVuDyIzlugjVyESY6TtAz/9m5csVpuDFdc4TfTgt4FiZLl4veD+/SOeP78h7Um2XSBFRX0mkDynHB2eb99cS5IhcLnbEiYJtWm4X5yineMPPvwBXdfQ5AS+tVkzSoE+NHx475yvXtyyXN9yPj3i1Ua0TL1XTCYFIfQsrte4kaXfiVh/PxYkgB4XTG2JN6B8oLCa267hUR6f/eWrV9wfjXgynfPVzYrTWc2psQQVDyh7H2EIEeMcFysRls+LbKPeIw5UxBWOGGSdijHw0XiK1pqf3wjNte8GSiNj8KSlk2C0xBV8fSMdrQ/PTxiGgDKKymoZFxqxKqs8SqjHFevbBmUCPo+fTMyj+vwMyjE65ykFMFa6t8YohuyO2WvORuOC5WpDNySU05S1kTVHFg6sNgx+oCgswUfm52N23YDfP19R4YyhFykqs1nFaGQYW8ewD6JVit5HGGkqY9n1A4WCwtgDakMwF5HKWDwCp3RWuhqlymDGtuHRnXtc3y4Z1wXaD0hgxl5RBCh9GDGNnMU6cXFOS0fT7GMFBkJIaKNw2nCz3KLP5sSoD+aOUinwoolSKWKcpvfiDtx/z0knhijrmWQCig2+SR2X2SnpNEzLmqp02KQwzjE5Oeab5eJAUL/Y4woS1wABAABJREFUbDgajXGuxNqe66sFnR8Y24I9LXFSWoaQaDcdxWNNZxVVghD14RlUOpE0jMqKOhpKr1jToHQkL6tYnVgOPRjNyFi0EiBj6wOLrbznSAIlmIz996mNZj6rSXutThhAOdkDo2IgkjS4pLHZHayJxJ5Dxtvfdf1OFDYpJY5nIyZGMnL2SHdMYtO2dP2AzwLi949PDuJhH8WOaBQ0u45qbyFUibIQHU6hNdddRzKaE2V5utxCEh1LnVvTzkA7eL589op3zk6oneK//NH7/Oufv+bn37wAoG967p7f53Q8o75f0q6WPHrnA4y+5NGxvNZPv/2aSVmhMo8kpSCBbDb9LXGaxiuh/Y6d5cXtmtI5imlBv80OGm2IKqKVEbeSCkyrkifH55yW4iIprCXEQBx64hBz4nPKbBe5bZQKiKwronCYFDkva163HXW+s/yQCDqhg4zQkhL9x98Wfmmj0TpR6IQDlDYom7VEOfBu6DzWWmyh6DY911vL6QienEyZ5+RlHyKlU5IcXjkqZ0hG0fUDF1nXoRFrtXFjrpst14sWS0Bbm0dcSMGHkmVNy39lpyXhes0eqKxtdukiieYaza7tePzoziFbZ/F6gTUy4ksqt0eVWO33winvE0PrKZxlNrJYo9h0gd9crXBZvHcyPaL1G96ZH3N9+ZIjVxK1YVqNWeVe/jh5VoPhYr3gqqzZ7NYcV2O2ywt+85V815++f8yT84puNWex3fCrb14zPx5xXFiG7Ow4mU4ZFQ6IpJgww0BnlYxY86a8bgdqqyicWOXX3cC+ke73to2k6VRP9ImYNOtNw6Zr4W+lSfg+CI7fB6IS6/J6IaPefa5QObJ4H+m9OMO0MbjGENXA5WadXwsm2vDeOw95en3BjyYjPltcoW2FzsXYHz3+gD//7/+UWTlm8uQ+9+uG3zs75d8+/Zo//OifAtCl13zx7IpNv+KPfvAJv3j6nO3QYq2mzXEShdas2p52c4OeFoTBc392xMhYVlk8DIpX2x1vmo5xbXn2umFSOf7x3SP6dHjLeSSreL1omE4mgjeIKmOqpcAurMkBgSnj86Ww+OHxEQA7Et8ul+zankppCU8EWsJBz/NqtebhfE7nPRHFzBX4mBgUlPkdG6s5Op/Q7Xoqu6OPiWgiKqoDpXY/qvKZwssQ0VZlirX8m2GQ0Q8J5qMxnz1/Q1lp3rlzQso/hlGay8WG6Xwkhwirud12lIU9bKYxwcOzubjGrKGqFP3gUSpQZb1KN3iMSWy6jpOyIvUdzll23UCV12efAsEnnEl4H5lUlSRFu4JHd0Rke7FbslgvGY0MLgSGXNhZrQ7RCEnOgbxse75fV0JhjvB4NucXzZX8XkpjDIQ0EDFoI05Upw0pP+/KKnz06JjEoOESMcdCFJkFpIKwYGIShouxkbbvWWw6tp0U6rPS0YSe1CZGleA2gh+YGM1NdkUlAq/ebKmtwSjZ7EOUvESd1xblFWOrWKrE9abh4bFhEzVzPCljKw77pY5ZRwqdDxROuDkgWVLGaEL0bPvI2bTi5XLLEBN+yIeUIAYM6wyxSRhjSUly3vYhqh0csvaMgpFzWGfxfcLt1402yPj8P3L9ThQ2IBvIwndMnT64X2ISRHllCmLqGRsnAK39kVsFIobVtuXqas1kUuO0ptDmYLd0WnEyqhi6wLN+h86WSTdyB1v0kDe/3TCgG8Uf/eAdfvCDO7zaWL55Ld2Yo4ni6Kjm9e0lP3r/D1lvNF9/84LFbstf/koenH/y44+53lzQdQNOael4GNFw7JXnnpiToDWt77g7HvGmadEpHSzYGNmoYoKzUcEnd06ZlaXkzeRuzNDtDpoWqxTOFSijGdqEzvj9kEJOP1dEI12JeWV43UVUFlu6IPjwmOQgut22ki+l1dviRimskYBIpS3KintEoTB7XkdlwMLVm4YhlJxWA+/fOcUYczg1OGuJSrMbBpw2/O/+25/wyTsn3J/POcmBiete8+ubBbXW7FLEGdEyDMpL8i5Zj7svFCN4q1gsFmirD3j5PeMi03Bomp77D894//ER+pW81subpbgqlEanyLh0dH3Ax8TmWn732axGOUMxNizXLS+vvuXhvSOWu+awIJTKYGPB/OEcFkvUEHjZ7PiffO8Ov7qQe+N61/Bie4tGMSWy9R0TVXM8HXN1LYXWv/qsR7+6ZLlu6AbPqhmoJgGr0yEdftdFRqU4UCKQgqLQCa8SIS9i92YTtI503nM7DBgtwYqDT4fwwVJLIGzEcP3qElM67hzPePHmlirjFvqmQ2mNKjTGygm27QP37x1xeZn1Rdue6fmY2eSIRbflfDRnXXra3ZI6F7TtouFkdsKkdnx4NuGnz99wudpRjyo+fU9iF75Y3+Jmx1xvVhz7DeVoxH/xyYd8w4pnL/5GfovScTayjEYP+fW3F7z34B7frm65vlwcDilVIYGNZlzQxh5bWPq+5e7JlNt8cNgLG51J7IZIN/SkmPjVqiEfOhkpy92q5tvrNdaNOa4MigFUKc8q2VGo9VumitGokAQ2lR+dWhusMdTOiY5EKboQD+BOgC4EPru6JAbFg9mIkbE44xiCP4jqkwJS5PTsiPuzmmXfcbXuuNltWGYgnlYSLhmDdDISmuiFlxNyB0AZRbLw6y9fokiMpo66dKQUDw4ajaOq8t+M0JEojATh6n3fQu/jVLI+LUjw4xAjOruijNkbCCK6GHFUTVi1O2r7Nl8vhoRyitoWJCUMontHp8QhYFp5Bufa0JbyJSgCpdVElQjkUy3QpUjUiiF4LtuOe3VNFzxPjmp+eZE7SFbj+4hRTg5XCa4WK0IUZAFA7yOzeY0eBjnsJIWPiSYO2IxcKJSE3PoQcjiV4rrdMmTNIEAwYuFPNh7yuGJC8A2Zp7RqPGfTMTYlFs0WYy0+JQqt2LZSIJ1PJ/QdFIOm6yObpqdwlm83LY8mR/JbJIkESdGj0AwEjEuUtiJkkVafEqu2xyuNTnDRdriRo1m0+Oym6HuPGYvroh+8dM+cBaMP8L3CFYJB8RLr0OvER4+OsM7wy89F8LzXK//Oh2CmJOTKlGDdJ2qbhXfWMCoK2q6nLtxB0LofgCjA47m+XoHSNE3HrKqwxv6tk2kktoFxVVFpRVeKsFVotHncQCBG8CkxGZX82c+/5ZffvoSk+eiu8ARevXrJdnXF6WzG6uoV79075k9/9prjkxPOTuS1Pv/2FY/vzWiaG9CJhAEN6yEcbNohi9oKq2kGER1W2rBEBMFyia38k/Nj7o2nOKfYdgMhBtyBHaPEkp2UgJFSRCuHT8KGAASel4SkU6AYUmRa1XC7YTiIq/e03pQD0iyaIEGQ++4H4KMiDEFgftrAEAn4w0Y5ryv+9Z99zg++90OOi56z2RkJ6AdoU068jQW6V3S7HfP5lNW245NH9/F+4POFtO63rUcbxcb3JGcIkSx4TTL+QlrBYsIQMaZWCZ8SQz9Q5GC4BFij8F66eienE16vV/S/bfnx++8C0Lan/Or1Dd57ArBsBuajAuMTYSYLVDFxVFaz3g0EDXZquViuiX8rKbtKhuP5MZdv3vDDo4KL3vCH3/s+v3j1lHZf1ZnE9csVx8czTBkxJJ4vr3HGcpKLzPDqGb98+ZrzsqBwjgd3x5L7ExOdhO7QFxBjhVZaQgsNJCXpwSavKK82a2KAyhl5uJJkaG37gcJlRo1JqC5QawcYdjsvrjOVDqetelzQtYGiMtAnObkpKZhnU3HQNF2LCrBs1zRdxzd9y9g6tDKUpfydTmnWPvKbywVnsyPacMnZ8QmX2wWjPKZ88fU1H905Zzy5z+rlG0Z3Kv7lzz+nXRje//5H8rmefcEo1sxGU/7ee4rKGV68ueF4NOFeBg+mSrO43WB8YNclQgnjkzmX6zV1HjfcLUesfEtCyyHEyJjhct1Q7h1Y2zWT+47bpueoNJyOHd53aO8l7TovXHsOVEJjkyYaud/2ExIN/ODojM83K6JSdH1PbQtqDTG/n1XXYjGEXIz2MdHHAasDKhfzTkPTB0ojm/9xaTgd1ez6+WFE+2azY9ls6BWQJFNMoEyafXqPcbJxJR9IlaFdd8znI6y19MM+4cdTlPogUG7bnmJcZM7V28/ugwTqxiRyApUUpTlMICmNwEpVUty0S0ZJDmy1KejyPXbv/D5Xt1dY57g7P2LoPcv1iiF6TkdiFiiVfJ1dlHEdSpFCJOq0h3YTUiQFjVGWV82WPgYejOZUBD7NQaufXd8cTB0+Jeq6ZjAKjOboWF4rqIjfDCKSDbLmGK3oY8LlajVlJ6y8B83z61u6wdP54eC4JDnKugA0gxegplGasi74OOejdSbxYDLl5998S6ENrQ84q/F+YDYSYfmm65mVBRMVqEpN5wNdhNs+sLiRQ9MQIn9wdiLi7hgoUOhkudk0NLnIjMBsXOO0rAVKadouEFLE58OyKxxBSzF35CaMTie4PvDkbMQ2Hwp+vVmikwRsJmSM3YfIdFQeTD0KndlKv+OjKEg4lVUxKTDkh6cbIs/ajqkxOBJ35nMkHC7fYDFxfSNUSmVgo3vuzY54erkgd+UlEdxp1rsdyikMRmISoiJmK6VF8/7ZMXhDiJ6j01N+8dXXHE0cN1dfADCbVJzOJhinub6+onAl3//kff7Dz3/D9z9+AsCrZ895fvmKSVXLOArhYAQfDroF6xKoSO/lxDYExUnteL1aH7oxRWH5k3cfoq0lpMgQxbrt9NuWcsqwppTXrZCkYjfGHuyNiiQjBOVy18UwtQmr1OF0NoSI0hEwDLmVrJXEOxTW5S9ROkNRy8ndohiSQmPZrqRoWV70zOYnXNy84J0PHrJtW9EWxcgodxt8jAwp0g6JIwK20Pz0xZs8LpKXskbSi7Fy8hYHtpyu9hokrTTaKZRPh85NWWierzaM72RQCwGd76N+iBgHqU9crBtu1qJt+PT9c55frFjpiI7wwfkxnsiL7ZaHDwXjf3nxlO1y4J37J9yuB945GrPbBmJZHmIOppMZsdtST0qeNpFyUvMvf/pTjk/rw2isB1Catm25UpEQoSolVXiRT4u/ffmMd999h1/+7Fe8Wex4951TtErEfjjg9796c8vl9RpI1IXG+4QrLY/fPaXN9uHVcocyhnX+boYuYVxiOpqybqTTsm0HSqupCZiYMAkqD3fPZ6waKaKST0zGJV0/iCtCg8LQ9h4r8eTEmFBVpuJGjS01bePBQ5eLuofnd+iHLdvlhrum473jOfVkzO6bLb/67EX+tQb+83/xv+Q//Ov/K6tdwU3bQ+h596imzwv4vD5hfbvkZnXNm8s1o0nJP/rkfX7+1QtuMpCz3HmGoWPjNEfzmkoZtos12+BZ5e9jZCxTV3DVtWgjXZcYE+u+Z9u81Zn8xbNLRrbm9LzMuaiaZCIhjxeNMyQfDqPbpKTHaYzwQvbfTwyBTyYzXhaWl8s1276lNiX9/jlNMjJVKnG7G+jCgneP54SoifvxUCoonKFSiqA1yQg9fOQSo1zUPT6ZMgzn/PZqwabfsRkkbNf7eNCQOGVYXW2IThHaAWOhUgaNZjyXzf3Lp284mtY4pWiGnunRCCndciQCciqPIYpDJkY0JSoJJ0bnbSspGYOFGNEYvDKMR4p10/H9hwJv/OrqitYnfOq5bHbZmRixyvCyk7XlTlGBEV2dR15XaUuIw0G7GLKDzSYZ0191A3dHnhAVj6ayJnxxK2NmuS0D/eC5b8eCqcj3qisLrnWAIS8tScJm+xDfYjRCyF0Ow5vFipBCjqFQjLOL1manqdeaRSORCwn5LuojeXY+OT2WrhxKNI7BE0Kidu6gQToaj9isB3otsNUY4c1qS4pvf1OTIs9WGx6MZ6ADW+95uW5EPpD/jTUKZRVd70kpsVg3+BjwQzxY+JOKNOuOux8+ZuVv+c1vn/PgdEw4Lg+xHX9451zW4widiawQdpv3bw/dxpKxEv/jHZvvXFHfXd9d313fXd9d313fXf/JXL8jHRtFTAmnFSEautzP0zqy6QOrNHA6KnjHGgHI5XlxnyLr7UDrIiFFpuOSHR3v3TlilTsJu75n1XTcOR1zcjTh68tbDIpgQeUOyft37uCSohppFiso6NA64HTF3TMR6x5NRmy7QNcJUO7Zm9e8enXDs+sFi82tvF8jMQzzBzUkmfummAFgWfcSh4S1DmI4nNKcM0x6x5DV6e+fHEPh6PvA0DcZdSe4/j1a3xhDShEy/C/EhB8kTFTtYXeZXbPPnUoESIq745qr3HaOWVhL8kJQDiqjJdWBqAxJYGCIY8hH6IfAbtOz22VOQtOwWq8Y+sg/eHI/g6UGQlJschZS23WkLFJu2oI/+f2P+bNff829d45w7HULARUVUWuUFhePyZj4mP+N1jJ6izqhYiQpx2hSgoKvr2WkdVrWTEYlRiXsccGrxUrcF87R+EyTvvAMQyB1nk/fvU9pDDEkNmnETMu/+Yd//M/5V3/+3/HIlHz67l1ud4Fy6vjyxTd8PJJ7Y7PZ8PntGzZXDdpB8q/4waePuVxvCXtcuYpUEzmp3VytcUXBpJ7hCYeQvpP5nD/793/DumkZHZckJfAvHTRY+U0/OZ+BFTic0YpdTLxpOn7ym2c8uS8t9+vbLUenE6JPjArHeF6CjvRty6bduwUjyzZitSaiafA0YaDZRpTLnQRl6HqJcEgq4YxjOi15+XSF1jL+eP/RfVaxI5kBXWiG1tMNnmE7cPf0WH4v17NcJ6JOXA/w0fk9Xq/e8Cd/8EP+1V/+NQAfPbzL/+X/8L8hOUsXxnwwL7noOj5bXNBv5Hd/d1Lii5KTkzv0OFwx5tvrC+bTEbN8Ony1vGYTBkiaTz/+kK++fUE1sWyWPufXyIn7Osp9rJMI7o+nNctdhz+AIsFqRWk1pZWcKJejD2x+lnUwJCUJRjYpghKtTQoJcxB2So+jHTpOteHO+Tnfbtcs2569jS1h2Q0dGokRaQbPb2+WPD6aMs1uuNt2x4fn5wy9gO60Svm1ozzXCKOmNPDDeyegj9DKoVLgauf57798un+U0ZUm9lEYP0bjrMYUhu1O1p8hDihGBAXKaHG9aCMav34fkFnglWIIMp7qh0hZaWFH7c0dwQs1WmkW2x0f3r3H0CXuziw+yPN1dz7handBVFqcXhn9mYAmr/Nt8swY8SptRd+kFEMYsFa/BXumiMWSlIzItBIyd9/3TLPuZVYYFsNAQvLsGDxfbTYYLQ4vAN21zIsRldEsY6TvPH1KjCrH3jQWk2YIgavtggFF30dG1tL64TCOmY9HbLoBHyJ9TDTDwFFZ4Z3B5X3n2YvXlGXBP/noHbbe8zfPXuBUwbLtmGcgniHhY4fP6MJxZdje9LmrLq9lY2JTBm7TjpNUAgqtElZpdJE7Ntry5lpG1MpJ4LFOopvayyQ+eec+l8sVxhUU0zHpWuOUJiVFXe7dlAYdNIqISYbCeoiKEAJl5rkV0xLGBnObYxj+jut3orBRIItG0igdsHkT/ex6IZj4BNe7nmerNXdHk0N79uJqx1Z5ypGhRqNy0dMVHWYqP8TD8oTm5QV27Giix1qF95EYoTayaEyN5fHZiGfXO86OJ7y8XfHoeMZ8XHE0lllnN3j60GURZ+SkdMzfvcei2R7aailEsRJay6priUlLPkqKuD1O2WZdSxSRakDz5bMr6rmjQTbKX317QYqRuycTCpDNW8ugeS9cVFaDUQQvc84UFX0cKEt9mNkkogxXjSGmgEYcQJOq4spv8pvey2sNqAgx4FPKRsoMv1KJNET+6Mcfo7LwUqnI9XXHNpM/r29uGI0KxrVm23ecVxP6ZNl2bbaPg7OSVux95Ha55b0HZ/w//+LXrH/xirvvSjt9NhszUYoUA0E5sBmUFqJ4sdlnXRlUGmRxDxIaWBSOciwaG+00EejbyHa1FYtpAu8jf/VbEbnZaHh8d8ZRWXO9a/CDZ1aX3F5cUp7cA+DFV7/CJY2eHbPqO16urhiGksXthv+QEfQfvP8um893FGMn7gGlSH7A2IT3eTNN0K46UjLYwjIMnsVuR+HsYXH+9voKDJQjw9BH1psWpxQTpdmnnw54UpI8G98rKqN4Mq1RszG73L5+/94xxVFN13qeXt6itltGhUEnTcyL6q73pAS3ZZTw0iEwGpeUNjH0eYQXItbId6+VpawMj05PWS0bVEasX8YNm1dr/ADVxDK7OyW0gclsyjTrnTa9J9IzqhzVaMJX3Ya6mPHi8oJ7cyl+bIgEk/BBM1pfUH34PV786VP+yT//r/jip38OwNNux8XLV4TnX/Hp2T3evHnF/fvvcHrk+Ld/9WsAyspQG8d/9cf/Ob/+8gv+5B/+AZ+9fM7ITFltpehdDAO972UElGnV4g57K7LVSXF2fMKTI03bepyFZAo5K+QiKigwSQmpPKXMZrMy3srFhiZJSnuUYXQMniejKS/Vlhc5VTklz3k9YUgD7RAFfN8PfHu75tNTQQHcm83RcRBxhzOig0oJ9iGOCHIhanG/6Zy91PjE2Fj+66xT+sXLG37/8V0q5/h2teLrp1d8e7lg7EpCHq2OJhUaRR8CujZCWNcRm8yB0DvEgEERlYiDQwp0raYsOAT+9l7GMYWu+Pv3HhH6gC40vQ+Y7CyrrOFsUnO5aam0RKCkGEUukFfW28EztZ6oEn3Kns8kf7vKs97eQ48A+QwKHyK73lOovUYPHkzH3FyLyQCfuHN0xK7bymhLVkOsttykhqb1tCEc3s/tass3RkaiP35wD+00KBGmoxTNMKAN1PvvJwQqa1lstyij8ArUqGCs0mFEPFOaXduTQmJsDT9++JBfvbyUENP8ftZ9z812gMpwu2tQlJyPaxbdQKn3GtHE2aimKB0v1luSFxN8TG9hrbumxXuPtYbSlgxtizIJV9hDDM3L2xs2u5a//PlnTEvHqCwwzjIa1fTZUZiiAh1RUVOoxAaFReJiZndklBltIgUODrq/6/qdKGwSgpcnJZpgZYNF+CkxZ3Forfn8esnrzY47IxFfLRdb7AysMmyHnhNd0WrPLnAIBFy2O959cMK8HHG93eHQHI1HTLQ9MFg+vDtlCANHk5LPXy6pC8XIWbrWcxlFk7DeDdw7mZKSEERvtg0jowjRY3KBZHQiRMWLmzVH45IuC7dqrQ4am5QkUgEFzlh2m5ZV09IPgVlGkZ/Man7z7RW73vPkbEaJ6IAkwiGzZVSSyIkkM2eDolRCsxyyB3JiYTCWRKTECp49Ko4qCyuf34+I/6yOQuU06pAovLdAYi3KRGgbblYDUVfEZLleXnN6LL/F/Y8fYkxkaAIxGJRJrJbdgVIMkl1lkmgaSIqr2zXzecVm0/HqqXzP408rknUElVA2obUjmpDNylk8nIswFYU6rBJ4A2VhGRf5pGMVISXcvKTbrCnyidOgDknH89mIq22PIvFssSJFKMqCM2NZLbMWpS4ZkuX65pad8ixTz+L6Fjdy+EbuoKevn+KmFucc3gcKrYhJ0tKDEr2K8mZfYxI8RB9JTtF1g3Qhgb7xBCJd57Ha8Hq5QFvD8bhkPpIiYTJykqqrNMooYlSoPhBNZOezTkAr0k3kZteQYkRpWO4C1qlsTYZBHhLU2IhDJCc7Gyw+5r9jYRhAWcNkLOLO1bZhOh/T7NnxQ5Aip5eYh83VjqNRQV2XVFmH83y3EL2FLyEG1le3HD++x+JFi8vPeiTxerHh5N5dTtwxV7ctj2YnuO2KMnctrm8b7t2/x2a3oA0Dymg+f/4V1UvL9z96DMBt49ns1vzpf/g1R9MJf/35U/7R73+Pn33+W5qFfM+NH+QBNLLpaSMFd/TiLgEY17Ie9X6g1g6VJBDTGHP4vYwOubBG1iyl5RAAh78Tg0JbL8TflFDGEYPnbjXiOmtISI7lsGXmKkonIaPWGJL32CwW/PzNBVZr5lXB1FruTGey7w9via9oCXPU1ojTMabcLlY8z+yuoDr6UNGnjoezMU/+4IT/9mef0XTdoagblSXRpOxiVMKa8aJT22sXFVLMxRRx1hCioCKK9FaE7LqImYzoNg2qrrEq0XeBqCK58YMyikfzOTfbLuuYxEE0JISeDOxCZOk91hn6YSBgDq42n9XDGmnk+5DwORD2+XrDo1mNzhvs946P+Px6TeE0y6ZBAZvdgE6J1u8tzzspRFNAKSGwayVaqR8/FPt5VVes1jvWfZvFtzCpa4ahR+d21aZr6WNEa82m76nHo0z6TeyyCSIoxVTD1XLN+cmcUQGfnJ/wdL3hei0Hz7FxpErE7ZveczxyTEtDHxK3mSZ9UlfcNC3jGEnGcOUbUkwkHenzXuB9oCgsThsxoRQaox2YcMga84MHBRFPwHF/NsEPA12zky55/p61MWgd0cli6WUaENPb2zBJCvz+Gfi7rt+JwkYBQ0horRlX8PpafrAiJjr2GOeASrBoB2521wDMpgajDDs/UBdW/PVKEVJgn9M7Lyfsdj26D+ADn965yzdXN/QOZmNxdvzk+Q1t13Ncl5zPC4FKKUXEE7NQ8O7pnL7rGJUFzX6c0vfcPz3nYnGbP4ch4FlsNkxLi9uL59LbdrEJms0w8O3lraTh5nVpOwxsX0t79uG9U47Ppjy7WOJ04qOzY5KWhznseVQSeSb2y8ypUAAx0mZr3lSJk0zHSHAxR1VoRtYeRksqiTXaezAOzKCIRgl+f1+RpIjTGhVrtC25WlyRVM+79+bU2Rq82Q34KJnCxycj2t2AH0Tgbdwe7pRQSqG0wvvAZtXwP/+HP+T/9esvuHglgt6XzxfwzgkjZ7OlOYpi0LzlNZRamslByQjOaM0ExfSsJnTyBW37nqNqhK0NqZH2fl06tk2HzW64RGI2mfFqs6LtI5WzWF2yGeDRvTMAnl29pC4Vi9tbFho+eXSP67Jh025Y+jZ/hwqDxveSH5Os48VqDQq6Jo/YYsfQ9ITCUtWOclxBH/GNp8t23aSS2Lcri9ZgY0EiseoGFlnQ61aG+2cTptkppnUgaUPU6SAw3vWeaelYvFkzmtUYmdzR4Nleyz3mWxFvz2e1YPxTQOXxSZmdSm2TODsd03vPyJV88+qSQjvKkWXYW4y1QSVNdaRk/Bg8rqg4cjXHe5efgaHpePfJHcIQmVYVty9esdn1kNvXi92WQcPL6zdMTh9jltd87+4RX3/+jfB1gJPpiHYI+C5wMzRAhELx5uKWIRcbp+dTimRYDNe4XcG7Dyr+3Z//Ga92m1zQCCvEWUdVShSAUUn+e/U2pq4sHZfrJS9WPb9395RTpwEj3TK9/1gGlEAwY9AoFSQd2iR8v3ea6Cz0jLJRJnkGiYlPjuUe+2J5ix40267jbDLG9Ipl2/L9++e8XsraUlhLSInbrue2bXi+2zGyjiezMWXaiz8VYIkxuzwHGV8EpXizke7QybwmKUVSgtlX7cA//uRdfnN1yTpbjK9vdlSVZXJUUxpx9Rhn0THsz5ygFd0geW/EgRgtysKu89Q5Rd1aw/J2RdKey43hznSenY0C8pQHw2O0jP1CTFglzlGV0mH0g9K82DV8fDSn18J/kRR1GPZ5dloTwoA2BqLPgZyR7RBo8qJ50244HtekFDi6ewwpMqlKluuGsH9DScYsWr+F/0WlSBGO8uj5crWS95tg0/fMqpLgPcbaQwd7SIG2Gzi5O2esKmKShV4lvec7CrNGa2g9l7dLjucz+m6g73sm9Tj/m5zSrmDZ9JzVlcRSJA5xP+PakZLGZ0fd9XJDTIFOGAFy/4xKUh+IOpI8WK1RJpGCgTyaxzqa7YDqE3quiVpG3iHpQwcppVwsJ4M2YJOhN+CSOgBdXy5WTMflITvq77p+JwobAG0VLkGwJW96afk5wGmhQm6jVNC+6xjV+8RShdWiwR98ELeUl1DAaSk/+uXNiol29CNNUIF11xNjpOkiSckMsLSajx4cMa0qnl2uqa1hCIHz2YhnOafmKI0pq4qkLYTAtHJ0PYxq6K9z6qsa0EqTguJ623H/aMSy7TEo8siUPgx8dXErjIQoc1KlFN26Y3IkD87r61txVzjF603HvaPA2Eq3Zm/pjSERU0ApofT6IAWOTjlfC/BW0l5TAt8P+CShk9ZaYgaaaZcD54Jm4gpiUsynBS8WN5TZzTStJkzHY17e3nB5ecUuBUbaMrs7OThxykL0Bh7P4BNWK3FYWQltBLCFI0aPSRpXWKrSMsTEv/i9j/mrsbhjfv7NC67erLj3zjEl8hmJGkPK7WkyxRViVCQtC0RInsmk5mojoL/NaqBwA6ubhpigVYGuj5Q7GM/kcw19T2FKJmbCRz/8gF/+6jMw8OjOETEvdCPjmJqCX/ZLHs7HvL5aYVSi94HZsfydFDS6gN3aCzskevxOURSaKndCNrc95aTClYaoYX2zQ2UHiNnvlFZTVFLMmSjQMKWlq2arDF0k8exizbgw3JmMcM5graYJ4YA4MMqw3uxIShF6T7Ia5zS76x6/k8/lRkZa1joIDwmN1SrbWOXtOGNZLju2647ERlgZ40Tfe1QhS127HQjNgNKK4BKxCVD13KQBP5rJs2Mr+towKirMesO3uwXnR3OU8zLqQsI9yRvyP3gy51/+5pZnT18zmdlD18KElq5p5XSOFCMqGs6PZwf91eXFgqAS5ycz2u6ai80x66Fn54e9NA+tVIazKYIHW5q8hWkm4/ygDiW74RZjNH9zccU//+AJKUkXRO9ZSfrtWASdcicwkKKWsFSkoNRojDP0PgCZOaIUOndEP52c8NvtksEPbLqWceGY10fsunCgt2oj4b1RadCGgGIdPZ9v1ozy6HnsDHeqGpcMWoFzlk3f8zdP33A8l5G6HwK71OGck0OHgSF4/uD+PRZ5U/7p8JrUBW4uN8zPRhzXdeZDmeyglHvSOOmiRgTgOSrGpH5gt5Q1c0gJ7z0Gzau04Ww8xlrF0KWDLSbFREiJs3HF63VD0GKxliZYHrtrRWkShYZza3mTO5RDCgfLPCRUUgyDWKvHRg6Ct92OVV6jrLWUTqFTQYwBpTTOGIyNqDwyjgr5nrOPP6kkQNik+OWrlwDcm85ZNxKiGoKjaTvKskD5xDbn4vkYSM6KBEEj3JcURMuzt3IZYdxsa40LiovLJUprHo7G3OQ1fJM0JNFOohUv1msq6yitPQT+hpQwKdDGyHYY6NNAP0iYqc2jOp1E4yZrqejMYpZDpPx3konEIWI1zMua5XLDvKwoCtnzQNhEMYHLGh/nLY31LLf9wf06paJddoS97//vuL5zRX13fXd9d313fXd9d313/Sdz/U50bBIKP0TKSclPn72myyK2o9JSo9mFyG6IeJOoSqirvR5AIHVdVt93eAql8SHS5QpzddPx8MmEbd+hnWXbrbl/dsyr61ue3BHhog+BSVXT+55Radl1DYVzvF5tOM/ZTInAtJZ8oPmkJvrEbDbhF7/8hj/+8Q8B+Lc/+Zl0EvoeNS4JGY5mTDokSr9cN5IWq/ThlLnb9MwnFbMMamuSZmQ0ba7ooxKOglMw5NNi03sWTUdtDU3T8+B0Rtf1tAl2Gab0qk8QAoVzOCdJ0ZtgKLXh/fOH8h0qQCWsS6yXWwYbaHYNtVa0uTV907csN7cYbbndtcQI7z4+QkkfBYCRLdn5ns5H+hhIg3xGH/0Bmldag/eQ0iAaf1VRqYgf4MePHwDw9z94zL/+xW/56rM3vPfhGUUA4xzJgM4C2kBCBUUiEHzAoUhotAlcXclpcXRSEAMUTtO2kltVGss7D+fc7uRzVUmhq4rnX37N0+tXeJOYNfBSX1LGPUupwwbD9x68w+v1LR+dzvj88pJd00lbFjmVJxLdeqCalgdtw27riXn8kZIWEUBIDI2nrAoBQyrLXiqolZy+FKBtRPUyclRAyJRj7z1KaTZNQhc9polUtRMXWe5IyNhWU5daHErrIBoJ83bMREpEnUeOSqOiwisJqthn/YTB04WELkXn5gDfRgYvgkeA4D2jccnx6QiXDPW4RiVFExM3Cxkvls4ymU64eH3Dj37wMVeff87O98zLiuUgv0XvAxNX4FPkr79dMA6KpVaYesrTHGtSlAX3jmfMnSTSP329QJ6ihMlgPaM0s3GJHzwXtxt2bUubT9z7TktSSsCfQy8t/BQIAyidDinGq2Yh92gSZsp/9+wNs0Lxg7vnVNllo0MkWivPcx7pqojovw6/hdCedQKjtfCmksrcm7wAxoEPxmMeTMZ8s7jlv/jkQ7be8+9//TVuH1ePJuHR1qC1RsWAy1qTIc+HbgNc3t5SYRiXkpfVpsTRuDqk3gcjyfXNtpPxbmborHfdQcf1zvmMV8s1Yd2zXbbMygKUxSnRjACZoisdxNJaRkXFbrWhCT1lhgqOC8sqBLRVBBK/ubni06MzlBKuDYDX8p2djWqudz19CiK8VrmLh/SEPIrn2y3Oie6l9eKKjIcupXRxy2Bo+54WlcW16pAfVxsZp5Gz5pZ9T1WWVL2lzfehaLLVIbLBWYczinLsGGe4ZT8MBB3xg3QcU1T0fiAFdYgb2Kwlzy3eEddpoTVDlIAbbfejQ2Gq9Smxtolj7RiGgeQMx1lXdlrV3P1oTEyeX7664nq9oy8Sp5P90BS2nafPYyg/eEw0WJuwf6vDb4LCKEdIgRASIYn+JsZ0cEUpLPW0oqwMn//2Jdpo7LmhGs1pFiL/8IDSkRU97RBowsBu27NZdtxmV6/k18X/GJ8Plf5jg6r/RK7T2Sj9kz/4PZTRfPbqGdc72ZxmswnzwhKbgeWupyg0o6rmupV58aws6IYBVxq8TyQjM8GoFEMrN3zVJR6eTrj1HYFIaRx3piPoEg8e5SyS2zWTyoEKbBsJZuyGgIbDjTEeV6x3HVVR0Q0d47Jks+35zeJGxLjAxI745vlLPvzkBzx7+i2OwKvVGmVyxgxASljlUDpilKL1gaENfHg2PQjhrvseHwJaw9QWTI9nzCqZs3ov78erGqcNyki4YwiJ0iWKpCVnAAhBcdG2rHdbzsdzhhiJoSckT5/vumGAbdfwD957h6vNhm8ub5mUjqgUm27/sIsw8p2zM372+ZdYLbbfO7MJoxw65YNHYTmtC6bzIx7Px1zerilcdQDrkSK+6VBaUdWFbDTKUFjDkL+epveEAP/3f/9zpndH3D+aiFjW2gM+3WSng0Jaz1Ypoo/ctD23OQLj7M59Lq6fkrSl9R6D4vbNio/fu8fVK3kAf/zDjwnXL1hUR6x3l2zWLb1OjGxBEWTz6nTguCoYTKStEgyeN18ssE4z9HsBtmwOWmtcLaPIFFKOpZBLaYUykLJeqCgsXe8Zjwu6HNKHTiQvFNXxpKBtAkMXUEpw5wCuMAQfICrMSFOYEoiZdpvJn4WlXe5kNq5FhG+U+f/KgYpI1EciMT2vCUOiWbSMpm8JosXYELXGrwJGJVzhIMYcPCqf7P5kxrhUKAT5HqM4VTb9wMulPKe+99STklJpPrx/n2/fLIl07Nr2QI4dfGAyKShDQX1a8PTZDarzfPCDT/nZf/hrAOqq4nhSMj0aYZLGFnDTdRRBs8qvpQuDV4mUNIU1NDqiYxR6bBaIWqs5no7Y7HqJEshBluh4GL/eLrcY7TKYLFFm26xR8P0z0cbcGUmMiWjGEuwPLEqRfBaN6/24xmC0rAMSfREIeSSRiKiU0NpQlY7TB+f8n//dX1EYcwBpGi25PT6vSWVhD+RtlRv7SkHXDXIY8oEQI9PaoWyBzmOdofNEpSiUwmgIXpOUbIouO3qcNRRGMa4L/t9/9QWjUcH5gzlWawr2608mz/rEpHS0uw7JcJOcIhBdUGEtjW+plKYsKs4mY2auYsgC9WS0mBSMWMWfrlZ0fhAdUL43VBLNI0nE8yFJ9p7Kwb4AJoGoURLGy+juqCrwAbp8k9XWsok9Vhk0ikW7ozY1hAG7d5ahKKyjNAprHdoorMpRLbkSHaJIAJ6v1qQQsVbRdIGL5fbgVDJApQ3KKU7fO6fMpoWYwiFKIwIopNCIiUprZkN2umV9Wqoctve0KRFU4N9+8YyiKKmcQeXntKwcm12Pc4Kr2LUNnQ9obSjc3u4tYRhRwS4fTlNKoPRB9OsQSN98POLly5VICbTl3tGY8VyKuhgiTfAMMTByBh+hyiDXN1fyDJIiEVhcrBkG/3cqiH9nCpt/+vtPWHegyhm/fvkNAB2BmBQxeN45mrLreik08qLaDv5wgkgpEACnLH2KLHP+zntHR1BA7z3GaLR1fDAbYzTcdvLdPjg/4tX1AmMsVkFVFhLgpjmg7KuqprSWVpIVWWwaLrsd1+vtwV319977kG++ec6yadCFhdTTDyIWDPsHJ4qeKESEYZMULYlCKVy+w6xS7IKcRJ22HI8q5kd3cFpR7gst1bMYOi4XG37v/rmEIsSIf/v88c3FimftipF1nIzkIfcZhz3srZ22YN11/P3H92n8wM+eXVBpzY8en/HvvxFbtIqKx3fOeDSt+fJyxciWvLrZcfespIlShNqkmRYlRmsa7/l7H77LdrEjZQ0RiJ5n5BxdPzAfObZtj7OORMDvrZ1tT6ELLjcbng1LJjhUFl7uQ0icIXdoYLfq+dnPnuJKy3Rc0WZmjtKOUVEwlInUeQYfOBrV1OX0IFx0JnG3rPmr199ydzbBE/nxx9/j9bOLQ1DdN5cvefedOyx1i40abSLL12tI6mB99T6SYsSVlmbXSUCkNpSVPZCid9suk50dKfZoY0k6ifg6F73WasIwiMMET9vJLDqGt2uAzjTpFCXaVMWIc5ZhiHKMBjlKi71BcP9JHToPe7q1Skqs9FnuMLSBeuKARFHKQmVHBmM065uGUmtSIXZcUqLMi/PD2QStLQnQIWWuSiKnMwDw9XZL23acTyZ8eOe+RCxsN+z6nputdHXuHd1nblqsrukrzZ/99Dc4pZjN6oPbKwUJhL17PKFQksG08x2b9YDL2piqMnRDYOg8yUpHsW17KUDMXsitICgqp1BWY43GR3EWTpx0aG/WK4KSjp9JBu0UMQTCMPC9++cAPDmaZs2NzgGqGlTEaoMP0jWNQTpEOmUOk5ZeRR/TIdIlJbHea6UoyoK/eP2Gi/VGuiL5ni+14riuiToRQkIZQ5HdlvuuhdWamAIhiI3dRYUpJN9N632HLeGHgE4apRMlhpQUEsGXu8EhSPFkDK+vVry8XnJ2NmV0VBNzSujxtKbUlpuV5K3FlKi1ybedvOfaCeI/aA19ZBvk0Pjj+w8ORgCPF7GwipA1Ii83mUC81+EoYQ4ZFFZDVTh8jCgUYX9oigmPxyZFrRyVkbzAzgdM7pDELIPyQQrd3eAJMXK3njDZ36ykzCXSRK0OmXlKgcrPu4rCTVt3wn5abBoWXYfz6qALiilhrazpxhlO3z1jZB0gQZT73ysEoZDLPaC5m0SD5HL3TBWWsbZsmwZP4qJp+PWLa4xNzHPsgtVyD7dDT1WUPL28IQ4erHkbfuojQlHOG4SCoCME2EuDS+fwcWBsS64uNyirsBj6fmA2kfdzdDJGWzmobfqBaeXYdD0qKU7GohG9uN7RdQM3V2t8/3cXNr8ToygFTEYVRyNYNht+cP9dAJ5f3/Dlq+c8uXvCpusojWFkLJfZJqm0IPudUXgUxihUgCF6dB4laCsLUkKjtBa3zRCJxrAbpGh5db1hVFU0XYOraza7BmMswQfKrIRPRrHc7fj6dsm6FWukKiSSYL+Cf3PxnJtmi7KKYWgxRuBGqLdiqajJMQGR3XKgnpbCg0gJv3dbaMnaOJ/POT95zCwtMLonhZhPgIJ0aXWiI2CzgBaVcls0c1GurtFjx7RyxKQYkjBqUkq4/I7aoadZ99zudmzagaEdaL0nxsfMahF/3ixuOasLbAh8/72HrP2E80eOtLvgV88WAJzOKgrjWPUthdXYwefvQJwkANOqoNCW2kmW16i0DCFSWntwM52NRlxvWh4cT/jJXz5j/N7pweSdpw1EpbIrLDGpCyYnI945nfPF00vGdR4d9g23mw0n9phyMkIraJodl5c3zI73eUmWl36gdo66rrhZNjTbZS4GpECaH1c8fXbB/P6UYAJ2BVUtXY1pbk1H7wm5GxK6yOnZiF3bs90O1JW8n/FsxDcvLqjGgaGLhKbDGCkwDiK7KCnjp6czdkOirBXNukNFdSjmdeXotw1lXdNuGmJMeB9IgUORzxBAW0whHSLlJIU4eI/OG6XSCt8PGGuIfRSHxCCZW30jm/K4HNGtJRn8+GzG9WqHRQp/l0+CQ1Tsmi27EJiXBVUyKJ0wRrHNxfwwSATDEAJl2zBUjqhLRkVAK3F/rIYFxDGz44qxU5wczTmf1rxeLTjK7sXb5RasovMebRVd4ylHFtxbMNoQEqU12OhQKbLNHRVyQjPkGAgFfdRUSvLIxmUJXaQucyTHdoHWggxQWqz7WimSsXz2+hKA5a7l41PpZFit0RZQIkRWMW+CWn4btEYrcVPGlCSfKq8bIWnCENAGXvYtF+uN2L1jOByImqAxQ49RFk3CqEjr88grW3FDGNDJ5IwoT7AaQyHvLY+rnIlobdl6+UyFNSKGl2ZkvhRtCPQh8PGjc253DdeXG8racX4s4/uha1j1G1wyJBXZJk8iUKvi0LVQWhO8p/WD5EkpjY9BAINmP8ZVRBVQIRGITKwVCKlO4tZDnhGFFAv9IOt7XWmUUtj8He5yppNYxSNd6zmqCoKBPndsKiMRJhrNuutwRrHxniZExvto6iQF5y554cAMEIkMIYiAFxhi4qQs8QSMsSxbD72MevfdM4eMqBICw7z+8orqk/sCtsuHAh8C2licjiRKQgi8CZ7R2L2NZkhyn4zHI8IwEDX8wQf3+PXTC9ZZcvDkfE4fPWWwtG2HVomgFMn7w72hEyTr0D5gnIjXTYxS0Oc1oXAW3wxcX+8wVu7ZEAPGGW6XsueOJ5WYDFJiZC1N1zNylhQF0gpwfFzz6tXAf+z63ShslBzGtbaczx0Xb8TZkoD37z0mxIZJpZgXFc8WywMrYIiRwlqG4LGuYNs11K6gNo6QSa3WwKYLRBLG1tyzloQmhcA7tSxi37QNxo6ZlDV975lNJrKoRJczL2DVdjy7WbBpW/oARyMnXZUh8v69dwF4/fo101nJetdBgqEXFXwI8RAWSUr0nUdpCRlEy4JbW8eQFfV9hB88fp/j4zsUm9f0QU5pRkmmNsjDMjUF7x7PcUWB9oEUIzF5NtvsXNBIunc0BBNBg8OxWG8PxVhKmmgVv/r2gqiF/zM9HhN1yzvnMqp7OK8ofSRpQ7NcUtgtTxeXVKVlku3ek6pi2/egxK2WjKZyYp0fj/ecHwNJEs5dqQmDodLinmjzKeaXn7/gN99ekgqIA7RDoLIm81jkVC4mxkiMCucUR+OKF68XhMGj5RDDx4/uc9PuuFg0VJOa5WaLtpptarCtfIfv3jni81eX9CZyc9UwOx7zxXpLDC3LnKk0f/dYEtSbRNt0LIceXVpsgtsgY6/dTSdqI60Zgmc8qjmez/BqxcUbsev6wWNLTVKaoi5kzq41pdX0w95h5EneozC4ylFZw9G4oh0iTdY7mQSmqpjMK64z2ZSQUMVbUFuyFoIUyD4GYu/BGUnqzfdhv+sx2hD6iKsNqIIwDJTO0eeuzvaqwRaaYlZBpWEtnKYhBMpc2LzabCDJBnsbO47KgiIZbtvuMGMfVSUaKRKWqefmOnL+8JSvvr1G5fbZTgVGTqPSiMXtwN/76D1+8fXXWF2x6eR7rqaOImqUNaxCR0qKphmoq4Kjkzp/hz19COy2HT98fIdtDPxmGEQLlutH6Z5IWvwQEk6LM6fAse1k7Skrh4/C/wh4YlAoJTwtkw9Nl5sd227g0ztHjMqSInqMiNZQe95L0Nk6nFBRkXRCKYMmHbKHolIYrXnW9fzq9RucdXKqV+ZwIDJKS5fXBLqUiK3HOEUZNPbgwU6iOxuQcUqM6DLh40D0e52J8I/GWsjlvfIkL3ypfa5ZCEJSRis2Xcun79zlp799xeJyfeBENUOLConaGaIP1MbhUwRjDyO2XdfRDwOlcRRKE1WkC56vbt7w/qlo/AqTCEMntGZpe+HTgIrm4PpJSThWPtuwyzJzdIg4teerRHSSg+7YKdqouWl6audweentg0cr4biMbCFQPTQb39F2OXhZi5PUGsNuCGgrpOE//uAd2sx7+eXzl9zEXgq4FHl0Z8LrzQ63CQeLuFGagGgsExE/BFrvKfTbDkmK8P9h789ibt3W/D7oN5q3m/3Xrn6vvXZ3ul3nnDrlKrsqJrGpBAGJIiSCFC6QTC6AXECkKCAkpFxwCyEgRyGKkLhAyEoIAQPCRpgyxi5XuVynTp1Tp9vd6tuvnf3bjYaLZ8y5topy2QIVkXz2e3POXmuu75tzvuMd43n+z7/RyqNMhnc9SkUUFpPrZCkCwbWUypKJOIqjsmTQ9cwe3OWHr6TAXjc9xiqWbUvT+cTL8yit9y7QRhtR49ksZQuC9oosM7yfQkKjjnz2rMXYQDQa1zpJr9eRMo2i2sYxGOT0Eaw29NHRuEBu9T78NPNOTP/+lGHTV6qor66vrq+ur66vrq+ur65/aq5fCI7NyWwY/yu/8TWMyWi9wyXGfN97fPC8mMN2c8GoMNQqcpG611Ir2ujRyuK0p8CQRc2id6iFjJlun4zYhB4VIzcnE2baEJXBGvadhbYBYkY+KYUFrw1Xm5q23XKejMieXS4IyCw8M5qu9wzIqKylLKWLGQxukmc1n7x4Sd10HJQlJ9MpV8s1rReYrlUyMuhrR71pGY8q8IGsGjFMfh3f+9Y3WdaOh48+47u3p+LwGbxYbafuI0QxFytzIThaFC5EPn91yY9TJX80mqBKg9GBTCsZywFvXi+oRtLhGgWqMFxfbhmPC/AB1zmm0yG3D2QUNUUJT0ZrGgOZjrzabFFBPCoAUGJQNykKPAFdGL52eIAPkWEp1X4k4pWmMhqPJzMZznXooHmxFE7U//mPfk6eWdrWUSjL6d0poyxDESiTN1EwiujBBMVyvaH3itVVy+uzS967dwpIkvhqWbP1Hfm4YGAzovfkStMmhdHh0RHKRUqj2PqO82bJdDLFKYVNZN2XL865e3PCxzdugAtYozlbb/mtP3yINW9RL/F+iWSFoSoyurFkdrnFLncpEpzM6rNKi7kbCMLXpNwu78FL6vKdewf0nWfbOO4dT9i0ffrsnvmm5XA4ZDnfcLmqxdHUCWQub0hIwd4FMWjUlnJgKPKMKq3Vs7MlEenO81wTfOD4cMi2CzTJ0VSVGWUlZE2rFdu6wyrJj7GpDa43nrbpOJpWHGclvY7UKUZkZ54WTJSRRRQOWJ5X3ChKbt27gclldt/WgXW35smzp/zSwSH5yTEPX13y6ZMnvPuuuAo3y2u2qqNtg6icotjWR6MoE5y+WLd87Z1TfAzkWYaJis45Pnt+Tp3es+sdaPGX0UqTaSHKjtSUVgtSt6w7jBZUoOsk002T0JaE4mojqeZGG+5MRnxwfITNhJcUkg8JcZeKHRKnJpAZm9RSaQN0gRr4ey9e0HcBY9ReabcjKBgUKpPRTVQST9I5j416r5TM0eQIzzB2jhuDis47Qq7xiXhvUcLbUQGtDV3w+CjKHZ1QHYWgf1rDxnksistmy/FkwmIlnCirhaMTlcQstM7Ra3Fv3jmWC2/IMi0yeh/pYifmkWXBd24IGqx1Ru8aotFoI+OlbRf4+cXl3gjRxyCxFzGK87tSjKqcoMM+UboWNiy5UugAKMW6ljGz3bM8PFZZGp/oCxHmsRP6QjLAnE0qTqucrUOM+iTAhUwrmnRPtRIzuj6KKssHRe0926ZmlHibeueIbDSb3uPx5NZy8sHp3vhUK3F3Fk/5QJ94Q6XO+ckjUQJ+78EdnA8MFGTaklsjggAX9qjOi23Npy/O6EPEKPDR4ZNPWbXj6miDwpPnOb1zVNowHWSUecYm8aZGheXxm2uW25b1vMYWdr8Wd344p8Mhw4OC1bahzC2987TB44lMEvF+2/e4NvLy6dU/kjz8CzGKAjGTanpH7SJ9kEVmEMnfvSOYZ2PmDYwGAzonRkkms7g6UuWarYtUmWVVN1RlTkhmikpJNtR4WDJOfA+jZI66KxJcF7EZ9DpjPl+zcYHLes3ZcolJWJ7OI7EXklbvOrQWXk/d9XRR3m/rnlGYCSfTI3zeYtoNbd8QEZM7AOc2oBTV0NA1hnXdcmc248MP3+Pzx48A+Ae/94fcvXvCulnTuTGZURidxjEJelVRzL6C76nbwMGoQkXP2XINKYfl5vExi2ZD7bcoDG3diTKksntGvcoMJkTy3FJvOiaTGXcOKzCGYuesazOUhtZECqvwXeTuaMyT6yvyIsHOTcfRoGLV9kzKkkVdE61lmhlWSV1V5aVAlDpSZSW+d2Q2I4TAyViKn2GyJp8MKlyIqOgxWDzseRRGGxyepg28ernC+457J7e4Wl5zeSlk5lb12FHOe9mU87pmRcuMnGbb8EvpoNyYGVdXl1STnNyMKc2In/3osezI6fD61Y/ucGs6oG3SOAPDjUHFb3z8gJ+8EHK1D4q2blFRoStNnXvC0tGve8pBMnzDkBcCVGdkTCcFETmQ+0LuV9dEtNUMj0r63qG14mhWsu67vbNuHgu61QKVDyirArXYigorSbx3D47RGmshBiEoDsuMtvNcXSRJpoJgdXIljozGBWsnaqdsWqXPFYiJsNlFjzLihGqU3mdgjUclAcfR6Jjl6prJIKNJ5Eq9HyWoND6EXGsKA9/59rv83o8eskkF5Pc++hVezS+5N5vxqnXkV9f82tffJ8ty5snw7XLVYCo5cECjo6bSFq/CPifrdDwlU0Zcq10QFZFSfP3eKa+X8nNertYEhHsTQ8DaDNUZdNny9aMZAC82W54t1smqv8daA8EQvN/by0umkYwcHl7PWdYt3757kyq3ey5T8BFPxFqLiUpy25zBRL8PMfRoHm+WdLWDbCdPFsnxTqatU/CiisI90dFAUHTa7bOZWhe4Nzvg5qBksd3S9Y6u79D+rXihPBjiYpKKJwk6Ue5zzHcStYAmYJUY2q23PUfViHW/fpvXZgxN7KmMYusaCBqrYJPeI0ButDgX+0gbHMFLnlWu4GIj48U7kynRSOhljELWnVQZk7zkupVmRynh15CMOV2I9N5jETm3rGeFQV5XGkMbpJnro2OU5PkxWhoXyY1E0hgNU5ez1R3v3JZCa1U7vri84mQ6lAJEKTwO16s9BQIXcToKBycouuDok9x6kb6fsYlsoyboyABF32uCh5efvRb1A3Dj9gE2yyDK5zEIJ2Ndt6xTZMnlas3RsGDjArn2ZLZEoxlUBZulfIcHecZ37p/y8M0CmykuF1u8DeR5zsFI9tVN23FjNObD0ylX65reBXxU1KHfj4x6F5kNCnKb0fU9oYn4LvLg5pSDVCDFEFm4jj5EMh9EJKGUNG7pB1VZQVkZrs9SHuGfcP3CFDbeR1oXWW5ainTjV60nzx2lUkxKzaiE8/mS2VACCq+XrxkXhhvTMa8Xa4wyzIpSnHxHstF5JSqNYVYIgSpCNGLgsHe2VKIAeHp9zavrJdu+xyMql91cPibSbYg+2XeDzxxVkVOkYqPKj5nOFM264br1tKOS7abF+47CCAEy0/IjYzSMDkoOiynf+OBDLpcrVhvpyo9mI65WF0xsxg/PL/lzN07EyVSrHUUCZQyEwNlKSMpHlBgDr65XjE7ld7WqAxzrphMpcBT1wclkyNmVdKa505BprFGoaCmU5/mLcygNP7uQ1/z6N29TlBU2gnJR/DvoOJwMuU5W7Q5PHQJRBTyOgTU8n6/5xtGMXL2VhJd5Tq4zVIg4Jem7moBJ3fQHR4f80ctXuL7joChk5py+uLiTmiYpdV5m2NJy6+hDtpdPqPKSVu0UB0YIiRlMpwPu2xFnizk3b9zmPBW9g8GGw2nBj37+mOjhG994QJsIuTsO0mlZstkk6W5y7mkJ3B6V2PuCDv3dP3xCUVhsYXHe0b6WpPThuOLOoQTDzaoBw9xSliVPr68wSrNom2QjL9/PrVnF68WGZtNzOhuhA/QaXNMLPwYolKasKrJM07Z9CjmFssj23iBBQZYZ2rql6RzGGl6/WsoG9iWnVpPLAVpNBnRKEty1kQ4UBNFwXrxLoouoIGnSPgaOy9QJxkg1mfLg5oj5KPDp+RXTakQgsGm7dL96tM0YVwOUihwMx/zW7/2IGAtGKfH8p198n227pTE5l5uGd4u7PH/9EqVgu5zLvZiNORlPeHH1BkVgJ/DIjOJ4LN/zuCwIGgpt6H0keMnM0cC7CYF8dbGCXJ5nmxuiUwwGFTcOcnYa4zuDigfTMSvv+N2HL9JXJwWVS52yTf40EqlhuHItv/foCb/58df3hHClA0RDxOBjTwxm/2c7vpxV8PD1JTFT6RD3KGNwfndUpLMwxKS8MoQk9ZYIBdk33hsecHs8wBg4VAMulysyI6Gc3VbuxfayJjeKOkI2LdBGCqgY3hKMYwY2iqJv7A3v3j/k0eUCV7O3ze9jxChD0zta51FB3LIz9Ft3YhR98IIehkBm4SAbYJWmTnxCHwPWGpqUqxRVJPjAzcmQqzepsDGCnKE0NijZa9qecZ7tMzCsEn7NwFj66MjJULkod2zaN9oYRA0UhdgcnMdoGKqcF/N5Wj8Vk2rKclOjYhRPpCjS8U1qLmymyI3hqq5xIeCCIE3jMmebCvULj2TGEVlkMERTO08GhMTnsZklhkgfxLGe5K/02dPnElUBfHJ2BQROhhXvHkzwIexDPYfJZoQ6ELF86/YRP39zwaDMsM5gMsP5KgltgE/Prrk7m2C1oUURosNGg0nE6agDw6Jk1a6wwdBrhzJaYmjYNSmRdhjJjWbTOQ4HBR7Lpm05qKq0NgI3Tw74/PM3/KOuX4jCJkZY956t6xlVOW2X5J3Bs2kU5SDD6ozcQnWa8+RckITjo3ewYcur5QVVlhFdYNH3DEyOSxvUVd9TGsNMGUJA0q+jpvP9XkWijeH/+fIlnXNARFmNSYm/+0IiKvEQ6XxSR0gS8EY5TFrwV+uneI44O9ty43TE47MXGC32cZeNVNcDnaMrz2re8e6tU47Hxzx68oRl7/f28k9ev+TW4QHvPrjDo2eveLZa897BWDw/0saigoRWlkVOGwLzpiXXMJ2N9r4xLy7OyPISq0T+nFvJN+lax93jQwDOr+ZsNj1Zrvng1gNCaCjHp1yfvaKx8gCebWvuDUpciITg8NGTO824KljuGPW2ZNE2HJUldecYFjkXyxXNbECfCsg8KWNAYHbXC4IRY6RJmUqvzxeUJqMoMt6/c4PrtuPiasmrs2tsiic4mgw5Oh3x2RcvCV4xON0wOT6h9UvQ0iW41qGAtfHcyQ+oe49N0nGX4Lzl5RWfPLlG4dGZ4R9+/8fYQUZeWEYTOXC3vkeFiNagot7nxgQVuDOQwzTPc7JSgw501x6TG2xmuDEbcns8BaTQUEahdOS9W6cUQfHw6oqXqzUpnYC16xkNSrRRNL3DKoPykBUFh2mcl1nDaJyz3GzFQCsXSbNVlj49N1luRJKdW6y22Exz+9YMFSJ1si+4WteQkAVtxWvFtaLYMKmoM1aCU4NzSPiDqPJ89BxMpXg+Go4xOPqmYVaUlFnGtt2ilWKbftfNw2Mulpdi/NdH+rqnc57N9prSyjo0uaYMpXwmmwMtP3n8hl/95kd0GylI5uslcTbi5p2PePHqUw7znMPxUEZGKpEtoxyonZfn1CuHCkKY3R2m33rnmM/PF2ycQ2eKXOcMc02ZK/bGOoiacqA1tw4mvJ4v0Vak0bvpa9c7tDYYIx4zJmh6DV+8POPBqXjdBGVQRFToxLreAyqiTNiTLbd4gokQFMp6tLNEI3EHOxVkaQwBQ9tLuKDkvkn8xm5gdW9cYY3GO0/ve6bjIdNh4HJdk+/ym9A0vkMpi930xEIRyoyA26Nw1gr5nzQue3S+oOk7DAhBGCiNSK475+m9+CSZGEFBE3feMoGDYsCkLJLfjmJc5Gxbtw9aPas33BhOUFEMJgUoDUzKjKN0UF61rXzW6MSbyUqR3XQ9g2GRflciy8cAQbPxLT4EcpOxSr9LIQ1sbhWrpiU3mj5CRtw3BRebFQ8Oj/jizbVUzVG+j9dNyqFCPLRujXNKm0tRoDIuNmvWTcdBElO4IMKJzCjq3rOhI3eK4N+StM+fXnJ6/0SKWS8K3k3TUvddIqFLerzCMG8dTe9Y6Q5aqCoJyAQYDhRx2wCK48GAT15f0OtIFu3e5ycEUe/+9meP+Matm0KniCH5oMn76UOgI7DeNBS5YbtpsNZy3nT7dXg6GuC1o1WOKrMsG0emFMfjIatk0PeN9+4Ro98jtn/S9QvBsTmaDuNv/vmvY4In7gLMgHXnaZ2kE1dZzjQX74/dznK+WNPpEc4bvnj6KYMyQ5WWXAk8CFCYnCZ6vj2bpW4pBTFGtc+gKTLD33j8FKVkcclpK/DmDuqMQaSyMYpctPWBwmh8jAyTY3DlDat6i6fANQGyHnRMadbyWVeXa6qTIb/0wQd8+rMXfHDvDpeb16xbj9/KA3j/zh0+ffQUnUcKrXEofuXOMYOy2Ku0Nt7RdIFt19I46Ui3jUNb6L/sR6ENrnME58izTCSs3nNQiXxo3jUM7Yze1eSlJQuRwaSibzrOrkUh8svv3RKvlhgJsUd5hTEwqDIeLuU1edD0Vg6WSVFwudnSdo7jyYRfvSMIGyHgE5pweb3ls5cXrOuOq+sNd94RZv66bigGJeebtTiYxoBTkTIWqOS9s6wD1aBibAVGX9dbBrMp7XLLWSMcAGMsuTEEL4jHndMpRk0YjwrWS+kkPn96TdO3aGtBRbJRAb0ciMfHUrR8czpFKRkJaBCOhVa44PeGeOdtyw8evmaz6jG5ZjwuuDEdc2c03q9lk8m/s0anTg0en5/zZLVktCtWEd+Jv/zL3+Ti8lpUbkFT2LDn5KCSqRkRF2C52bLsPdoEGU+AFMhKOBc2i7JxRcWL62tcktW/WtUC11cZROFwRMTwrCp2jq8xmc0FfHA4F8mtYTKs+PbNxJEQEw5C8GTW8vD6iou6Ybt19Ik79I33b3HVtRglFmpDbXFNT6nNPqCwj5HOKY6qnDfLLUfjiot5i8rg17/1AICHz1dgIfgVzdZx66AiakWO3pu5bSIYCzqIYaKJSrxSooxJIAWk5gXPLuY0MXJaTbh1UFFlmpiaFG0E3tVKOt9nixUP5ytc59E79VkKszTpsCUE2TMie7fbSZbzFz+4J15MUadCXgzndodFh2HZNbxYLXmz3tB2jiyNJXYjrVxFrDJ0QdDRzgWijsQAZrsLvTV87707WAVt8OCD7F5RQjUBlttGxltaRnWZ1bgI5qDcNyCBSIVhWbeoNhJH0hT2vedoJPvG5WKOjoreRzCR3kcqYyUjSW4FuTK8d3xI7xzBe7IsY9k25NYwyKQg6aLnwfSIpu9olUKrgA9iP2DTc/F7L8/2DskaMFoRYsCSMR3sZPWGLEiC+rLrWG5aMpsxLQxF2p/bEMmMqPpykhN6MhXcFZlzJzyy9XrLdDgQLqYLNDEySYowT+TjW6ecr5bUTjIMv7i8osTyreSgvmxqXlwvMVpzWBZcbQWd1euWNhlFDq0m5objd46wVlOpgqtVw8vzi7eKMCVjZhlbG+6MKk5mY2KMnCRrCxUVPohXV+1r7hwf8zd+8FNe1/0eefYhEJzkY3nv+fBkyt3DCRd1t/dK0sBV01PXLdpYXp0v8G1PzLVYDgPfOj2kKQwxNswbx7QoGOQZ79+/y3YthU1WZXjv+Ft/58fMF9s/kWPzlSrqq+ur66vrq+ur66vrq+ufmusXZBQV8a5DG01mLKmgZZhprPYsO0fTdRRWLMYTX5X3bkwIIfJHT684nN3g7Pwcv+i4fWuy9xPw0WGV5meLJXeGJaf5kKaHPDcM0hxzkWDrSMA7IbgVRUbwIUG+Arg0rcdaIZSZGPcOtsvkdtv7kvFwxvVqgS0yJrNj8hB5tbigTB4sN+4dU5Dx8NFjvvm1r3P15hmtM9jYUw13ZmU1v3F3ylBnPArw6uqSF1drxsOAS/2Q8w5jdSIl9jgXeXU558HtI5JZNw2S4GqSl45CLLE1hosEG+Jyjt855HJ1Rd+22EpTBMc2OD5+50b6XCFB3pGYxjJBgQqaceJavJyvcRvPvO4pC0voA3kP46MBg9yk19Q8fHPFD376kmqUUY0LVqsabTUXcxnVrbst94YV7abFDiWpvd061m3NdCooyrZdsl4u6UY5IWYstgsObcYoK/FXkmlyeHjE3Rv3+NVf+SaLiysuN0ueP3zIp4/PcE5+V+s9WZHjek+fyHpGafTIMsll9KO1gZh4AmTkWhNT1o1P3/NBWfAX3r1H0Jo818QedGHINdTdzqo9IYBKEZ1n3fS8Wi45GQ4ZVUX6ORWDwrC4ukA5Eu/BQ8z2Zm5mN5OPCqMiB2VOlQXKLNuveR0UL7dzoi1wbUQl74zSGBYJ9TJR0dc9RSluqM7J6C6zdt/hktLHvVF8cPcm27rh9XxJ23RsEyF8ZC3y0wMhRg6riqtNjQbKhIjenpyglq85tAM0QhD9fH1NnuXkSVnWtZ4ZBtc7cqslMqT0jIcjvv+Tx3JPxyMWmxXeRyZlnqjcQgTdod5ZlG/BK51IrOIoHHUkJDVcIDLvO+6dzijzAX3dMsgFydzl+OgYCVETDEQXuDcdMSwKfvjsDWGnOvBRHjXtE/dFxAoJxABg1fW8ulpyOhnikWgKHyJFUaCTImyo4HRU8sHRAS54/ujVG16v1iy7HWFd1FBrLyTm6IUDFvHoXuGSAmY4qnj4ZsFqW3M8LjmdlGTWotCcjmWcdzgaMF9vWDUto0HOtu3oXaBc+33e1lpBbyKvX86ZHo+YWkVwhqyyzLfCe7G2xLuWItPCP0yavOPBQFytgeNRJaPnGGlj4Hq9ZpiXuN6zbAVBqoYZy2ZLmefEzieekSbGQNvv1ILy9Zoo6dI+iiO7DmEvAFHeU/tIG3peXazpfWBcid/YjhszynNBfZXCKkUX5HnfOk+ZANGTsqRxjo3OqF3HUTlEKU9Tdzvjc96ZjrlcL9l2jsuto+nX6KhxRP7g8bP9PlJkGZM8wxMZDQrOF2tUaRmlA65tAiZ4Lj+7IBSKBx/dZbtdYZTa7/M7V2mtwBH5/HrFpne8e3zIdfoOJ1mBtZar7ZbT2Zi/9aNPuFhJLM8OybSZweSWtukIUfPZ+ZLPzlb8yvs3989ObjQDF+islWgKk54jJ7wvgMdnC27emeCM5nQ8oCxzbh4ekptIPhM0b7Fes5e0/SOuX4jCBkTKFr1DZdkeprJalBWrVmBbqyKV1YS0MHxQ2Nxy++iAbLmk9wNuHd/k8dMX9EFuup0mp0QiL+uWedfz3ugAo4xk3wBnVxv6FLkQQsRkRvg2UeHT79q5lna9BG4qqwVaDAG/kZt+42bFp89fMxmWVMOSxeUVx4dHfDSbsM7lpvd1zXy7wanAfHWFU5E8V+AzxsMZAK+vrrl7WvE5ObatuX98TG4znHd0iUfhXMD1PZnNcN7Tdo42SDCcSTJ2IzGLgEdpRdv7BHF6RoUsLZ1Fnjx/TFZWDCpDoGPhAncOxoySC+uqbnE+QujlQTEaFSIm13zxUgzolvNWDu0o8+sHh1Om04Lzq2t+mrKr/s7vf04fIoNZji0s1sFq2TEbV5BIv7cPT7l4VXM6GbPMHXnQ1A7GecWwksJG24yBzfHBsJxf8lf/Z/8O/9N/99+j3XZ848F7AHz9O7/Mb/3W32aUe87ml1xv1wxCwOkedioJOryGfGjpOzG0ClEC9iap6LU6HY07Z2cVUTH9byJgBR8x1mCMBOeFXKOCOMMOk5pAlDqw2rQUZcWt4wI7uM9YR/qd5WuIhLYlWkuIBkckRwqY3ebTOZ/IzTIkdUGlIMiATe/HBy8Fuo0EFciiqMhKY7hKY8pyYsEUSfURyHNDu3GYTFPanZNt4ObBAZnVmOgpjabMxEJ9d+D2IVIaiFqjIxyVA96UGxbLFR/evwvAx994n/k/uBIH7iiuxLkyBMKejDrKc7q6x4ZI43oeHJWsNxG33TI4kIL/bLNhVlpujIdYYO57tEpBrDshgNbEFFcSleQHEWSIYdNmO7AZLigmec7TN2vuHInCCv02nyiEiJBcDEo5nI+Ms5yqytgkZ+Yiz3F9QBsJcgzKJLf6uP9+rFb88NUb3m2nvHc8o/cRZUDn2T6faFhJ8WEzqJzme7dPcP6Iq8bxfCGj1XenE16v1jxfb7isGznsEWfc907TGHe1JrrIcFRw3ba8fLXmZDDgzoE8N7LmFQfDIcfjCUEFtk3HfLMlhsg4GQ+eVBlv6obRbISpJJ9OZ4pMK9DCIWm6hnE5ZJHMPq3VHBQZhrg3oLPKcLXd4lQEA5kxdK6nzAw+FeqZ1lzWW94pK2LwKBXxXoxGU08po5y2kbFuVFiEFO5D5PWVNCl109H1DqUMISLFcXC0fWpGgdb35IkQH1SUEUyITAuzpwpsvBdjPq8k6DKI6V5mNK+X0gw+n9eMiwzJaNO8d3LM568v6MNbXknQwsXpfGBgDWfXSz46PoXeMUpN048fPU/O9I6gNCpoumBR+yQ/KeQUIpjA9Rjg9bKmdud8K2UdLnzLKJbMJkN+/+FzXi22eBRag0kNdVFVNO2WopDYlF3Ews9enPONe8IHa/rAYrPl9eUm+YCAyYQsb9OYO1SazbpndjQguJ7peMymlhiZFBmFU4q+c/uElz/p+oUpbBQOY62oMFJXGXSBtZrDKtBHUQxoH9D52y6mrh1KOQqruTud8Pmzx9y4dXNvD744f4OdGrlPUSrp3336kveOjigTaLFoW7SS+AOTSYemjMyg4655bQJRyb+PQaSCfd8zjjmDmWwcfQjMZkPW65q6n3NY5nz04F0u1ws2jx8DsFIOlDz8by7f8NHNUz57c8aN4ZjNRrqh3Gj+3irynfdv8fmzz9FIynQ5GHE4lM7r+uqcQksWi81yztc137h/Q6r09J2OTcY8ObRqo+nblukoZ5hV+JRlczg95tMXLxmawGK15nA2prSGs+UKe5gOOJLUUonC4s1qTRccr7semzbDD24eMRkP+ezNGUejITfGQxbrLdermp//A+G0lNOc+ydjVuuOq7MlcVxhc3hw9xY2FRKXi5o61kzsjJkuaRvH+7NThoOKy4sL+VxFiQ8at73CFgX//D/zK/y1v/aAo+6KzUw2+b/5N/86jY/84NNP+PjmCeeN4pOrM1AZ1SiF/WUGVWk6F8VDhhylIrcOhhxN5XsOdcMOs8t1ho4eRyQE8TEBcUi2ucFFR+8NxgS0MhRG+E0AmIA2OYUxVJOCUC8YhEDbdpiUQaOVxDwopYW86T0ml/n4l2MXlJIAS5QSB1ttEjctcQB8JFMaH+SZcSoQU9RAkUikbdNyZzbmuutYO+F82FyymHbussezCU1TE7wDo8nzjEobVkS6hESVpSQFi42qATxHgyHNoePJxWsA/uCnf0RmNFZLeniElIidIkfS92tycfQYWMPDV6959+SEjkC1I0kWlp++uuRgkKNNxtha1k7CZPdFZoxYI4db6ySmIDdIPMrOuiEoiijyaGsCZVnQ9UHI2qnAVtqiY8RHL6ocF3Aq8Es3T3dsJy7WNU+vVri+E4t6HVBBS0p6OuB8FHHC4+sFq6bjmzdOGZQl882aabXzksqxVgoyr4RbogwclQXT4gCAroMHB1PemU6JaP7hq5dcrhu2XY1PxOmVDpRtj+48VZETTeBsu+V63fLxXcm3GuQFIYUVGGCQ51RFxouLK/JKCsifPn7DIkZuvzOmT6oyazUq7BiHkJmCtvfMxkOatqVUBh0lILJMiF/XtaAN3vfiW6Wt/AytRNoMxD4wrXKeXV1wa3JA5yVgUgq3ZFsxGLBqOymglISI9k4QnSYp73xSjGkN4yLFaMRI/iU1pVURrRQhaCxBFIm5kTibVER1HkHBg6f1ntW2Y5Tn++JG3nSkcx0ByXR7dHFFlhkKJeoggJKSA5NxMhjwarPhz924Q5VBl5co3oaEbl0vAaVbePToBTrPaIh7fzBRyQFK4kJUojlf1w2///A5APemEwbHhv/TP/w5uTXSt4UAXu9R3O1mRTRaxARWeKbGWKxWfPF6DsDtgwPO5ltsbuhah7EKbRRlbulqec8Da2m2Lc0k4+bRJDXXEiMyLaV5v1pd4f+UogZ+QQobRUofjQjkrncdtcCb4yoXgybnCSrSpuRupR1dkEJgVGbUfWRbO67evGE2kQ3hwYMPePz0c6bDkmqU8fJyRcCw6N4S/L55eiyqrL7FpU5Xgk/fSnF7I9qDQETrQN8phkHzzvtf5/EXP5X30zsyNA/u3ePy6pKPv/FtXl0vefP0CZv05PS1gypSVgW9Cvz81RsOhiOuupbMp4fCFBIUWS8oyhlHsxFBDTg6mvD00RfpS1NorWnx4CLKCFHSf4nhH7TYZg+yghAcvS1pupavv/fu3h/j9372aTJbUgwHufinhEBZZjy5FDTmsKrYNo7O97gYCCFK0F/b8qsfiCeMTt34jcF9lBIZ50FRcu9gyl+/kq7zdFJSWMMXrxYUZc6m6Xjn6Jj5ZsObNEJaXzcUg4yr6xW+E9i4sJbvfvcBN0/lnp5dLHh68YKTyTFs5vxX/8X/Bue24cd1x/1KzAn/yj//z/HXfvv3uTU94dHVFUu/Ji8HdNuO7TJ13AcF3muC71FKSUCc1gwHBb556/di8ISg6EMrxmVotDK0ydhKGyE5lyZj7To6D6WVBG+big2jFJ2TcWrXNLgu4l1EG7PPl1FafF6CEuM3AOPBK0eWDkoXPRiDwhCCE0UOEjvp024SopCNXejJrZUi3IsHU5W61xViFV+YjCb2fOP2Te4PK5pty5USVHA+X/O124c8u1rQuUhpApNJyZt6y9la1Gc+lhxVlWTjEKhbj3c9voNffSBrQyVZrVKS77UL3kTp/ai3xbNsOpxW3JpMqemZN2vuDocM7W6XtLwZVLxctrw7s+TaMCkyVm2DT4GSWSL0GyWbsoqRLiqU0XtvogyNMZrlpuZgUuKCImKw6m0YKxEh/kdN8EIijirg/VtY/tZkwOdvLgSh0Ery42KQFPfUrkpyt4xXLuqGlXMMrMYGvT+U37hIkYuEuMyMfFfR0PV9CpcT9Dqg0Qp67/ja8SlPugsm9yeERl5zMC64bmsWrmPbbanynDzPWG07fvhEisyjScm9wwOGhcUl1CfGyN2j473Pz0XbcnQ6JQI2S8niPkpqeioAVAyoQjMwJTEESmvJO8faB+quTmt+gHOteCYpWZ+Zhk3d7u0LbF7QNR5tFNuuoczL/eypT0Z/Bs9Hsymfz5c4FKuml3BibfZiCm0NJsKwFAO7ECXGxvdxB9CSa0sfApWRfd0YQyTgUCzT3uuDPE3aglYao2HRNGIuuQNWVcRHhUUxyA2dCzQhUhjF7UQneP/wQMjnUfHe7IDcaMRZQ6PTsf69D+/z+58/IrqIwxM2HaayKM9egh2CoIchRixiAeC1Ryuz92765M0V3bbloxsHfHa+SNE7sgfvQjB1ErBoFSQwV8nEgSgjaoC2bWXUKbGkRAfRiteTKZPM3wcsmrZ2NK1nNsxASQDnfJuS6K2i27r9GO1Pun4hChvZF8QwLyorsBtgVcCjaFzEEMkyRZeUCiDdmQ6RPoq76rbdcGsyoMOzWM0BWKwW3L37Hsv5Gc9fL3n/znco7JbPnj/mo5uy8T46O6PsA+teeCQ+KrQS388Y3j44SgVcG2m2gcMi5+bBIfOLF0zGMwDapkFlmvX1im++/01eXbzi4vWS6cEx9WUyFcyl8q63HeXQErRivl7Tek/fvc0rOZmd8DeevOLs9QXf/ebXWSyfcX51SNvK57KFpd7Iw5gpy6Qq2bYtRW7odxiDjwwwGB9Z1i3T8YxC50QfeHMlaqZhWXHrYIDSmpXr8d6RqYz5thZTLODVqseFuHfcDEogX4OiS0Gilc6lGFRJFhyhI9D3niJxbJp1z8t5x/1bJ8yOD/jBDz7jmb9iejikSgZ9ISi6pifLZc6rtSYaxc+fvOAgF+n01z98l2W/hRD45/7ib/DbP/kx1JFv3HtAkzxn/uO/8wOGw5JPn37BunVkhUEH+KX37u4DHH/05hWoQOwEoYsuYHJDnpeYXSJ5CASl0UpQmpiMqFSUfCG5X2KqFqP0mCo5nxL1PoMmsxqlDdEaVAj03qUwQ7sfR2stG1BEJnN65xAbM3yfLBBUxPhIMDFtQuKl0vS9jE4AIlS55rr1ZEZJEWp6CJE6qQWDgz7vGdiMmycz7pcZuB4PVOkNLZPqJs8svetxBEZVjtaaZZJOX102mEMJxHt6NmfZB0JwfOfDO5h0CgYfsDaZeAVpD1rn2YbNvlPWSlQvKGi6llf9kq+Pb/OTJ6/Id5uzNfRdQGUZTxYr3j+aYohi5pbWofeClrkQE4okMuLAW/+PGJWkQ5uMIjdywCvFNr5FCTKCuP9qD1ETtNg7WLVTS0LbOzQ6jdiCZD+pQHQ6LYKdRYA45+osUk1KztYrqkx+r9yuiGs0m9ChlOJgmFNkFqWiGGoCyii0j2AUQWlezxeMc8vVfMu42Dl7K2Z5yTjLebJesnYdxsEgGloB6liFyE+envHx/RPGZUHvQ3qris9fCSJ6cDigGsl4xmoDYoGFichYCVGPGq+pQ02VWdAZtoQCqHccEtehM0PtO4wPSZGDeH/tUEqgJ1AoQ5FVkPK2QtSQMsuM0qyahtV2S+uDBGdqzbQAmxKum67DWA1KwjBzcrrgeHA05UkyeNw4sQLxPhJ0xCpPHyJXTU+f9vlSSwFyvd6gtaLKbNILGqpSPvuqdlS5pTSWbdszqwpO8pxpUe5l2mFf2HrhJAZpbnZrRz585Dc+fMC67/jdL55BiBwYw5Io6xcEhUoBrlqLNFs8sOWeAUTnOFvXfPvmIQfvVHz/5Rl9L5y53TjPKDBWkxnhAjkVsS5ycjAmS8/pwzeX5JlGW4M1Yhqoo4xn62t5vkZHGT0S4uuRsWEESpvRpz3q0WdvCFncWwP8SddXqqivrq+ur66vrq+ur66vrn9qrl8MxCaKTX5UAecixU4p4WQcZIymd47YSxqp0qnVcSkKYOuIBiZVxlqFvYsjQBcDl6+eYCPcOTxh27zi4fkVi7rmdUJ1npwvcZ3j9PCA2no2rhe79KBQifh6MBvSd4Gr1YKw6amtYd7WHA1GXCV3Rx88f/5b3+Hxqwsurl/gVi3VUU7b1sySTf2wzHn8co4tNVaJH4NHMcgLdMpCOrvc8k5huDG7wdHkkM8eP2Y4rlDrmvt3hJCpgKebR2xax7rbMCqGzJsGv4jcPBZ/A4IiBJgeHXBwcEhPz2efvcF28P4D+TnLdoUxmkXdin+FtWTaULdu3+F6JaOnoCVnpycwVIbW93t11Z2pxDRoIPogzqhK8dnzC4o0Wly3DbemY0aHY3788y/IKjFOC9pL5wsMZiXdq56qMvhS/DO8C/S15+VcOkrnFeNxwXrb8MmTx8Rlzze//iHElvVGurzxdMwnz75gYIQUrXPN+rrmcJBx70R8dX7w5Akmt5jciH16kPn6fLXlUVqDx8WQUS75P2KmoSEqlA579UckELz4x1QmI1pxT+1il1RHJLOvgFWwbRqBhY1BGfYOtEoJkhAkBwCDeFSEKPwu+TlWVFkqJOJhZNN64ZSkKBL6gCkyXGzonaJ1LSFodIzERCz3ROrOMykLHq+uOdKHTPKCQqu92/Z0XHK9qnEpk6l3EZQX1UbqcG1m+PnZNbcOJrx774TKyLgkRvbGcTGTMUSMQsiPStMFR5u6UIAMGUdrbZNfiUEZR5blgkYBY60xhUXpSKcyXm833BlOMEZzqOTZOW97TCLLg0kjPUUIas+Jskox3/acDEuh1sdAQURH2CXb5GbHbdh5WQma5J1nN8ddNZ2QhdNsLQbJXPIq7skoGuF+KAJ9F+mdI9cWExRxj+pAlvaZEBWLpkPXHahAruUI8A6UysTl2FgMMZnjwSIZIWZGnNEnowHvjsbULnLWb6nxFCluw9eOqjS8vFqz7q+oO8dsWHD/9g2qQ9k3xpNcCM7o5HQrYwxJGNjPorAYrNGsgyPzkdW24WhQoLUQ5ueuRXmFigajAhmGqAN51BTpeV+3LRYYZBXoiPeGUimi9lwnouSjyzkL58RFOqn7xrnC64hPqI7OFAqFNYo7wyFfu32bMito+panacQWo6buG6o8I9cGlOKq3croJqGdFsh1BG3omg6NqKe8dySQkgfTCTeGA3mfcYecJtPqBEV4v+Pk2IT+7ryhAkmcR6k1PeIbZdI/DU4DAeV3JOTd6DZlVlmNS35JfcoxPKoqGuf40etrPjya8M/cO+VvP3mNDSQ2FcRE1q87iZrIfeTkcMajVxd79ERZg4piQGqsRmnovPgvDQ4FFVQh8X6corIWpRWVzTDW8P0/EppEflTSxLdczz/p+jMtbJRSM+B/BXyMTJX/tRjj73zp7/8S8NeBR+mP/tMY4/9YKfU14D/60o96D/i3Y4z/8y/9238L+J8AJzHGiz/tfQSgbuWBK7K3MmqbSbCjjEcMNhcojcTQLjLNvJFo9SdXc24PhwQluN/OQLRAEVBoHWmXc7zRfPy1b9K7ljZJfEuz4t7797E2Z75as2rfQCYusTt1g9GGkAOZ5V/7L/waD88v+e0vHtL7wNFI3FMfvPNtPvniCXhHxDF3NWXvcdq8ha9j4PBwQN31yfBOLMjHwwFNyk8ZDwo+e/mCj7Th9PgWfVvznW9/m83WcX4mhLHj2Zh5V9MDg3zIwXjGtttgR5omjbQsloPDKfWm5ujGiLNnW+7fv8f1as6LROwcloZ116O1kodHQecdUStMnjbDLtDiJDAyyzAx4AlYnfHk/AoQ2e+0Kuh8ZFk7cqN59OqKuXf7kD5tDaPJAT/4wecYBfk4x9Ue0LTJnLBPT71zqcgdZWwXNVlusSO579f9gvMXHTFG3iwuJGDxxz/lst0ySZLDKhvw4MYd5tsVtrBs+prqpOTnT17vXVjHDLherlGFwloraicd6JqWN7sxSjScbRUr31PmijvVgFlmaaOhGuxIkoEYPH0U7kbwO4Ivew6JtRqTFXTtRvKGlN7zknaFjQ8R3zp0pgFFcAqdyaG8cwfVSqDfHRxt0Fw0K5au3fkFYrTG9A1RKc5Xa5xXKCWBqbtibJBJNMOlpGfyg6tr/tkbNzEWfCOvKXLL69WKw2GFMZK7E4NhWFiu1216dh1FnnF3XFFkChViGsko8QRInyvKbgkxULcdxmiiD3uX412RpmKkC4Ejm9N1AWvFDRlkTOm8Q+nA/eNDfv76HGtqblUlKuU3HRY5rfcs+174DEqKUaNESQNivhdDysuKERUVXYjk5q2ip/cILyfxWkJUuBSiusu3+vziMqlgYip2k1qtf1vU7Qz2ehf48PQYCynMNuzDGWP0hKAxWo6vzCgcIuteJR6FjwFPRxJ7cjwdcBZXxFphU6PXRUUwhqbtMMowzTNm+YTP1ktWia9iDcKdoAdj8Xnkom4ZbzYMxrKejTXCLwIsBh/kGfX+7b1QSpNHMXS0GJRVNH1gFSKDdFIWSrMNPYMsRwVFDiiTE/FUA+GifHzzHkF7VFT0ET59cU6mS+re86PXcmwoY4kxkmnFqMiwVqGVcON21vBinhn483fvMCwGqBDoXIc2hncPZwB8cTEns5aoNGvv0D4FuiZ3aPllgRgM42nOOgTO6y2lybgxKDlJZO/Dqkruz06e8yjrxinYdSBGkfYBL7lkRid+kiKlxxBUxKhI7xS/9M4Nfv70jFIHcv12ZBUiuCgmfTpKrlgImgKk+gY2oWdYZHgfeHi95JYruTca8WS5Ik/3a5RZlm2PUQrvAx/cOOaPnr2W95OEG0orQvqeVYTGBZSSEeu4SIaKm06I0hruHc3wMdLFyMPHbzAn8v0s2haC2AD8o64/a8TmfwH8zRjjv6KUyoHBn/Cavxtj/Je+/Acxxk+A7wIoSWV8Afwfdn+vlLoH/AvA03+SN6EQhUIWtNzUNOOXDiiKW6s1GGvIrd1X6QB157BGM6hy3iw2wk9IvhoAfSpqQoTMWOg7Xj1/xOHN23zta98EYJZlPLleEcKa88UlNs9wzuNcYHshSqWwEUfeTMMfvnzFR4dH3Dmc8PDhFYffFCXOs9dP6bYreuXJrSKvMlyMGB3ldyNKqmiFF6NDxPeK8WiM7hWdkc3n9qTCcYDqGrq259/8N/57fPHkM/7vf+u3eH1+BsCT14GoItFDsJKk3KvIQTGk3sr385d+/QMePnrNd7/3MT/69CcUw4LtZsFkYPaxFV3o0EpY7dpAriX/RUXA7zaxQKaMKFuAVR1YzGusVdjUUf7kxTm//v47fP/TZ/S5bEbb7YZ66/cI3P3pmKvNSjaCzBJ6jy0sXetZXCayblTklaBwvvdkgwyba3QhZDYA71vppl0gKzJ8DLzaLlEo6pSCbVTLN979Gt36gh+/fEEeDKOs4DVLfvJEVFoHxyNWr7b0TUSXYPOc8SDjvTs3+OKFvKb34qrb6MB80/N6uWWSWX755g128ZZkihAMPkaa1ie/mkiVZSTvV7reM8od3qXDIYKED+o9lwkgaiGaKqCNHlqZ0+8PyoRyxBBQVhHw5IXFek+fuunOie9O7wIhgg8OoxW9d3s1Sp4XvDOb8nqz4cI11K1n3jfM8hKdsn5srxhXBTdmEx5fXAkpXAUGRc558h0yWpHngqy61kshkWTTLqEEDuEBaC/1jg9SzGUmkifZoTWwcRFlIp0P9LFjmFX0fWCeEIlxlnP/dMq9wwnzuuXWZMKryzmDE8UgcS0ssvZaL7llws6LjLTec/euFzVBVfQuYJWiMOJK68PbQ4dEGvcBBOSK+0LketWkZzlKvpIChSF6aRCUVnvPEx9hkBn+0rc+wtc1TkkeUuSttDyz8u+74BkYkwrCgPNvgwUj4hirNXROsd5uuHt4xMXiCc8bKTJzZYhGsdWKylgOlSHThvfGM1advOaybVj7nuAjWe+FnW7hclNjE0E0pkRyUn1q0HSdGHzpVKwOlPCOolOUGi7WGxrl6ddb8iQvL50ny0rqvuMgrwBFFiPkGbcOJ2m9S3RIlmX87R9+wsvlhq73kDhOct8jg7LAGsu66+h8IEuF145tclwNuH90SGaMJMhrxajI8QSOkofPz8/OOaxKfNTCmlGgg/DU2nQzVIiMc0OeDXl41fKt4xNmRYnVcc/52b23EFOQspLEdYPac8ZikJBJowWR1QgFzn+JdyIkXnmWBybn7skB04MxbzZbwi63K+okYtE4r0Qh2XWEPN/H/eRW0KcQAp7Iq3XLQCv+0jun6CRe+P6rM0LvuX80RinLT5+/gqj35HGAKs9wPtL0PdMyp3Me58Dkas9BKsaZxFJoxU+evOLqYkl2XNHbwDo1pzo9L3/a9WdW2CilJsA/C/wVgBhjB3T/X/yo3wS+iDE++dKf/bvA/wBBe/6JLiF0ph50R8CiJ9fiYaNVlDFIH4mp8Gm7HhcVT56esdzUaGMZZIrOxz35M8YkB0XjfY+ylqxvuXjyOedXcnj96ne+R7CXLLqa169eSuW9DdTbjqpIEtra0fo1NyYHPHl1xZOnC771/i3Krx1y9iaFfZlAcJHZbEaIrUCwMZBnGr+j1KPAefoQSAIXLpaXvHPrFmouSELfeTrT8+0bp3yxvOZf/zf/+5ycjiEFFYIQGDsXWc43jI6gn79kYOHg+A7Pf/J9+f66D7h765C/9wffx/vAm9Wa0SBnoAuWSZY4yK2oU5wnC5rGOQgRbxGZLwJ/hkQU08Zg0dwajSRArkojgLrhR6/P6HM5qLvY0TVwc5ZzPBCIu7NwW1W8zC/I8ozBxNJsO7RSDEYpVDFENquefGCwxpJbTe0iamD36EffeEGYjMZHiC6SlwKdZmntbOuW5+fnbBdLDosxPmpWquNAD1gnY6scz+nhMW+uL8kKS2ahKIfUTcMsmacpFF0MdI1k9BhrWPnI752/YWbls98aDDkYVvSNZ1AKLEuUksamE25SZaxXKxlLRCdbnVJJKSRXn6TcZkc21OJfobH7jU7pnUJHiX9OZlnMN8y7ljJlaeEjHiiNZrVtiUBPBKfR6TW3j6cYHRhllkW0NNrxbLni4KQSwmh6GqeDkmXdsJg3ZEa69xgi781mABTWEorA2abl9niAioKWGmX3yi4fVBpPScimpFR7MmUYp45yGxzWQBMDbdZjlWarOzKTcZTk+euu5Xq54f2TKcPccjqMGHvA8+WWD7KUSG4jmdcMi4zWO5z3Sa+l9+O8NkQKG3k+X3BjMmJmSgZGYh12ZEsXAl0wZFbQGK2kmw0EFp0UdVpLn69J6eo7ZMm/PbzKzPLnP3hAV2/IjaR690gXvnuVd7vEJymevBfiffCK8CVLfIAuSOGobcHldsF81XEzGVfO+5baeQaZKGvO+zUZVsQFKWV+nGVopfjR4hKjA0MMfZLGD9IoXMwataAOUQIsURqj1N5Gw9uACpJ7pJNHVqYFfXpzJaOfUZFTVpYTm9O5noNBRVGWZFYaVYA8K7lcrfmHjx7zer6iT+uu0IYieW3lVvZx58UDp/Eds6LkV+6/g0t7VIw+NbQRbSTnLCAFTJa8m45HI/oYsanw8SHKmo4R5dIo3GhChG3vwMLpYICLSRFr9q0MNjMi0w6BEANK2RRd8rbpNjsER8m9Vinl3qUvsU8j7a7z9K5jVpXMRiV//tYJixR98un8Gt95opXYBOUVs0FF07m9kWbTOTIrBOMqsyzahq3SXL+85n5CsH/5xgmfXc15cHrM7z56gfMGlERMmLRHORewhSELhnndkie1n4qRzbXsmae3JjTKE0vNxfWK6saAnkjbhn0xH3zEqv+MChtkfHQO/K+VUt8Bvg/8GzHGzR973a8rpX4IvAT+rRjjT/7Y3/+rwF/b/YdS6l8GXsQYf7jLyfnHXaKy1dRthy3VPvMm0waMpiwygvd0rqdz/b4Ljsby+aMnciBoTWVE7lwYs2dkV1rhPHjlMUgKq1OQG8NyIzfri6cvGA1GxKbnxnTE803Hdt1w43TKu3eFi/Ly+Wu2xYiuW7JerZkMxuSDGfWrT7h9KKOodVtz3W65nl9yMBuQaXm42t5LpgpAiGil6doObTJC33P34JRm4bCpiFo3Lat2y4+uRrSbJXfv3mY2KljOr3BpRbROPB1OpyORqBvN9aVjfvkj8uRk+/xyRdOtQUXOL9eoLNJ2PU2eY3bFofNE5TFaUxhL20h4nOsCqyspfqajktNRiUGTe81Gg8sjvYK0HzDMLC/WW0KIKK9o5g0qgzZm+Foe5NntU55cXmIyhS1hPW8oxhn1sqXfVfuZYXpSQNT0Xc9m1aALS7tu966wGLCVoe8jqnOYXBH6iOsDXst7PqwOca5jdjjj58++YDIYYWIgGxecPVsAcGN4yHqz5N3bN3j+8gybF0yODMu2pU+S3jwGti4Q8IReEUxABUPnFOfJC+j1tqa60vzn3n0HgsL5gM00RZ7v5aht71L3HVDoNIqSzWV34EoIYMA7GVUJVUO6ur2aIib+WNps+66TLlQJhAySrlsAKDgaloDGpLHqu4fTtAxF9vnJxSVHw5LhoGScV+jSMqh2PBzFSCl+8Plzkcr6DsFD9Z5LYAw8Xm7oQuDRakOeK1HyGAnhA7hzOCbqwInPiUFyJi0Wn9yK5Q0prI6UmWHbegalZpQVtH1LU+9QOMOq6/iDxy/5Cx+8w3RQkq+3rBvPi/VcftdwTBMDhTUoZXBG44Ool+rUXARVsuxW1J3j6cUCN3OcjipKpenNrnMXblMfNZlKKIZRPD5bsG3fHl46pm5dI0WUFt7Ublv/+r0bXKwWDHNDFjVaC2qRoVinPUq4dkCMXNZOggmdmCvuRmNpGEEwBq0luLFHc/fWEctrWc/3RyO6qHm4vMQqxcBkRNfT4nCJs1EMciyab02maGVpfOSz9TX9dsvxiRRIjl3ytjQaPu1Zwamd2Csd2DKoX7Y9WiO5S8HwFx/cByTUdds1eK8ZTiowGU+ulxwMBvz0XFSiq66nyCIxaDZ9T55ZRrn40WizKwAMhVb0MXBgDR/feoejUSXPye5G2Ey+qRCl0HABr3usyfYWB6eTCS8vL8GKai5G4cgoAsNsZ0rp0VHTe085zGl7MW6NUROTx1EMUZ5BJby4GCKu76UtVzvJc0Jbkr2BisJXMsbsJrQ41xC6RHZQGm0V0SlC9IyTC/Sv3DrlZ+eXbLcdN6sBGCizDHzkMjneZ7nG956qLFjWLeOsYtU1aODHiSrwG3dyPn7nFr//+DmbpsMaKco9SHgpcobUtZiwaqXZdAEdPZnO2KYg0W0MjLKc8/MNk3tjCq0pgxS63Y5+lfY5/pTj/89SFWWB7wH/yxjjLwMb4H/4x17zB8D9GON3gL8K/B+//JdpfPUvA/+79N8D4H8E/Nv/uF+ulPpvKaV+Xyn1+zvr7K+ur66vrq+ur66vrq+uf7qvP0vE5jnwPMb4D9J//yf8scImxrj80v//vyql/n2l1PGXyMD/JeAPYoxpFsP7wANgh9bcBf5AKfVrMcbXf+xn/4fAfwhwMK5i07T8wZM3/PJ7NzlM0e+jSnwWmr6jsDnO93itcImd/vDxS2ofyKJkwRhlsHh8FBMuAB2EcNkFgzcOE2RM1YfIMMFlrl5jspxqec3B177D09/9HUwB8+sVy5lM51ZNS7duyYaGw8mEe/ce8PL1c+rYUzgBueq+lQreiJttZtOsWiuS6AGvhTA5ynP64LgxPeTh0zeMBsP9CO5oNuTqakXfzNHBcPfWKRPbsFlrFmm+XxSKNoDKBmSDgtvDihvHDU9fXjDOBZb/7PkL7h7d4MRq1M2MN/MVPjhWTUuVyAS5NeQ2x2aGbtMKsdVoJqbk2grvZVpm+KZj7RUhOKqqYN52jPKCVxeyREazA+7PbvKz5z9nNCkpbhTEEDi/WNGkkU282tKbwI1bB1zP15QHBfV1x6DM9/N0YxXrywZycXgmRPKBxRZ6b2TnW4+2hmFhaNcdrg3kI0PUhvtHoni6NZnwZn7ORVvTNo7LdsFgnGO2noMD+X6u5iuihhdnF0yLgjWeR6/OOToc7bkWG+do8ckfRQvvSAuhbkd0lvsKV65BxUilLUUUv6BEZUqEXysGMsoIxKvEPXvfBCPut9EofJDxZVQhGQCmrkpp8WdREYwhusjhqGQyztmmX1YoLVECSOcohEVNzApCLWMCGYEp/vMfvCvmbwa6NvLFfEWdPGE+Pjmm956glfB3TIbOpB/bJ4BHGIWcxnm8CugE87sYyRP5vI6ezMO5afFexjxOidFXkz6XB4KSO/z14wOO8gKt4TIo7qZRy2yU8+hyxcXVgl7IdByNKtZNz+fX0r2+8Etujqas+o7KWHIiQRu63rNJLWVwkXXfoYDOe55crbk5GhCi2mc8ETRd9Cjj8Zi9Udpq0+y78i54eedRi4JSG1FIRXhwQ3h3Xe+5blvO+8BJXjIrcnJrxRMpobi9Aq2ESYWKYkQahBu4Q+qMMdgQCVrhUUQdGOicRaj3Y6qAxsbAR7MTXm+uWfYtQ1VQoPbJ3bGN9KplYjMGGYy1EGeb6KiCHDcxz1Aq0iczQqM1ONBRli6QoisEzbnargV9jPI5QnqYZ1nOtCjkdb7FuchRnqPw3JnJeHrZddRdwHUd758es2xXdD4kw9a0hysxJfz27ZucTCdkOkPsgzw6rZ+gwDkvZopGobWkfxM9IU0A7k7HPDo/x6oclCPXUcwZo9qbWxotz9jYWFzmWbUtk7KQyBDeXi56iFbMGmMgagPBoxI/LQQZO9k8J6Bo2i3EjBwSGVsI5lrLB9RJ/enw+JjmkUBuI8aBRRG1cCC96+m9DFgBmm2PJ9L5Bk1g1Xc0vaNVjkGKb3i5aWiWay42jXjhKMgzAz7sP3vfu7Te4n4srrBstm6/Di+WDfOs4+jmgFwJigYwyTKuEo8rWnF3/tNoNn9mhU2M8bVS6plS6muJDPybwE+//Bql1E3gTYwxKqV+DUGQLr/0kv86XxpDxRj/CDj90r9/DPy5f5wqSlDYyNfvHtK2Dpd4AI1ztB42dY8tA+cXWx6+fiNQHHIjQog4C5Msx6iA82BN3OdUBORw1NrLjF+J1DWqSLcjdl6fM+96mnWH++QT7t64zTe+/hGLxZKz+SsAfvnrH/P0/Bmzakg+mfHkpz/lV779LV4uzrmUkTtdDMIl0Jr1tmcylFnvet5wPJPx0LZTtM4LszxYNn3gL//6d/n+H33GYruS14Sao2JMpwPv3Txlu60pphlXq4bZSNQEF9sVZcw4qCw9OU3b0q9borbsqqhRWXE+v+bjj97nD3/wh3zr1inXXcub5YJ7BwcALFzH68UKHRTaamblkE27xWv2WVrLzvNf/It/nt/5vd+nysa8WW2o+566dfRRDtNv3b7Hj//ox+SVpfOeft0LcbUL2CMpbK6u1zy4eZOLyw3rqxptFVoZlosNKsHFzcqT5xkhke6U9julND4d3KOjkphpum1P1zlu3zqkyC13T454/kqW5xc+srhekKcxjtaG0GmKYeBwJGTCzeYSHyNfu/8Oi+sFVousU4W3qpY+EeFUMs7TKso0KIa3zppR8dGdA1wQpgQqEGJH5fyuskB54VAoZTBaSNdRKYJy6J2+GrE8UF7Io2QKEzQKtSf4hehJNr4Qd2Z0PcrEvQopGjAq4rzIMo1Rko/VNnsn7V2+z8/PrzGZ/Li6d7TisQDA333yDIXwimLwMjaqI9NRKZsvQmY+KkspfGIEo+ijZLOptDm7IC6wLipUDG8dgHPF8UxGY1lh5WCIOs3nAy5o7h0f8GYu9/Tnr1fgIkVu+PT5GV+/d0JQIg55ZyTFzycX51R5zeWq5t2jKUZJctO2d1SFPDur9hKTjDhtynf6vWev+M6tG+R2N2NTaC9y8aDAZprzxRYXZVQhdwtIXCmUFCp9hNtHU8YDOVCum4ZMayKGl03Hy7YhhMid4ZBiZ6gYNMF7GQ8EYe0UVtZ/UuenyACVxumeLsjhNC5LPm2TDcJiTm4sykcGJuPWaIbONJ/OLxjoXZBPi1Kadehp+p5RVqRAW2iSXYDWUtTE4PBRYxGrg8yq/X2PRBrveLVcCnk1BLyGQ5vvM7n6GHCtWEAYPIXWjEYjnHcUaY8/Ki3Ra+Z9S6ct9YsGr1oG2nIzxZqcjCdY7Sh0hlYGY8AYi1cGnzgt0aWYDkMi6mr6IAaDO/fd1osh37ZtGeUZhCg8oi/xr6yxkheoDVEZLldrJrkM/nazFa8ixotDvdgxRJQSRo9La9vYDKPlvvpAsr8Q8cDOGV44a0HUcCbHB1HyDcuCOrlS987z/vGEq7rjelvTReEbrdp+726trcGm8NfgDStfM0wFTZ9UdY+vFhCVGAdGiVSIKPIiQyUJsQvyDCsdZUSnFH3vGR0U1KlxwEdq13Gij5nTYZUmJCeM0yqt+b6nd/8Zyr2B/y7wv00jpYfAf1Mp9d8BiDH+B8C/AvzrSgJUauBfjWmHTWOnfwH4b///+iYUkGeacTFEf0kJ0DrZbKsq53pd8/jNGbnNKdMCC1qjfCCLGqs0nfNyOEVZeIDIv00gi+A89KkiVwS6VG3mTvHsyVOG0xGuNigCr148w5icB7dlXhyC47sffcz3f/oZ7497jo6H/P5nn3FUHXHdyozbghxWBIzVrDcdNvfMN1vyRISzijTfDHRdYL69Rr/3DqYouDsQJOHZ9RneabJyzOcXr5jZnPm1RxuRYQIcDk5YX73mzSXMRo6rruDwIGeqe9Y7R2JdUA4qfvbZM2Y6w2Q56/kSUGyT1F27SJ7ldN5x+2DEauUo8pxxWXIrEUTbbct3Pv6YL372iXzHuSVHczgbSXov8PThQ84XK8phiTnQomwzkeqwZDkX5Od4NuW63bJcLDDWYjNxbVUmohO/KPiWEDwxGkLXY6wmaIkfCOkBrNc9k8MhxMCtd6cMtGVc5bS1I0/F2MnBbX7uaoJrcMtAltQ6ywtHP5CfMygzOiI/+/wRh7MZ1mlsKRlBm+TQ67Qn+uT6qcSfwipL53ZeKeBclNm5RM/hAkSjaKLnRpJJhq3HWyVKBAVRhX3xvetMZWsS2XAIKh2gyVBl91ql0UH+MxghTD+9WPByteVoLETB6Uhs7ld1iw/w4emhEFRjZHduKyIxKJxLsSRW03Wi5NgTaLsgfk708rmNKHk2rd8pTdFace9wgvPyPIUkTf0y8dWgxVMpfYyqtMyqklGZ7VOA/d4ERA4LDxgtKdAX17J+tqrHek2pNJttw2///Am/8dF9xmVJbmUdHtVDnl0uGWTC53gwG2M0rJueGzcEJegvX6KUODIThaumtObT8ytUej83xwOORkNciHSIX0xwnqEp8Ilosu39Wx6UN0QVmQ1Lbh/MeLESJFObiEHccwdaeDK9UjzfrNBpAi8ZYYbbRUWZmUQiFgfYYrcXBiXZX7EnBotF4k3GA0ue4gmu6i3D0QB0oIyedhU4GY/47uEN6sSbOas3XLcdBFHxzPuOLGpaoE+FsUXhoycEUMqjgyLPDCEEMrXj/MDVZotJe5lSmneHYz64cZM+WSqrKMWa8R0hCNdk5TaUSgtXLK19HSOr1nGxuGQyKpnEnPdn071UucPTekVpRYUXlKLvWnJl9i70HocxAkVEZA1XpRTYm8TROluuyK2lbhuGmRTsvgd03CP8wXvQ4ofjek/rogTEpr0IwNpMnlOjadtOYjY6R4yRokzodITOSd6SimLrsOwcI5MTtbyf4JygUcpgTeKyNA3T0QhtBZlvm4amh/unR4yWax6+vqCOUkTHnY2G0gyrDLzwAas+p4+e0HuOj6TgX9Q1fR3e7iPR0zuPd4ZREm5Yr2g7L87MXgqoMjdgJG4HhAM4yDPuTAZ0XWQTe2zQhBhwaW3MioLL0O5VW3/S9Wda2MQY/xD4c3/sj/+DL/39vwf8e/+If7sFjv4xP//df9L3MhkPid5BpmgSZOxdgCLn4fWCdt1ilSZZfACwaQNEj9VGHkSEvKbVWxOt6CMOWJnIFHmIvJfk0R2ft9OKaBQxOH71m/d4ddny8MUrjI0cn34PgPX1mtg77t69z9lixcanTsAU5F9CkKLyoAwhRLzV9NuGd25MefZSip937xwSYmBVO/qt487RKefXKw6qnKtr6Uy/feeY642nKkrmW4UdDLh4dcHhYbWHKJvQcP/eXbatIisGGD/H5pppPuWpmwOw2K45ygPkhl86vcdPzy8olKK3hjaZnmk0RVay6Zc8fnbF+EBIlDcmE8yuK5+V/G/+0/89OgiLPtOWcmL59PPXKCs/JysrhrMKlWlc7WmbjtB5skEOhWwIXe8IW8/4jtzrdgOq85gyp6uTIE8pTCGHhClzHtw64MWrJa3r9746w2mFVYrpyZSLqyVXfWQyrei7a4ZDQaLezF/T1SvKrCDPDePJAEUgD5btKm0swdM1gXJsWTYbBoVlFHOevVpTTeRh9ymvzGQGpcV0UEiKjpg6L2MUKnhJWDECWfsQGFVjdOqY2iABiTKFEi+JGN+uZQCtDDp1eVoFghLTEY9C7UCdGIl6F90QQFtqF2hdoEsOYk1nafqei+WGb967jUvEZav1PgZCRwjImGHZtJRZzqYRSW9MCFKIUBWKrlNSkcdIHxwqBkyS+YcgMlHvPMYbWhXposYYhU6NgwugcOnDakZVIX4uRLovDeIURlRBESGmRsXj6wXzVgobm5Aqr2Xc4UPkh09f8ivv3Wa3Y7u+5dak4mdvLtDe8GK+5uZkSAiWJ88fyxIzCu0Fzc203E+RzEJ6LGiCoL5GRYzXeALzTcuybYg7ny0rZomlMbQxMLCWb929zavlnJhGErvxqVMao2XUZXVAO70vjPNEQr1yPWXoeW88w2vPqt2DcBB6MiXxGcG3kgatJVH+u++KwOHv/+gzjsucV8ua1jhyEwiLBYssYzKUbvruYMZV+0Y68qgFcTBB0rJ3nktkeNcT05rJovxeHxVlkr7M2wYfHDbT5N5grOLB0VHa/+ReZNqS5RaiodmsZawVpajfJETCaMPcK1Rb870bM/7+qyt+/b13cO2GfpcDpTNciIRocb1He4dRWtZOuhnGKHwX0SpSFBXzVc1q2xKSCSpA03vemQx5ORfjQ0WUE9aDSu85IAGdmZU1WJVlojloGSWTRl5aQ4w0ncN5QWoLm9PuXPz6QJFn4CKegPIeGyMOh075X1GJT5bNDKH19IWjayKKLS49p1Ebqtzg257TyZhbhzP+6MlLXs5XDFJ3YU2GMZFhVXJ2vhCkqOmxZcZ1UoCWucXmis1C1q/RQks3RomUHymuyyyjjm2K0NGMsowXj66pprJ+vFbcn1QMrOZ71Qk/3F6x7FsxON0VTT5yUua8/FPYw78QzsNaKYxWzDc9eV7Qpfzz18s5ca3w0eFLg9WagNpvhkYrlM6wKR5eOkJxRjVpR1BWswodsY+0Sfot9iCBPEHuhVHcO5xycnqHv/X9HzIaVgSfcSfPCGkeOjoYktmcylYE13M0ehf6mp+fPdqPLRQCM3rErTMGyGzO4fgmm5Es+Ot5R17k3Jke8Kt/+bv81t/7HbKmYzYd8LWpJPA+37QERGVls4o8KL724YccjhQ//ewTAG4dHfDw+Wtip7h7OuPx5QW3DsaUmcEmdGhSWTbdgFHW82bbkeOZTk6w9SWrRNieVZrWtdAFGe/UgWyY8/x6zs2xjAm0UTx5dcn90yOW2war4Gh6xE/d831XFWNPNhAVUBYUqiroYyfeJam7Xy03VMMM21lW85bQRrJJSbts2T0VWSmybmMtB9NSEtNPhszPauwk3S+rGeYZuY6MRoV4pqhIMIpFJyqAWTmmjBXTYszBzSod7IqresvsIG1QPrBcN4hjqebmwQTlobhbcL2Uw7TrAwcnY5SH5WqNLix9H1Da7nPEDoYlnuT5EQRJ0VoxNnaf/+XjW3dlHyJ7qgzJ0A5oesfL7Zq2C/jopaCJXrrQ3SiKwC+dnECMBCWmafdmY05Gg72JnzGiGLw9OWCQZPuSY7Urxd56PUUkDTyYwKC0NK3fH6ZWgcJitIx8ldbYqMQcMHUFX7t3g1+7fcRyu0HKZItXSDeZuA21b/E+pAw2z6LpWDctygg6CuJ143GpSQmSwBwDVZGxm2MHF3HG4dHUQTHSls22I9Mp0A84moz57GJF6BUKxwa4anpsnrO8nu9/l8nSDdAaYzNCDNI4ZfJ+3sxX1F3PvdkUo8Gi+XMPbrPdNrxMTuPPzq+TCaPinZsnPF+u+J3HT6lyyzR1wUaLIs3pgOsVVglykWEo7O6AE78uo6G0OWVpiNHQRb+XBqNIgnBByUwQPxwXtRQTwL/4F36Jh8/P0bYmC5rQBVaFposOv5Z5uTWKmS24dg2ZMmyDBMB6InkqADZuizERrSwm7gpuGGrF2UY4WtddTZ6Ue2h47+AEaws0gZiKDW0gU5FtXaenW5FpCVk06U+8MVxdX/H+uCJ4+As3j8W3LMv3hY2LkSoriLEnRoPSga3zKBR5Gq2q5A3mdGCxqYlIrqC8f/kKR1VG7eRZeLWpOclyolGA2Sd3Wy2jGh8gMxnVsELHDFWwN3jsnYydeh8wOsNo+f+EHv2lUW8IjqAs3gVx8FUR5zypPyO3mQR9BuGlGDROOTabZo/Ma2NAedA5dd+TucA7B0NKo3i+EG7nrDS8WG94sdwwLnOutjXlOKP3Ab9NqszSU1rD6a0p5y/mhCjInE7+N/JciK2KVgoBISOvFhu0EjNNAKUzPjw5EOm6VnxndIBG87fPn5El+bkYj+4chv7k689SFfXV9dX11fXV9dX11fXV9dX1/9frFwaxWWw7bD7gxXbNfCsdUYyRQSFkLkKkHBWsN+3eAXSQZUICTkx4FYXs2YdAnl4Uo0d7ICpWMTA2lqg8zotqCWBZ98zrFd4YMlMQlWJaldjJjNevJcLA2yGEwCArGE/HPHv+jMvtFV0rniUAVVbQhh68whkxterwXF1f8N1vfADAtu5QruPBh/f50c8+oQk590/HBBf2rcVxlrGKK66WW67n5/jDGfN6SRFvUJgZAOeXawqr6HTkul4xKAueX86pBgdMEzGvdZFK9WBzatfRY1mszqkGFQcTIeYZHbmhBzwz5wTv6FrLdtPhrWe5lS7vcHSLQVUwHs3IBgOarudHLz7l6HREm+bXeabpWuk+jLKUlaKrO5zzjAaJZ1JE+i7gXcN4OmZxscJvHcqDHeywBEnBHY8rWjxt3ZBby427I5o6KQVQ9C5irYKg8FEIeKM8wyaOzaqteXDzhNeLS+4fHLFoG15sV1gU7yfFyhcvztAY8lwzGJYYDD0tJhpOJ8J3MnYMEW7fGHM9rSjzgj94/lLWZimf6/7RNDnVGhnFucBJMUL13Vtb8SAAho6yliUxPDkIp9c8WizZREdbO5yKQrTVGhOFDwMymvidl2+ISqEJGDRGaXzKlAHwTY9C88sPKhrXp/GHqB12Jlp4QRWNgto5WidmeNaYPSkxxoDrJW0mxAjB0ftIxLMzaPC+ow092z6AdxjTJ/KxxiQuio0RS8DHyI3ZhEV7JcTYACHbkaK1dKwytyIinh/fOBlxlpLou77HB02jJGm6iz0DrfidL17sTepORiPePRjSBc2zN+eo3hHJ2TYL2l3EHI5xVghnwiNRGjEAGp++Z21kT2q7S+4ejBiXFQrNaJDzUbrvtw/HvLhc8Ga+4XzbYGykd6TvdT9DovMyX1NK4SKEECjUW8LqIDPEGHERRrkVonyM5Kg9Z4OQ4YIgeQRRsZHGcTqhpmtX88WLc27enLLpelQmI/HWdYS0J5RdSxvEgG+IxuYZq05UL7ufE/oem0n8RYZFG0EWQ1Ssv2TsGaOYSv7F++9wcjBl27TUjRciO+x9lrIsRzK8xefFBSHOAjy6mPPebIRO6qLCZDyar/j60QTqJq1Dh0HQGk9HW0NuLdaofW5gQNN0La2XZ6TILYW3OO/3HLZCa1au43BYELdBEEgVJXU8rVUdk0+QNcyGHqU1WZlTbzvapPoJoUc7IzEJ0eKCODk7LSgjgLYWEqphrMVGyQnzBFS6p8YUbJqGVb3lYtuw7lt+84MHbJotTRJKxN5jiowNHd4pRqqnbnommeGDI9nDnyzXEu1TlVxtGgaDAW3ocH3EpvsedaTpA28ul9y8O6Pe9qjG0Ti/55X1fZ8csYU87DpP6AOT0xFdMkIcZ5ZBbiReJERUGovfLse86lbpcxm6EPYk8j/p+oUobGKMbLXi5dWFSAsTP0YgPEfwgcxY4iDDbDu6RCLtgsB6WoEOGlsZQvAor1h1iYuy6bh9OGQVPb4L+CD2fpnV8vACOnoODkesVh13bpwwriqOj0/54osv6Dp5zelJyaPHb/jwvXd5+uQFd27fZbiesZ5fUGQyf3yzuSJoURWYCE4FlMopsxE//PQhAMPc8P57D/jbv/1DbF7xmx+MiRFsbvcjrdYZfu2jGyyahsdv5py9eUNwgedvrpikI+Xx4pJv33uX6y7w6vIlk0FB4yJH1lMNhSS5Prvixr1TVvOOssoYlQXea+p2zrQUhch8vWSQNShlqHRJabdMyjEMZlyvzwFYrZYsYs3vPvo5eIVSHmszbK5QJrmVBnEuDni6psfmFmM15SwndOmgDJGi0rQ1rOYbbIpDyKzl6FAOpi52BDQ9juHA4ltR0jTrTrBtoNMegqZuvYxPXCDTwtnYAaCVsTyfnzMdzfj05WscARciymiePJfhxrzuOTwakKEobU7dtxTa4GIk6F1B4pmUGY3vRDETPN999x6PX18wraSI2o1PVCYSx7zMyKNIBXY8ClFIBGGvaJIbqQKjaRPZcl23BKOEX+JF0h2DjFh3ygWMwkchpXoULh1SomLYqSRE/XDd1eiYAkyDZ2DLfbHhk4t19MIVcB586Ml3uU7I6MOpTgzGVBT3YqswIRLTwVRoDUrcbVUmRYl3MmrrEwG79xG8kOrrRrSIgYCDvcIoD8lcU2sGueFwOGQ6HKB0ZJQKicu+RzDyXVSKZgmsliteLQWWrzLLx3dOeP9wwOW6Yr1pMLaibi/wyWBNR0PrgwR2ak3vHZk2dD7sx4sRRZbJ6PvR1ZxfvjcmU7Jhl6lpmmrF5NYh7x0d8oPLM0qd08aGIsv2B4FVVlR9SsjHWimsEn7NzuKgjWlEqOCgrGiCxIBq4/e8Ba2kgBGVlyGPnnnT06fiFmDrHV105Nqw9h0qSyaP2uwzwjadEIDrEAgaSm1ZKS+j0TYVmSbinWOgMzGNQ4RsyipiWs8hiLFccIGjyZTCGGqlKaxl2ySZqJJDPbOW3Ob0wdP2PYbIZkc0HeYMkzOxx9F4x9OLKx4cTigz2VuUVNagAp1TicMTRJXpdoWNSgR/Q24swXsZM4X9cUKMnpNK6NjzusVYC0khq9LYtA1OxltKsew67k8GZNrgtKb7kgpSAb0DowPeqzRe0/s9XGspvpyP+AgmNxib0XU9iyTucLQ8XS1peofWkcwatIUiz/YSftc7Gu8JUTKiai/PgA+BQVJcDk2GGsCq8WIfER2uixRFhk+qVe+RgthrLq7XvDsac3TriLPrNedXUpAoa/Aq0m7BNb3kLTpPX3cEOeI4Gg3wLmILeZ4tBpsb3q9G2ETteNouKG3+p/nz/WIUNrX3vJyvMCrSebdTm+JDYFUHCqPJraYoFPnxiPmFPDjKeHJEqXHue/y649ZogI+wrZMHy2RApmEQNEWe0bhApyEGy7qXrjwzG7R3ZJnlzvFNZgdTPv/8c2Ie9tkofav45e98h/PrV+SZ5enra+jm3L/3gBfnTwAJuLRiRwkxkgPL9YYn6w2n6eDOjeVnP31Cbx1fm1VpTqvoXceLpfyu20cV79465Xd/8oT5YsEgHxBCYFxkPJlfA3A4HHG97rl18wTfLoh5ZFpm5N6yTk6/pjS8vrjgxqAimMjF8zPuvfcRtpyxTKqN1bJmoSK3Tx9QL87JJwdcXF/TtTUHA3FUPu9esbjaSCfZeIIP3Hz3AKcj25WQAH3n8H3ER6HYrXpH33XkuWE2kqfi5umUKsv4B09eE1Y9RM1oWDKcvX2QgxO/hqHN8E7ccjuVZMA7FVuU3LCm6yhMkazfZSa+O9xngwoXHKt6zYN7d/nJwyd0viM/GhDdW6lprjR5Jvlj3mu0CRIGx07xFJhUOY0PRBNoo6PqA9+8c4JJFut1u5XCG9lzJ1mBcunI2S1mpUUfHAIqhFQYCHrzB0/EUsDkiPQXmXNLmrF0ln5XtHgwJko6MYoucWdCiPuNxRpNlilsiHilEr/H0Ph+T3wNSiUfjw6twWYprFJ54r6IiqigACUSdOkgiEbvU54ldLZPniviIKusEd5G4iRYLcVW9JrMGLa9KMvQ8a0jt9FUSvHewQRUoMgqlNKUVnE0EbXXxbJGa5FWKUVyuZZNtk4cgLrv+buPXlIaw9dPD5hXYl8Qd/4gIHJyF6m9o6oyrJXgUheD/GBExRRDJCoJey0yK2gJb/nekmmnWNEyGZVcrWvyzKQCePciWcOyvgVdVFFRmExk+Agv0KOZ5iVaW1R0RC/BWjv39qgSIu0TgqEMB0VF596GzLa+x5iMtnNC05YwdRRRfFfS/XJe0qFjH6UYD8JPO0ohmL9ycIcIrJzjx5eXkt5sFOvtl5QuUQ62//I3vklmJd7F6lScpvdss0xUQUFhC41vREb9pu54/lKsz+7fOGJ4OKFdrWEjLKL3DqZ8/8lrfuN9IUUXTZS1GxBeVIxsepdsQtLvMrLnSmPjyUwmYadR7XllIexccYUI3QZPaUySe8sNq2yBJ9C7HqMsR0VOaTWX3ZZ+51wNUuAphGRrNYos8XTk/WRamgutIlVmcN5y0W25bls2vRQ2bRDEzVhBb5WGtnV0TbPnnhUmo9XSCiglFhNaKYrM7Dl1t8clg+qQ337+krzIWW1rqiynSWtI1qzCayEIvz+dsOod1bbnndMZL5IXmUjXA8kkBRWhmlXoXO1R3NvjAT56ln1gYizKgA0Gk1k+zES4MchzHm6u+dOuX4jCRgoBT4ySb7NMcewoKHKDjpBZ2bxGhdnnnmyTtN4i9vsWTWEGDHKzTyw1ATbeUWpJdG18oMpzbMj3+TtVMSTTOdFYPn3yGQ/6e6yanuvlnHv33gHg8uqKrAicvb5kenDAX/mv/Uv8O3/13+dy/SNmYykAjsYz5pu5SP26Dp1CxnTqsgHqENADT7+q+eIs46ozvHPrDt/6xtcwXzwFQI8s/7fvf8HnDz/DZhmuCxyMp6x9g0mHV1kW5HnO4cEBP/7sx9ycHbBUnpvTIQ9T92p0zqpdcR0rBr2nPLnBo5cveHN+xfFEEJvTyVA2qXrNqu85MJ4XiyuqWPL8tQRu4qU7y/KMmINB8qUWbxZ0iZxmcxmJYODweMgkKzkqM45GAxklksYZSlFE6AtLNSrJCs22dpDGeXmh99EXvnMEHbDaCKq1D0eVYEdlFG0IDLKMYZmxbVtmIzkE684JXI7hfHHOjdMDzi4WbBc12yTAOjieyCGTKWonRY3XGis7Zlqacu9C2sSslrDC0Gz3AaDlsKSLYJzgECMM3kvXtiMcKiV29DEqkWzHSFSikuqSgqbUKYvJQ9AJgdnFKex3ZwDJs9krORJCsn/P3oPJOCwG4jcUHRH5rnZjXKdE3dar9O+CwsSUyLvvcOVglJ8bBWnyEiq5a4OHmXTjnQ3EkMYZGvHqSMT7YDWZtTgfcESMctycDZkMhlSlFL3Oecn7USRfEI3V0oXfSGOmh68vxQ8kvblglMhe/dtASVIBsQk9V5uaw9FNnl98IWaWOxk7YiZotGGz7ZiOSkEsevYHAWmUTAgMq2xvJ6GIe6myRv7vy+WGoHpcF5hVOUbHfUHiY0I2QtijU0HLAfK2RhAp/HnT8ujimllRcH8ywWY5Vu8QJLGciCiikswqrT1loanSMTEm4/dcIEOJai36lHG1B37IkhqmDY6s1Cy7FqsiIUgkBIA1BTrX5B7udT3XTc18tWHZduysdyJwsxgzGuaCmkQos5yuaSiTn4kkqAsKQRClXPCG9XbDN28dA/BysWF9NAObsdQtlQvcKTPenVTMF6Ik/cPXl3zr1i2q4Aho6qbFaMiybD++j94ht0ZhVYY1ci4oE3Ap90WrSAhBGidjqEPAB8+gzPdF+KoTRFEpeGc2Q/eBRndoRH4P0LdOxnR5gSOgULgQpFBNhVbdBta+Z+46rrdrfDRkmXRgu3sR01rOtKiTrDFYrWijJyblVMiVrLkg0R46l98hRoRpz9Sa333+UpovHzBG46Lf7w8glho2KGLrsGVGoeB8vubGwZBf/4accd//5BnrrRCjbWVRMdJ3HpObvb/TuCqSdQYs2oZpVhJiS+89Np25d6oxD7dXvP2k/5/XL0ZhEyO5toTgaFqHTU9PZmXeF4CxtaK9VxGdvkDbimmSD4EPBhUvupZX52tu3zzmOuVoDJQmhMCLumE6yrGFRnvDpq45OJYZ5Tund/nJZ19wUBpujCrm60tm0xKdHfDmTAyTVYT72Q2KsqBZr/mP/6P/hCa0FLbk6QtBbL7z9W/SbLesFkusycitYek9J4cHrDaCMo0GRXoWFeODE8rJgJu3b3J9dU6WkI2/+f/4e/jCsdq03J3m3P3wXa4u5rxZbbAJJdg0LX2/5Gef/JQ7sxMa1ZOXBX/47Al5IT9n23Xkg4zZdIj3HRfnK87OXmOM5WwhVfq6r8nykrLt+fVvf4v/y//r7+P6QJN1EuoDGGsYTnJCgHJY4VrP2Ys5KkqCOYDvPA6HMpqhtnzrdIYLcmDtOt3Wi2R2ejTG+A7fR5wLmEztNyijlBSCvSdqcad1yfV3t/nIBiEdrPgWIYaHZDtbFI4nA7ZtS8QxGhTUTeBgVrCIcb9p9M5RlDlnF1usgeGwlM5Ey/0BKAtBS3wUFEUTkyT6rd9S3zicDtyazBgWBZuLleSB+Yh3O4jEC+RtFLJVpdwdDaXZWb2Jq6w2IgsOmZYkdAxqp5LQChMNSouKSrbVQJkXe2XHuLTcH03RMTKxOUOds+wbGWLu0FAPK9Wx7tr9n1kE0t91r7LxShZS0FGUDnsfnN0oYYD3Pc71xKClWIsSRLjzwwkElBJ/jM5HPjycoE0mAYDJ5biwFh/EJVyUWNKzrjc1Hx5LJ/jFy2teL65FcagkaTrqQIyRbG8KJyNPpeDxfE2RtcymUy5X8736w8ckdw+BqDTXq5ZhaeTPUyHhvWT2WKMZ5oW4sCo5HHf3IqJpo+J6uxW+lxLUQoW498hSaBlLR+Fx5MokRFrQNJDQ6Kgiry5lLPF6seVsvWacFdxNKdiHVQFBfj9EMgNRifNtULsRtqMcZGSlYbtqOLI5TgliZNmpflKhHjVrejoVKG1G1rdkaTRflYUkxOvIu+MJRzbnx3XLSvdvx5Qx8rWbJ2TaUpQZSik2TU9VDNjN2LwOxKQQdcGDgherOXcmU4rUyLx/c8qT1xdUheV4OmRTO/quwdcd41QgvTsZ8+PnzzgYj7kxnFJ74Vihuj1qmpkMh5gnGiXeZsF78iyjT9nOPqE9wSvuTKb8+PIs/dv/N3v/FSxblub3Yb9ltkl38nhzz/Vlu6rtTPf0GAyg4YAYWBoAAQYphiiFvEIhPUkPCoYeJAX1Ij4wQopgUCIfJIoUJBAgBAQwAwxATo+fnp625W9df+8x95j0uc0yevhWZg2CA4KhkCHRtR6r8ubZuffaa33r//1NTp1sGbqZYa/sSAJ420BmaJoWtFo5bZBbS9RKEDJl0JnBEmhaR5PWhEnTctksMdqSFTnWfeY47FIEeAwBZQwBR6Zy+kVB6xtcjJQpkLSKce0HtSqOFaI0zZN6+HvnF7QImgxgo1giCKkpIVQ1vL25wf3jAWdVQ8gzekXBs4sp9/eGAPzpn3yb3/jgCc/PxlLT+5AOtRmdxNXpZpa6bXBO4UPL2AdKW6CNptByzXmm+eM7t3liVoEE/9nxuSrq8/H5+Hx8Pj4fn4/Pxz8148cDsUHM8XJrcSGuc01M8u8w2mCiosyNaPNTK8ouHc55wZi14iDPeBFbfMz50mv3Afjk+ROaOnJz74jRSCpbspbhzoA7NwSC++jBA4JueFk1FHlJ27YcbOZ0VMT0pLVRu0AIBW/cP+bDD59DIbH316Mx//yf+xcAQS2evTrn7u07HO4d8vs/+B69XgcI9NL3GBUJ0bC/ucFGv8vZ2Rnfniz4Uz/7Fs+eSF8yy3NKYzAbit7ODX70wUNu7G1xuL3DgxcvADkUVfUVW/0BX/vCF/jOR5/QLeCfff0+3/pUlFw619zY3OPRizOKQlFkEleQlRkxnTonk5ruBjjj+Fu/9psYI2ZTnX7OYCikzagUwXm8iszHDVkBNlNo/ZlPS15otjc2uLnbY6/s0rSBoOT56QTPXjY1V9FRVQ06ClPfGEOI0E1mN671tN6hSPlaRnyHPJ+pxoYmZ3+j5PGowmiDVopF27Ky/wcEGlUWbRtC0CgTGZR95jNPkxCJyWJBvywoC4k3EDBGJw6H3J+tXkkbg6AtCaPWAFqv81Oc8uTGcD2ds9Pr4fKEMoXPqBYh4TREJW7KzhNRzBpPlYjuWitA471L1yNkXK1Zc1oUhiyDtg40rWQKKSV5L20yB4veEUohkHsimsDQFlit1/D1i2ZGi5brScRL7WV++kSkjJqk6tLoZFQYg0cZvVZydTNpdeSZpXWC7ojKIq6zz0KQe6HFxJROXlC1Qfp7Kw6AIvn1GKIWNO56MkYpwzCXk+Ct/S3eONjh2dU1p9dTFrGV9o4Oax8blF57/zjvqf2EzGo2+gPmM2nRTqsaubHS0imtoXGB1ge6KwQy8Y2ci+xu9Gm9og0pqyfNZ6UD09qzv9nlfLzAapVahGrdMm6jGNKVUfK7xCckUdzTHFMGzq8WLKqWVZDP9bJFa8Pz1Fa+XDZ86WiDuo4YIsZEYvCgNCvzeiUTjcWsQdnINEa6qXXViSsbf8vUNWijMcqQK8nL8iHSy4s0DwXd0DHStg1WKb6yu89vvHy2TnA+Hmyw0elgs4wss1SNo64rITKvFWEK77WY6EWNynJu9/t0OgVNQkis1QyKyOn1NTFEBr2cs6ploOPa92kvz9k8OODJaMwH8xPubW8ntZ75zF9FKQqV5r62zHwrCehtIzwwxFXYRyHidvKcTVsy8Q3juuL+QN6XgS2JMXDdtlgXcBq0ySjzknmiSFStxxpDE2E0n3K5mBMKxXavR5XWw6hFJRuI+Bg+Q3j9Z21KbYyYymJQKrBZloQQMNbgEvlcmwznAecxBJQOxGjQ2vDelewXk7ph6p0gtj4QUixLNJBCuXlz2Ofedh9i4LCTMXOBs9ajdWCcVMjeeb55/5izizFOg5t58iLDB0emVirRjKpeCNlawaIRItdm3lu3Vuu2panrlRXPHzl+LAqbSKQOgbb1WGtQK1OqGMSOWkXOmprjQZ8rX1MnSE91NWHiBQ5E3DF3OjlX8xfklxJZZXWXyfyao52SbGsfExzKep5cXNEzK+dYz529Ix48fYbtZBigaisKq4h1mszLmvHoOY+fOcpS8/LFGVlRgIt8+MEHAOzu7nO4vcvL0xcsqzk/+eWfoFpMmM/nPDx5BsDOxj4HextsbQzIALfsceNoSNXMOHkhba/NYZ9CRy4nE2IzZ7djeXE55t6tW3zxS98A4Pr6FY8+fUCZ9WjPTznc2WJxNeKjeeDN+2/IZ5YLLi4vqJuKWd3QzQpMaamW9WekOw1lnlFkBj2UuAJXtziXERO8P72q8G2LySy+8jSNhqjZ6Ofcuy33eb/TwcWIj56qbcmMqDdCiIzTS/pqucS3slk7JXkuwTt04q3IQ5U8L+c8hbW0UdQGe52S1xMBW2OIOvBsVqNIf7MJbJUdxpMkyTQku3sNKmKsomqWbJd9Xi6kd29Ly2LRsF0WvJxOoezQKy2ewGEK6bNWSIZGGbQWkzrlhTi42kw9oAMsfcP41UiKoghKudQ6gIBDKbPilYuDbgy46PjG/RsALKuW0bLiZDwjGkU3y/FI+6BTpg3XB+a1o3VNIvRJDpZScV1FRWUZZZ4yKIpghNCO1IWr535c9hk1noetJ1ea4BVtdAnqTq2WoPBa4PuohNQtHAJFnuZGaQsav6RtPTEYgolk0RIUtCtXWAxtDPjGs1EWTCtHURoKW6778K0PqCjmgCoqOp0OF9cjtFXU6R3c3+gyyAz7wx6LG56r+ZzvP3nOoo2o5Jac5zmRgI+BDTukv9EltJ6dbsFZ4kTV/oLWJToOnhgzGtdIsGnauY3VWGXxwZPrVSNHrnZFeHZB8cH5BRiF8wGbWSZVTc8U61ZdrsSBtw1BDLiDtG0aPMqnDRfPctmiVSAmfplRoIxZO0UPupaH1zMCYLWlnjsuxjN+7u7NtcAh4tnbHTK+GrEx7HG5WNJqRW7tWkFjlZbMLhPZyQvOqgXOB1SjeH4l5pbT5Zzj4RZWKVHqZBEc/NTRMU9G8u68vr9Np1sSo6eqoa5rjM5kcq+k0y7g2xaPpyxKnl5PGGpxujUrO46g2Nvo0MtFzv/09Ip37xzw3un12m5iKzNENHcHAw6i5+PJiL1eH+vc2gnZBgleVdZCdEQPDVL4rqIHWueFxK0CixrubW7w7dMzvrqzQ5bujwsRH1qsk/ZTVELyr51fK8s8kU8vr5g3tZgt5jm0IgIpy/RMg6bx7Vol1baeLLN45VkxnmJUSXIeCAF2ejl+3pBln9kOdHNDXAaiUeRo2iCxKKdVxfOpqJlI88U7R9BggkiFow4cF1KQ3B9uEpwoKLWFvlHkJufJcrluw+noWTYLmtoBiZivNc3MsbMj39OGQB4LJvWSAHRyTVCB2rk1xyZ4ETT859Q1Px6FjVKKqBSeQGkyjF/1sC0ol26858HlFbrVwvYGdBvpWmH1LxuHImKDZrZcUPXEA2Gzk1McHRLrJSUte/0O3W7J2XhO265C3zQfPX3MbFaLdNgKKbKK0C3lgV6M5vzo0zOUUty/dSRKpmWDV3B9LQXJ1eiMiOPdN9/kw0cnPHvxnJs3b1KFluNdYfjPqwmX48DZyzPu3LlFXgx5490v8A//wa9zNpZIheg8vc4AZTroWLL55he4/sF38Cw4fSh94SLP6ZQ53Z7hyaTi9vEBk7zPi1dPeX4mMu3X7hwyGo9QmcIFhSkt3WgkIC5FGDivuDyfs7lTEKKiyDPURgSjVxQbXOMxNsP7gMktdw+32ekX7HbK9YmpjULsUxq0jzyrakZtTVU3a8TGtSEFNIpHhndJxq9IKh/JhfEhYq0VpUBQEl5HpEovYJmJWuTWRp+n11M6WUbrHLOqpl/KK2O0YVY1YKFbZExmDa4N9LpmrR6ik3N5umQ2X7K10aHsWFExqYwy+eHMklwyENHRJC5HoHWfpRhHLItlxd7mpqA0UQqZ4OKaOK30iv0bRfGQ8qhyK07LAHmm2LMdOnnO1XLJrKokTyq3XI+TE7KTOBDXRinatBAiq6aV7CPAZpbz0Zzt/gY6h6qN7Fm55yuOBGToIOdFAZJcKjg9KnGQlJHsJ1JEmXCqBenI0n3eKC3zpSVacXIWqax8fpWCLS6skUbD7z1+ibUK5xVlZkmtezKd44Mias9Ov8O0qcQnpYU6T/fQRRZtg0nO052sx27vDa4XFSfXsuE+uhwhjhGGXCtisruPEfZ7yRNG7TGdjBlVNRu2w8JVKaRQra3+O8EIx0npFGIp90pFQ0hOv6NlQx0c0WtxlY2BxnncbEmZXFi7nYJSKyyKNkIVPT2V0TWWKh3gpKgUNE4WJEWnsPgQ1q7U42VNt5PxarSgU1iuFw2TWcVf+94DVhXtm3s77O90eXpygaladMrwaVSgW6x+OzQhUERNr5/jFjMpCIxl0wqqfDVdcjJ9zjdv3cZoTWYz2tAwKHLeORR3dK0N8+mSLM+SZ48odgpj1whJg5YQUWDmPO1iSRz0CTGSzjqYFEmR2ZzgAruDLh+/eMVmt8e0kjk/CoG+ijQ+YKLiC1vbPByN8Z0uvRWpzhRoJQni8qQcISoyYkJCpbAPSsvhOXlIffPoiNmy+uy9UI65h6bxPDy75nhng1ezOVXrhLcCTBsRLmSZxfuI1oHWK5ZNvQ5oVkp8bVbRKSpGBEw2n60JeLGoUJoQPKVSTFXAkAmPEITkrhQqarR2FMpwjeLReESe5kuNQMM6dTiChhgDX9/YpkqWC68Wc8gth7nFxZbM5NjoGZYFfvW82pZuWWKNoVq0ZD1LVA6jFZ1OKoyBkWvxIZJn8s7v9btC6m5kz82VYVwt17EQf9T48ShsAKUM3gs8v7ILMMajyXChkdwiJ7Izt5IzZ3Bzf4fpaMGzRYXNM5YhcjDY5mok1Wxvdxfrlmx3DEYbedGbSG7VWgUQY6TMMjrbOUYZgnOy2SpDlcJjdjf7+ODo9bcZX87pbgzY7m5zeGefy1RIXFdTht0eT16+xFUTVK/LR48+JqNlZyjKqa3uNhdzz/7dm/z8n/gT/O2//bf4a3/jV5gtW7aSDfv55YxumXF4sMUPH37MYPGCwfYmKubsbsvCMp1esbO1xXzesrd3xKcn5/im4nx+zTBV11fLMT/15S/zgwcfsb/doXKetmmZj+asNPV5bhj2c7qdkhAD48mC0hjuHt7gVkK0fi08o1q0EBS7mz2+eLSFjobK1TStPKx509LrWM5GC8rNDpeLBXiIbaBJf0sbnVAaCc2TzosCE2lXxM7gBar1konkmkBfZ4wXNR/W8ty/fmsPlOLW5pBJ07BsHaXNid6zTGTdja5l2jZ0Y8a0FXSjl2fMqzk3h6LIeHx9RrGb4ScOFQxXowVWKe4e76wVWC79PqMFsZEaTaOCoAIghNMyy7lzfIfzjz/FZgYdY8qQWSFRaeFBTp9eBU6Wc7pK0U0EyFwJ0rGRR7byPvVGn1lV83QyJnHhQUU6RU7ekdwnjSE3Ehy5kebP9dJTtZFHFxdkmcZGzWWRcdjrspVSf0PwtK0U5p5ATGoZEH8TkOtVMaKCFHZRKVJdx2FXVHUPTi6glfdWK832Zi6KXBUway8gCUp8MZoy8S2hkSJJt806j0yZmjY6iJpn4wk73S6ti4wWS27vbgJw0OuLIaeTDcEYyLVlr9/hIAWA3tod8nI84Wrc0C871EHQhOIPtQ6vr6/Z2Nhm6S/5cz/7dX7/k094dn6Fi3F9wvY+0jjH20f7LH2CdyJEE6lb+V3L4OjkGZNFhTHgvcxdpcxngYnKyD/VoIMh14F5aFH+sxgIFz1aCRqnU/t20ThKDzvb8rwm84amcZS5ZV45potGjElVWJ/uX4yvuZ0doIKTNq+ORGM57JQMk/rsg9EFZWbYtSW1C8ljyPOn3rnHZLZCSAq8ynjv7IR3jo7YLAooCnABv253ptZw8EQlqGjbykl/1YaLoUUFzzRqLsfXvLO/jdaK8bLCqlWbMrJ0AY3C5pYNq9np9fng/JW05oDX9raZ1zVdpSiUwkbPu9tDno9nfLiQNeF+T9YAZaLc12iI0dFqKFMBYK2FELHGoJQIABrfUgfQJqk7jeX55TUPn52SFYaLkyVlkbOsmrVy06wixFcxJxFUDMyXLZ3kvRPDykBTjjJlb4Nlu0gWVqt/F8iUlrJUwfXVEqMhEugmA9VeUTC2S5aLBfiMuW54eD6icZ8Z9KgQ0dqIpD8CypM7w9I78dMCvAJVNSy7lj7ZuhW+q9RadFDbjO+dnNHGgLZielh0NE0lHmAAWomIR36HoVvkBKXJtaFOaGerPJVjvT7+UePHorBBCeQ2rx0hxnWoZON8ggU1OkguSlH2GBjpO79xvINynu+9GjHY2mQxbbFF4O29HhFZeFsXiNagYhTHSwVN6zna2ebsUnqURomTpvNReCFGcXt7g09PRxJvD9zd2+D3npxTNnPe/cI9cgMfPXmBvj4jL5JsvM1QrWJoMnb391nWNT0rEvPT1A/dHexz/9Yuy6bh//7v/59pM8Ory1fcuXGTJ8+FRd7iUTriQwON53S65K3bJePxbJ1m2+v3OH1xSZYbFtHhYkutWzpFSXSp29k0TK8mHHcGOJsznl3SH5QUKsOpz4o65aFatuSl4WbZ5etfeYtf/8HHTJND5ttb22wcF3Qz8YkJIVC5ltartQHdR6eX3Nrb4M23b/Odjx/iGg8oopZiBuTU0oZAphWeFF6qAjp5YshYya1JHBJoTaRq3drI7uW04t7eFpnRvL23w/dfnAoCFFmnul/PK1QUX5Myy6ldTVC5bCDJR4Ig+1W2kXE5r+h3c1CRT15eMZlIJs5PfO2O8E9iWtCCtL6iiutn4UJDrzfkr//Gt3h994B9DKoVSF6tFoSgwSiRvxrNdx69xIWAHXZoYpW+xzPUJf0sF/OrGNnpFnTzXU5ncnq9ms3Z3e6SWUFc2hjoiecxWUpIv1iMRImkNcvWYzLFbL7k+aIidWPoRiXhhkGk1THIQhsN6wU7pndz5f4RfcDpSIyanSSrj23iHsVAUHA9WwDiTEpSaeA1UTuuFnMihtZXgu55MV8EsN6SZwJhoyQw1cWAVobtnrQgDcKDMakwDG2E6NB61YiCzW7OeJ7T9Dp0ypamdbJpakuVAgF7wx7HNw+YfXjJt37/R3z57ducvRoT2ga/KmySx8jVfMH1shJjOaV4/WCHd98S9PV7v/0+eRFTUSL3IdOGqCOdNDeq0JIZUfR5vFgeYGjjZ+Zyl88ndDZL2iAKThXE+TbLNKdTKTaMURTaMF7U+EhS6YmDdSc9d1Tg5OKSQudoL+tY1xoyItOETi9C5LDIsSHyZDICBe0SPj27YCcZeyqE45TpjO8/O+XO9iaH21tordbqKlKLa3VY9I2s3dE72pUHVBuI1nJ5MeL+xpBenoOCXm7XHJvTyRjjpFlqjcFFRetb7m0OeXEta2YdWza6HUIM6LYmKMP1ouKg32M7IWMfn17w9q7m/GqBD5HDrYEgzJi1h0+WGfJME0My1VMB7aHIC8ZLed9fXI55/moqRphBUOVlrNDms7w2FUNKPtcYE/AOCquoW7823+v0MslTsvJutm4pNlBKrZWSVlvQ4u69P+iK3USI1C7STc7DS6PplB0g4uuWXsjY6+QMCsuL6Sr/y4iKTUWhbrSKL+4NaV1IrS/xB8utYb5saXNFLzMYF1f4sdyfEBiUOeVGgXaRbibKuczC+4+kK1EazU4np2o8Wis2uyUuBOrg12rKpXc8n1dprv/R43NV1Ofj8/H5+Hx8Pj4fn49/asaPBWKjgFwrbFkwbhypvUhhNG1CB3I0Za/HT37tZ2iefgeA7316ykVVc/v4JoXVXMdr7u/u0Lpm3cfUMaBSdL1GTkS9jS4vX17x5qH4Y2xklo8vr5gsWnZ6OeNacW93iPKRrWTnbo242Z5dTmndQzKt+FPf/Crv/eBDXkyk7bXb6ZOVXep2AT7QySy1h/m05u033gTg448+5GJ0wc6gz837dzl58oTBxoCLyxF7W9JCWtYN/Y2S33/vQ3zt2eyXuKDwcU6Z1C71MrKxUXLv9dt88MknVLFCGUM/aoY98SVYtEuetudkNufN3Rss3BKix/Y0MXkptA6uXk3QxrBZ9uh2ejz8+Ak/dbTFD0ZyIlg6x4Hpi1ldCHISCIKiXCdi5x976wZN2zJ5eUartWSlmCBtidXBXYnJXvABba0kbidIeMU0E88PObE33omXhZIkd5dIPz96+Yo3j/bRKtDpdPj6nRv87uNzUDBLHIlumdHLMiZNi7aBYafPdFxhVc6kktOZioGgNW3ryHLN0cYWT88vmI7m9NOz6FqL09KOccElFZEmmNXZHpQ3PDm7ZOkbfvjiOdv9ATfKgi2Tka+ifmJAB43OFZeTJWezCqUU00paeADDbsFSt0xb8bIo0AwpyKLmVsquOtzs8ehsxGgxSq0PzcZGTmwVWVf+WKuEj6SUFi1WXDnuRIjyt8ZNnRRrEUegX+RkRtHrdLg5EITkW48eY4zBKsVBr0s3s2x0coZ5h1t78u48eXlGYa2oyUSkg9IhEf9XpFZBTZYxoGJAaSE0a8RDBMRYLUaxlQ8EmsajMkWRW+JK2mEsncygtKFpnPBeRKK2TouuXGA0riDPiClqQivhwDw4kSiNt+++ydmzF2wPttnpbnE9nRM02E5GrGSyHmwNGXRynl1PiAq28oKrWcVvffQUnZ7XTtHlbDkhhChpyUahlKbQkSKp85yKQqon4lA0PtDQQDQUaQYNNzvUzqOjotPJyLXh5t6QJ6+uyFbxMj6ItwiKZd0I/wZQHsLKTjpTzMZzNrriK6KBQZ6hUJwlIm5pNJkPqLxD28yolo5+r2RZ15w18u4MOh22ej06RtNVOYt5xUfTFyxCy5duHgNQZFY6UTH5FxkFrZa1N7X4fVCc1oGtPCfqwOV0RreTk2uzzifa7nWZLBeEVtEGjzLgnGFRN+u2zovzMYdbfe4f7PM7Hz/mzuYmm0VHPKoSYtztFPzmRy+YLRr+e//Sn+W9H/yQIrM03qNSm0kHoTmIj5H4Hz0ZV8SmpU7vxe7+ISfjkfAAQ8BkFm0k1qSuV6IVSaX3MYiJpIGoxXRzxQPcIMcrhHifvNggrr24AEn51hqU505RShteaxQ6EXhB64zGtnQ7XS7rCcopjnsbPJlMCakFiQooBaoNfHl3l3nTMl+0ZFav+U7aCD+urj1VveBSwZ1eh4AmtKmlReTt4RBi4OR6KkajSjFVNTH5O/3WDx8z6BZs5gV3j3aYFA3dPGdWL+mmxa5q4NPHZ4R/PGCDiv85cM4/LaPfL+NXvnafGKTdsL4hSiR/k9GCWdNSRs3PfuXrjGZiLrfXUczGU6KO2CCyybb1ONessz+UUsKSV1pyS5SmLQ2HG31eJlvvl5MFr989wjjoZFGM9eqWflHgUuhb6yNlZtGZ5dc/esb+wT7n51fs7W3z4YMnABwf7NPvFzz69AmqsGxvDRkUW1xNF9zYk4Lk6moGJpOFvpmzMdxl0yomr15y4zVRM3369Dmb25v8/nd/RKs8X3ztiFfXU945vMEi3Zzz64qQa/qDjFJnPDl/yenzK37i9jHXia8yZUbdRA439iiUY29rj/efvODq+hzbl42ymdcYbbG5pt/L+XM3bvCqbammLW//7FcB+JVv/Sbv7u3gULSN5NFMly3eKA46SRocxDE2ErnUihfXI2kDqrg2tkIrjE65RsQkbRUVSEibV9tCYTMmiyVETZ6J3Fyh1pbmShve3N/iKzcPRO4aWv7g2Sna2nX+jiJijaJ1gdrLprGyBU9WdZS2w7OrK7TSGAM9lTGfViybmrdvHgLQ2SsYmIw2eDIFLopJXxuhTQxI73M+Pj+TFluM+NZhlOanbxzRTfPQFpqoFGWW8ztPn/NqsoBEYFzxOhSR0hqO96SIDEqkk7nJ6KcFqjC5OBprkYhGDxfzBaOqxmTyTEf1DNAEHbFGCsgYZPFbSbDruePn7x2x1e/QtxaikGR9cOtWlA/CmxCZtyNgyLTCOeikwu8ffvQErKauGoiBnaLE+cjCNWQ2hf0h75QuFMvW4xuH0aC0WnOZGu846A2JITB1DZX3FDbjnYM92QAAghQomU2SfCLOKUL8jCA6riree3xNbyPDGA8YdBAly5NXI7me4Hlj75C7+xv8P9//iG6h2eruQ/DMUtGLDwQfGPQKqrZl0Ti88tQTz1eSU+vzF+dkgy4n5yNM18jvMYZht2SvU6ymPBdtQxP8WsXWRGmnZStn2EWkdhU+GpzzdDslb9/Y4uVssX4W5+MFGuEXCXFdRN6ZsrTTZNE/r9GFpTSa/naXvs3xoWVQlDxPUvftsqAbDNe+YhYDi2nN/cM93HKxbh3oGChsxs3dbaHhOjl4NMpROSl+bmxvcmd3D+8dbQgE5wkxkFu7/ozH8vjigpv9nsQGREOIwhPqpTa3ihGVWeaLikVVEVXAeUvj6vW7PK9bTsZLWgI/feeGEPmRuIRV1EhUmr/z/Qf8T//SX+DG8S6/86OHvHz4IZnRa8PXrrVExNXXRXg5nXO6bNgxGbOptCkPb97g6dkF56MLfJC2e5Ypmhbyzmd7ik7xCVZHydFSUuCsavDDg4FwqxQQIm1AipwQ1yqtPFMsG8cXD26QNVUqwoWTs8rgK4wh72Z0+32m1xNC44hEzudzzmtpT19UNQvX8m5/SJlnnL4a0+vmojBN71dm5D1R4rOBCw5bFByU+VosICIBjbYZ53XFo8tLuhFmwTFJrUxfSREf2gA+cHN7wP3jPdrWc5rCaj9+fsXtW5ucn0wZTWar898/Mn4sEJsIeN9Se2GANwkFKDo5i6pmMWv4wsExN+9uMH7+lP1+kr464XxE52giKCcLmUKtyWBaGYiWJsh3552cl7M5zy+u6acV8937xxADw15GjNIjLKwlxJZBR7g6rm2xpaGqGr5294iPTq+JIbCYtbx29w4AVeN4+vIle0d7XFyPqOZL/LJhc2uTiwtBdeZ1zaJ+hbIFo8sR2ctX3L17j5/4xtf5jd/4NgDdosPZ+YibN3bJleLk8oph94jHVws6hbxcg27B+fUF43nk3pvvYK4u2dnpU25v0Z6J102eSVr58mrErddvMVsuuLe3hc4Uk5Tl0etnoCzdPMPVLedFj9mLl5hM88EPPwKgcYEmIs7PwfHsfEJ/u8+tzS5VIhxqo9DIqftGWfBSJ7dcH7HmM7Gsdx6MrNd56u8G51m2KwmtF7RBR1T0tDHlFBlRqIBcx4NX1+z3exxtDchsxmvbW3xwcUGRNtM8F3+PRdWgoqZuPTaDo6N9lktR0Cht+PLGDT55cUEdW5zy9HsdghIOEMD4ak7b7zAoMvGuScWbinEdPnh6Kd8XRAMOUdyKf/vkhCwRg2/sbPCFvUN+9PQF59OFhGJGQBt0+IxgPG8DT05H9MoOm11LkWe4EBmRSJuuYSvr0LOSFeNV4GjQo+h1eJKuw0ctJzQPHpc2dgniXHkBDXLDFw/2mFQV1dLhg8MFIIT1RqBUWrCVImqDjoYYArePB/zqJ9Jzbwj4pWdetxACk0Uj98dCkRA2rSM2GLpeMt/IAS/+OW06y94ebtM4z8KLVLfyjvu7BxhgoyNF1GRaUZSWqpFN3RjIrRSMdVIYnU8rolIUuaJuQAfHoFvSOs9kKpv7P/vu69zd2+TJqGGz16e5bjm8uUucTugkuPhiNqapPUvX0raBXm4JdpuerZin1OlBp2S+aOhYA87S3cgJRLrWJAUMZGhsjDSA16CrQD1akueaOlX8rpUwwaqp0JmGTuC9p+fkWq9JyJvdDoNOxsPzq4RNSTK7UoFlyggphwUqBKom8q98423G84rvffqC3qBkNxE7iwj7wx4vL5bM5xUbZZc7ext88nhGti6wNfPWcToasdnvYRAUNYuaIhNu1dlkQW5G7PS7KSokiMtuZjDpM5+enXJz2AcfqKuGzCqMzqhrR5U2yq2NLsY5NjolTdviQvLlVmYdeXM5q3Ex8OWjbUB8zUIQtdEqcdtkGX/6i/f4q7/66xQGtrb6DLIsOQ3HNFdbMq1xwIeXIxZVjbFdXk4XdEOSe7slT89PyZRm2O+y1C1aKwbWrGX+QUVEbBTxUUKBhTBv1y7BAiUKYi1CCUHtgopr4nTdePa3NtlSmuXqwBclumHF39NEfNMwOb8CJWt6wHNjOKBfpeKZKZfLBVuDDi9OrghKsaw825vFWtzhXcoQjhqlI5mxNFXLi7ZdiwUGWcFOWRBDy16e8X7dYo3hwOZru4Dnfia+crkitoZnozlPzq9FLbkSpHQMmxtDnjwSle8fNX4sEJtOr4i33zqgbgP9zNKkk/l0POftm69zMBhiYk1czHi1rLmRFBAUltl0DvgEg+t1NR8SE96rSIwiV5YTleLDl1dMXMO//I13ABjNF+xtdGmdYtksaZ0k6brGUSRt/ma/Q9M6xkvPbtdwvmj47pMZxIhJkGm3p5hOHU/Pn3L34ICIYmNYMix6/KffE6+b/X6XXn+Xs6tzrkYjXrt7k4PNPbwpuJGs41+cnTI7PWGuPNp7yCyvrsfc2D+m35Xf/uT5c2IOi3pBr8y5uJyydzAUG/i0qhofGF+1fOnmPpeTGbntYnoZx70e7z+TjcnlDu+DQN0EvnL7dUaXZ4y8o07HD2ctt8oes+g5uR5zParY7OT85N0D7JoFFlPLz2N1xvO25vnliKD0ZzbsycMleDmZtF6UDNO6Xss/I0KK9FFeaqXEVC6m0xNAkUnKctdo/uTbr1NYMTx7fj3lNJ24Q1CJnKkBj9aG7Z0+zXJJmazjBdqP1MuMB6fnZJnijd4mj64mdPPPslFqH+htWHYHXVCKpRMvjGUjC9THL88wxmC0pB07L5S8EFgb4gXv+ee+8RV+84cfcTVvWWVgxpUkAsQMJ6j0P+Q/7/Q6bHQtKj3TEAJL78iUoWc1u0UP8ozvn5yv3xsXJcZAI6gP6USJkkIH4K+88zZlbljOG3xIgYKpvbFaVEP0SMBBJLMWrQzGRHa3hvzNH30q76h3tG1L1baSng5J9ZbyopB8onv7Q1BQWsXpeCHITwxrWfQw7zBpl8SgqNqG3BZ88eiIXhEoM1nA51XNIM+pgpLfGkX5Y4zh+YUUdR+8nHG4kxNVJEOqu0JZFAGVisy7m31ChHlwfP/FHKMN3RhQNnByIV4urY0USlM14oEkbZ2cssyYpsJG0tehBQql8ErT2+gxKDQhFb29XFF7MUDMNDR1LW0Yz5o4bZQE6I5Hc8aNo140YCDPSqJZRTxErIW+zng2n5MbS5llTOZL6lmyrcgVofL8+W++wY2tkqaKdDslW9s5n17JZ5QP1FXLtz54QnCOP/vVd2iWC7Is4zSlPD+/uia0EZfIzhuDPsNCnn/wMletVVz7mn6WcXt7kyyToNCAol1ZQNQVgUhbN9KyQmM0GG1TWKWoh6xW9Ac5g06X69mS66rC1y2jSq75xfWCjdzy5uEWeZayxYKnrpvP3i8C0XseX8/ZLLsYIwq+bm7WEQaj6ZJx3XA+W0iuUgDtQ4pHkPdif2OH5+enHB/tkFu4XDREFaWITCtd7Vgrg1YE+0wZkbGn7brsGDa6HRFbiNMlkYAPeh2t0PiWb966CXWFClrS04P4e63sIaShGHCuQinoll1c48QmY5UjFiWU9nw+5+RsTIywcI5embGRkEPnwVhpl0oWG2ilaYOAAQBz13B7Y7iyEk2htoYfXFwymsm6erg1JAZ4cnGFx6EaOfhoa5JgBLqDkr3uJg8eP2OxqH58ERvvA1eTBXeHexwMd9fWPrEzYrs0GDeVirDI2VaKh9cjAN46OqSTKapGrXzD0Gha5dc5PlqJ5BJUggJhHlsUgd99IKnKX7uzx7z1WG1RJkMHR2EsZJFucuNsnHiObHcN8wgfnY2YLKZ0yx6hlr91UbUc7g04very7OyMg61tfvjhObcOt9nsi3zP5Bnj8SV3bx7x2s3bKKUYbm4wffAhJ5fiGNw9PGbrtTd49PQhz65esbO5ye7WgGcnz9lO15P7yJV1stFWrWwmADEZNAF+rjDdlo8vXrGoHEf7ltHVhJPxiNcOjwD46Nlj8m4fk3moGj44fSwuuVER0in49tEhbd0wH82p5g1loXEEqqZZZ4gQ1VrG6AncMgVmb5NHFyNWcX86eHyQz7UO+nmXcbUUPpT6DGELPq5bVt5LwrKoJtKpShzuqDz87fc+4adu7bO30efOzpAbSMvv956dQlIJzGvP3Zvb1IsZuTFr11xpUxqyjshjNYroPW8f7fLdx8m9Geh1OzQzx4vpBN3L6PYytI88OJcTiTVGVFIY0AqLF8dVAi4VG7e2d7iYTnnj9iGnl1NOrsYiS/3DQXXJJVbMfiM6GC4XFRdzVm5y5AqODzdwITBpPSb3jEYVrROvn/TDpDWILKgK+U6dKXTamH7v8XNubw052uygGgVKSZvNqLXja1Qa71pU4r+0sZWE7gxmaW5EFUBJO1GjJH1bmfR309Dyclotv/Foc0BAvHdSlA2ztkI5hbaSDnxjcwtNIDcFxqyKOks0qWAxoi7zzuO8okqbV6YNEeFEaCWmaTEEHpxe84XjnfVndJ7xex89paSgCxze2ueDR59CkTgbQXO9bFjOHbvDjNpHelnB9nCIGwtK+aqt6fQK2taDUdhouNUVSfHK2dsHRcdAZiRBWmWC8ykNSTmN856uMnS3e+zESBss0UkOHn+oyMxtgfeeNkQmbUtVtTSjGpWK8NiCtYZR0zCoc3p5xo2bG3zrhy+ZVlKM3Tve5M7BLn9h0CVXOaOrkXAvqob9obw7O8Muv/HBQ6y1VMB8PmY603SLgu3k0IvO2NEly+D54csTvvnaXVFI+shZysXbtiKRNxpCMKvtUg46K/8ZJW3dyXRJbi39sqSba+aV48W1tFqCj2x0M7Q2RBwRK27XhV0HXIbYYLXmeGeTqnZAEKS+CatbyLc/fUEsjbRFM0tdNXTIqJuGjQ35XVvdkqt+J7X6cnG2T+GVq2TzmFqJqz1GWrwB5QVNAajmLZ1OgYkKa6WV7tHS7pyvDCcHlEAVNSFlwBkTUGqtPQNanBNk6HB7m2HfMps1TBbLNU9Jh0hAsd/vsqxbzscLBllG6yLPU3voaHNA6yLea/JSY4k4L/lvKxJk1xaczRfs93qo4Bk3nlfVlEjg9r7YjCzamkenl2zojK+/+TqHh7tM5nPOFnMeP3wJwHg85Ys/+S4PnjzjHzc+V0V9Pj4fn4/Px+fj8/H5+Kdm/Fi0ovIii9/42jscbezx6Pw507mcLt482GenjBCl1g8rbkM6DZVlh6vRlG6ZUXsvxDoV0ZE1mZAYhT2uozizqsgnFyN+/o27bG0IrDmd14DHWo3RhswDeBrPGjItSosKmqLI+Z0PHvPg5BKVWTa6mywTWW48HXN0cEC/0+HBi+cs25oiZLx+dMBVLddjshYTC0bTEcYabh0dMq09P/PuG/zowWMAFssZr9844OnVHBsjoVrwg+dPmU1nDDuiWPnSO2/xnfd+yHxR45vA7tEGWSk28GqejKSKLi8unlJ0SpaLiu3hQAygoqLUgvxs7g44vZxj1JJYO6LWlLlkSU2u5XfdO9xiVM/xMTKZVXSKgumyYq/f4a39TUD8GVQi4cbgCcpgs4zfevqcla2O1YpmKcZes8ZhUgxA0GJmBRC0OLHq5FhqlCgZjIFVBk0ICq1Wbr05f+L+YcpuEvt6gF97+FSMF/Oc/d0NrPeSXq3CZ50fY6jTNdQLy+XsilumTy/X/Kc/ktNG0bci5/KeWze3yY0l2ABFhyevXv2h3y5tIhW1mPJFcI2jk1R1X379FjYGXEDs5J3hd977VBCS1ZESydQRjmlCQqICFdbEZ6K0qTracrQ/5Ol8IqRsZdY+G1XrybUSJCwqyYvSGpsrfJXuc/A45+gay8/fv8Fuv5uUZ2Gt3IiIz5FJPJsExLC9PeTRS0Grfv/8HAJUTgj63gcaL94yq+fVMYY39jYJShGiI9cWp+Shrszcrq6nWJOh8Yzahm8e36TXKQgONpIKabqs6RU5QUFVN4BFa1kbfveTl+v50y2ldblhheC59C1PzkfEpCL5+bfuYo3h6Uwzr684O7lk0C24NRjCpszn68sRyg54fv6UxtWMJhPe3Tugd3yP124cAHBx9pJPnz9GG81VVXF3d0i/n7FRlNRV4n7kBcKzdBRG49oGidMQIzYAnEJp8TwKUeZRnglaExNa1XiHVoquKZguPPO2YXtrwLe+/SErGanSYrYW0tw2WqF0ZKfT5UZSU57NZlzWc/7EF+/inKWrIzrN27WhmjLM6poPzl8xq4R/1ctEHbdC8+7t7+FS6zKEQGYUjYIyK/nmfYlZWdYNp5cjmtBiYkarIhmBoOyaFG2UvOPKiLvuoN8h14bKVfzGR4KaRmX42vE+Di/Gd1oJz4ZASM66IUSsgtbmTCZzkhsPynwW//FsOuOHD0+xZcpM04q9rISgCIlyEEnGhlFaNU2ITKsl1urVJROCeDYpL3uSzRQEiTVIwCHeeYbDAXkh1woBn0zx8vRMf+LmDcKyJihN00prVYQMhpWxZ4iR4Fo+vLomovmzX36DXlnw7OQKn1BTbQXpJRiadsnZtGY0WVBHvwLCWbhAr9TsDvu41qHRNM5TFgaXWoebmxsorZlPF0wbz6iqCAqcc2s6wU/evcu4WvLR2TntouVrr93jnXu3eT4d873Unu51hiyWUx48es6yqn98W1EEOH81ormq6O9uMZsK/2PsWnYQUzWivPxrhjmiYDrY2sTaiFaK0+kU5VpCMAS/UtAodGaklaQjL+qaQVagc8WT1NI66g9oWk0bHMYoauXJg6bIWGe+WCwqUwTvef/FJbcOtnGVx+aBp9cC9210S07OrjH5pSz2c8/5bMrB7g7dRPo9v5ox6Dt2tre4vLrgo4dPePfuDb7127/NZCYQ5R//k7/Ib//Wt/kf/Df+Au9//IwPPv2Unc4WfdtdO1K+vBjhESJrOcyxKJbLljJCzwrh+Wp6ibE50URc7eikfvN86Yml/K38uuJos+TkbE5RliyqGudaqhayDfntl8s5pI27LDIyq6nmNRcRvnQkjsqe5IAZNVELsVW1UcixyZBqvnR478BoCQNN0Qkx+rUxmvYBvEdlZu14q4y0pVZkQpuCMxWRumn47rMzvnbjkBYPWv7Wfr9HFaTAHc1mbBU5QZOUGauWjbQsrFK4esFAFTTW0dcd9m4MAeHAnJ+P2drr8fDJJdtbHbY2+pwvx5/JvYXumMLtAjFKgbc33OL+8ab8ruglPFFDhsJa+Lmv3uO7779gkQwDrbUED9pCRKJCpDAP6/YsPvKV+3fZ2ujw/sszgrJi1EdYt2y6uSzCPjRIIoJaB1qu3HdDjBhtaRT8/YfP6VvL7eEGP3Fre22o2DiRuUeVMrJSq9fFiE2Hi2/sbaNjREnXiyqIIZnzLeMkH45K+EeaiFcZPpn8ra4DIO8XLBc1GYph3qGTd1AhoHSkSgtviFC1DdZqlLLCx9KyCS+STHtz00j4n3PI66TxHsq8w66Wg8yPnp9x59YRi+UrJosFwSiMUlT1nO9/JAXtfrnN/m5GP8v4qfs7PH+1wyfTCWpyyoNG1o0bB8dYmzHsd7kYLdHk3Nzb5XI0Xj8LEp/BxMCybsmVuDBbkxFWmSUGIaJbJS1lLcRqySCTz3SUog1KDm6+RtUNvs7IOxmLRB42VjarW8dDrqc1rvXEEBg1NfNE1gU5gLSNZqtXUuYZmTVcvrpaq/Mi0MtzvnH7Ni8n1zw6H0vHNMa12+3J5TWbvT5ZynzSUeJnNjuWMhVak5ljb9jFWMXJ5YJMgVF5ihD5TM2kMoMJCqdgNKvoZAabf1Yk7AwKogqI2XEEtZqDmjIXzmETW957ec7tg11pfaWwSauydQTG/a0h3/cv0TpjReyto2KzyFFpfZ5XC0IwWCWcmDIzTJYQfSSkOa+IdIwhWskIcw6UjoQYKdJzr4NhWS/J8z6tc1ijWBlXHg5kHrae1BaPlNbigpf8OOfXxqeayMfXU07nNSj4d3/3R/zLX3+HOze3ObuQVt18PhExAoGiKLlhMkbTBTYomnTNPauY1J7qYkxhDXePDuh2LS7AdTIjfe/FGbVvMVZjgmHaNvJ+hvUZhe88+pR7Ozv89J2b/ObDZ3zrgw/5vQ8e8PNf+ZIUrMDh/jbXl5H/PEzmx6KwMUYchcfTK9Skpl/K5Hj56gX3BneIMcPagG8g6pCySSAPBXnpidFgCGx0u1xOFjjl0auFxSieX41Z1C1RK253Omx2S1QT6AchE754ecXB3hAi1LVL1bw45trkgmyJtImx3+9mzKuG2/vbXC+WJO4w1+MZRWboFVsUxrN3Y59XJ1csZhM2Um86LzS57fHq6oxhb4tB9Ny+sc/z0wt++uf+OAB/6c/+EmfPn/HJB4/40pff4uOPH7K7u0lwcD4WlOD87BWLZUu+kRFiJPM5yuS4tuZ0IX4dLkaC87RNZHd/SIxBNgVTM08nym5eMptVvP3aPRazGU/cBVtbmzw+u6R6Jb3y/GCD6KVIHI8XbO/2OTwcUqjPSJLd3MpJxgeIJrXQRRU1rT5z+o06YpE4gEAgpCTrNcCGlhA4n6S6ShYMHRWJKyebvErScQ1zHzmfzTne7K0Jxu8eHvL7J2ecXU/QEXo3LDZKmm5yRpfCMErhe345Y3vQZe4N3dyykQky9uDpc/Zu9OlnOVv3Ck7P58xPr4lDu54bSgUMsilpY8TfojbcOeqvlSY+RKL2cor0hmgDuVJ8492bmIQyFVnBL//OeyS2D0ElZ16j/pHAxPPpNR9fnNOm9G8fA9rYNQ8n5BqcOA8HLwRgFaQYzLK02ugcjyR1UzcsfOC9i0tOFgvubslcvTsc0i8lDycZ1BCJTNvASSrGcmPoKehi8FreQ+89ISr6ifDcKMUyiK+N0lKiaTmqY1Yn96jodUqyoPn0xTnaOW5sDNnqdymSNDi0wi/RytASiK0nKsW0qtjZkWseLSdYrzkZTVHRY23BICsYdIo1sjqdL/j00VO81fjasdPpsLd7g1fTs7XEuCEnLCqO93Z4+PKCXmaYV0vGL2Z84TVRQV6ePGPQzWl9IO8YXo5HfGPjPvjAIiUmz+sWowRlzJRCIeTR3CpimvTBR7yWpKhMp9DGIEVNtqKwofGmYDG+JriIjZHrizF/7utv8JufiAry5OSaPDP0ugXDQcl82XJ+OadeOGK5UiYq7u5vk2lDv5PhXKRpWwYbPar0TKezikwromvY63RoBy0n4ylaGbJV7pvyvLy+ZtArGHS65EXJ988vOOoV3EpWAEoDSZF4c7fP1bRi1jQS/pvWZ61EilzHSJZZmsYzqyqevpiwglZvbHQJQTb/Nsj8slpTliUX4+QYPJrQBE/rHcZYWt9iCRQZ6LRAhxD4hS/d43cfnVJVLUS4nIzwWxtkCVbW1pKruA6LNRHKXNLf1wcZoyQsVgd8Qni8LEm4FSHcQtME5stK5m8QpWKmDGVCBVlWIhEXQhiZ1WgXqX1LoWVt+XQ848lsAjFF0MTAf/DtH/ClowN+8QtiD8LuBh8/fAFRYY0cJG5sb/D0crxGY9qkVAjRsLs5YOlqXp5MqOuGOq0b86YlMxDaKCID78FFUeoltHNWB3748hXh5BV//PVjrmrPg/MLfvVH32NDCTp9cl6glflDuXT/2fFPLGyUUv9j4P8aY7z+J332v6zDh0A1OWe/V7I/7DMsBXFQageFIuCoXYtWStoQq8VH1+Qhk5wWB70s50TN0GiqdFp8fDohaAUq4qqW/nCIsZrr6ZKQzJSMUVyOZww6HZz2QmhUEvTmk49N0IbGtSil+dr9Y/7BJ4/oTnI2e32WiQxWdkrcwrNcLLn2NVstvH7nFi+fP+XlpagtNvqbvBpfcGuwx63be/T6HUbjOaOrOU0ln4l1y8MnL/jwwRMC8JWvfImHDz7h+w8+YX9TCJCH/W2+/dGPKHXBoqnY2+/ycjonZshEBNxlw95un05mWTjH9WxJWweKbsZXbgl5+NnliKtlw6Df4dXFjO3BFk9eXrA73OQkBRQFD1p7tM4oOpb5rCHT8NV7RyIhBpwLyZtGYYwi04agNL/45n3+znsr2bgnrMiDCilw8Bil14aKQnk1eJWk1VHQghDDWpFhrHij9LoFhTXkWcbH4wmniyVv7Mn9+c0ffkSZF+K5UlpOLhbsbZZ0Crsm3cWoKKyh8RFnFefVkm1KzvyY3W2B01+en6OiEAWbNhIbz9G9bU4nM+LKiEyJDLtTindEcJF3b+7R7eaYtCBUyhNcIDcGb8RXpjQZHZtxncLjuirjS2/c5MPHL3FeeKPKmoSIJDJ8kXFWLdHKok2y4F/ZvafTs2/kRBwDxKAFqo6yMPu1v5MX+/UQUVkmEm2nGFdLfnAm784PTq4SwqQ56Hf5hddvk2nD92aXVAkqr2Ogo0oCEogn6eUKrQPJK1E2FzSV8nhtsUo8dlQ0tCvjDyA0gYkThdaz6ykvrycUxvCl25J+vtnboFNqbFR89OSUO0e71G3go6dTdF/uT+vA64oQAh5N01ZMq4ptbYgJITEmEtvIbpFz494NPnj2krGbcDKeYJNyajY7Y2P7iA+en/Dm8SFtXLIRhsQq8OihIMqvH29C3ueD9z/i/r1jTi7n/PVf+TbffOuIfspmWsZGiKf6szDEzBhCkA0YhOTslfihxAg2oWuRgFsVxjGjWiworaEhULew1etycTnGJeO4za0SazI6RtP6wLBT4LcDV9cLFvNkLqcCe70CdGC6aCgKS2g9TduySnXvliXzakmpJQPq5s6Q+wd7RKN5lTL4PnlxTjCKp+MZm8uaWJTM6wXfH0/46qGguBudDK/Benm/D4Z9hj5wdj1b+xfp6GlbUQ45H5N6CG5sD7idDk0mMyngEYxK9hHa8uTikpfjeXqmhoBiMltyMOjTtKJojVHhVjl0LWiTsdUrWKiIi4rr6zHHewecXI7keS1mFJtdmcsxEtB0jMWFZl3Y6KiJRvLuJLrEYKJHxc8SrbVWGKVpammfttFTaElrnyWEf7vfkwNcFFGFTsio1pqHV3I9H1+P0VbazBJ9IgfH77045TwhLb/0xbc4Ptri9NUVbRtRWtEtCr5wvE+bivkmeOZRMZ/OqSOcnF+jQiDTMPcr5Z1HRStFmfO4hDxrxR9CqzTBRSKe3/z0Bd57+nnJz9y9yZNpKubbKcdFb63O/aPGfxHE5hD4tlLqD4B/D/iV+F8xYo5Ritc2+hwc7mL0Zx4QjY/oKCnJSskJO6xCEoFC9AWEqDDGEnGcnI7Q9rONsm09KheVSBuj+GhEQ2jaleyeiEUHRRsceWZQPlKUiheTGYed5JlDpE1JrnnUvLm1Q90E/uC9T/EJem0bw91bhwwLzcm4ZrQc0e9leCI2weBRK6yx/Owf+wpWK3703id8cjrm3/43/2cUe8I8/5t/95cxJuPt197mYt4yPvuITlNxQ3lOLoRLcOPwLse3b1CP5uzs3uDlbMaNg0POrk+oUs5Ir59RZobWB7TSuDawtdXnYOuIs4mkhG+VXbZ7Hf6ZLx7yb//yH1D0DEe7O5ycv6JaSGFz5SObux1enVzTHwh/oI2iZltt7jbLkpOsJigDSmScKnjePZYi6tuPn2KUwgfxqYh4jBZ3XGsTNB0ljDG3RhQNSqVWDOt5gYJuWVBaS2YN17M50Slipvg4ebnI/GnJcsWyblFG8fRsRmYNrx8KGmPzlPLbBLwOEOB6sWSn26X2siDk/Zyrywk7uxtMZkv6ffFEUVGjEixvVcRrw7JuxFsmRvaLkkUwnI6kWN0adkVpJ2IplJEFbNRWbOjkvlu33O502H3ndd5/fsLldCqUmhA42JXN4nQ0QaGJ0RNCQomiKE5c8irJTEZIEnetgyyGRKwytImTIN3dSEQQJkLE5hmuiUS/akkEtFe0xvN8POXf+/YP+ZM/8RZX84pO+u0mRDoq4hFloooaQksdWlySkZZKYyJ0taaOkVmM2MRFaldBtEFhMsP41RiLwSuH88JF+cEjQSRm8RltCNzf3WF0OeLiaowtLI3tcj0ayUP3kbDQ0hpVotDSMWI8a66XcwqfSVr04xfnbJYd2uAYvZpjEorS75W8fz5hZzjkdz76kOPDIwa2oH885NVzQURtLJiOrjk83GY8HfPWW++gbcl3PnmPn3hdglYHpWXetFivcYaUKo1I1ZMkLKDJFdTRE5UEskYFWlvapHAMIVDa5JcSBCE1GqzJKHO5z8sp6MJzPW7oDyw2Koa9ks1euVYh6aDlYBgiPnjmS08vsyg8Verx5wYq51nSspUXaC2tfO0Ue4NkArk14NVkTKY1Zjjg9x8+RVuN1Zr/4PsfyxxTiv/2N76AR5FHeZalVdzb3+TBubyn1kqOFtrjPDgn7ReNkbWa1JFNFgidIqOJmg9fnrFw7jMNdozYCHXT4LVNyJfkdvl25RNl+M7TZ/SKDs18QdRdXrt1zGg5pt/K4eL5omZ72BOjvJj4Sih6ebZOyo5i2SSIoGGNUqPjumUcYsRkCtcqtFXgpFhtnWTXAUTnQYHBJGsFOQBk1nB/R1rh711ek6sMk2vwPhXHHh3h5ZUUNv+33/ou/9rPfYWdrU2uR1PqpgEE7c2SbNx2Sx48OWfaLAizhXj7GGmxrWTa1up13lRAQWxRVouv95oHGCQ0FzHqtMaw9A2vplO+eiTr/Lc+fcytza0UivpHj3+iKirG+K8DbwD/LvDfBD5RSv0bSqnX/kn/9vPx+fh8fD4+H5+Pz8fn4/+X478QxybGGJVSp8Ap4IAt4K8ppf5+jPF//v/NC/z/xFBak/VLrMlRMax7c1Zb6lZcRlVyfPUrEhuwbB2m0OBFsaGUodfNWC4dK17eoJNTJU+I88sp3BaXYSLEhPxkVrNwNaEWVU1RGp5cj4le4Ut5BDE6rMlYupb3zy4xxhIILExcOyWrQgy43ju7pG0bvvnuW1gHme1g0+ksyw1HO3fwtef55RkHh9u8vJgxblp2grQ/8v4he1uf0Mst11cvOZ1PeG3vkP23vsqz7/4uAN/7+H3+1B/7Oa4vr4hGc3oaWdTXzIMjpJyRAExmNd1egYmwvbHB/ePbQuxFEIDDXsaX3rnD/+VXfgszyBnN5jg/YjxbUCRzJ9sxjGcNZS/jT711k7ZtUdZydjVfK8tiCGgr7sCGQIji/YDS3NsShOT9l7mgJ1raj0WeEX0gLyxNQplcDOkkEeh1ChZNg1mp4tK82OjkxBhoUxKyaxT9wvDW4T7nybfhVQQjIIwQj52osXQIvJrI6WxZBW7tDxldzddGWF7DdbVYo3m3dnZ4GDyLxRKtDEU3SzlbnuBXBFEnEHKQOXWj30eCpxV1ehavLqbs7A3ItcEGOfEtY8u+7eBXULBSBDzdEPjJ4z3+/gdzlsuK28cHnE4SEmUUwl1SBB2kVZug9lVbMAZHNy9ogiMEhXA1NXVw6LV7syRDKx0wRvx8gndg9dr4S3lpG2o0GMiAhQ6i4CFZ4hMJTlElLyKtAy9GE561bZqB0DeWL+1uo1D0kCiIKgYckCfC4dK3LJvIrGnoZHbN6YouEJJXkvaQaXh+cc2mzjHAfNFguiVNI/e5k2fiPYKoZ3wQboGPehWThSPQ4plUNSbAeL5g0O9w62gDH+SZjqsFNQ2n80v29/aZVzNmOIrlnJvJk+rJaMKtsk9/OeIjPE8+/pQvffOn2D2+xauJoDq3tgd0raXVjhxDCB5jDfhAs2LHKkVmMnqFpEe1TlLMMYqQjNFUiEyXDd5FyrygU2bEqIgeVlZSSikMhlfjGYsmY3e7Q4wKazLa9H5t9vvsdvrUvqVuK0CjQoOrPfUqdbqbs1EYXi0cF1XFdqeHMYrWRVxCP1472OJoq8+nr67pFRnnmcIhfDi1yjCKnn/7d37E1473+Pl7x3gv81FrxzfflLXuw+cjZnVDhsErcMyofaCbd9cok4qCVOSZZbRoeTWdkxsjfy+9O2VmIcAbe9ts9DMusgGL6YIXlyN2UnzM85Eo4y6vxujNPsxb2hBppxV0ZD738WRWssiIiugcG2WfmpZ6Jm04pRUhCodRRTECFORIrUm2K18vrSLzRY3SUC0DXzw85OYwCRO8o1kuQUtbPsQgHQni2vvrL7x5l1/99CVVVUn+XhI8GKXXKHcTFd99dsKXj47Y2erz4uQKo8Si0yRaQl237HUs01refa8isUUEOSvPNy2/rfZekGAkF6/xrP15dELOlILcaARnUjybLtjdkLX3S8dHfPf5KT784zk2/0S5t1LqfwL8a8AF8H8C/uMYY6vEf/6TGON/6ZGbXq+MX/7SPUYnl/zcW/doVrkUIIRTFaS1FCIhJhMwICtyDgY9gtJkaGIWeX4x4dPTy3XRcr0Um/LR9Qyi5mfeOGar26WlZb7OHpJoBpMbBmRMXMUgy8X9MT2bvtV88vKS8+WcMu9wMZ0yKAoen1+uSYCuDWwMSnwrrbNhJ6NtM+7fOGDSyDW/dvcGO9tbHOze59vf/hVu3bxHsbfH8rLCJJOo3/1P/xOO9rfY3CiYzxU37t3gH/76r/HJgydrpvn2Xp/d3i77W1tcT0cMtzaxFDx78ZQsyWNfXJzjEVfhZtzyzZ/6KoXJKPKCx89E/TEcdDgdnzKpHLHQBOc5HmxwsrLJRuR+u/0uP3FzB5X6wFYpfnR6zcW1EIx/7s1jMmOlHxwCUUngpTZmbcL2aDHjO49fEn1yvjQpJwoxKQPplTvnybOM3CgWqWhE6bWLZpbBtA4E11KYnG/cPSKoQLOs1pLeZ9M5F4uKtnFgkrotvZAr1U+3yCiLHOsDZ8luPyqReSbDV7omo7SW2msx9zMN83nNREdWdsk+qNSLjkQUP3vzmJ4tWBp4/kpk0UZpjDX0+hndMgcUm6pA/yE1k1JIMR09beOYLZY0/S5Pz0ZcLGXRCCQeQki+p0aBcxidUaYi3DuPzTSFtSyWNd+8eYMHV1c8Hk3F8gBp0/jgJUtGsZZnRx/WOHGMShIDE2keo7h//4AYGlYWYkU0VMuao5ijsgyi4TsvTvB5WIf0BSWb7n4357jbZ7fbl4wf7zn10u6sGnh0csGwY1m2Xg43QX7xKpKjdo7g5fmVSpNFcFguVLMO3MxMJDM5rfc0ybRyEESt4tPL42LAosiQyIK69pR5Ru0dZQoS3dja5Pz8mllVUWrL7u4OD69eUrYlhzubACzDnOBhOp3x1vENjt76CZiNyNwF303y83s3hmyaDGMU87aVZ6ZEGedX91BbrFFomzGuaxoXaOsaQk2bokYmyxZNpHKerX6PEGSzH3Q6PJvI3H16fk1ZZiijCd6xMRgwHGiUV8xSa/5Wf4PtwpLnlnndYpUQtwN+/Q4SYNLWxCBkb6syXAzslB0pFBGTutwajM34j3/wIRiDNUZai2lDW71LPnj++z/3DoWxSFSRWsdkaANFkfPe00uWtaNxNYXWIgz4w7pDBZPGcT6ekumMOnp89AxSW0dpw53tAb2ikN+RWX71R58wXdZr6w+XWlougl80DDZ7TEYLtoabhORynJWQZXKg9ngynTHsdKi95zJlFEa0xCikA5fSoEUfnswBxXez2+3wlVvHDLMMi2YSWjoxrg/mShuK0rCsaixia0FwwgkNq89oKuf5/ukF54slVus1QVknc8+MjBA9LgR2+l3+1Z/7Gg8ePScvi3VB2zQNVitqH/n44pqJa2laj3dxbazatZaGKPtFlEOj0YqoJPQT5N2rGodVikGRkfdyxpMl0epEDYGff+0O33lxygfvP8c7//+23HsX+Isxxid/+D/GGINS6s//F/j3/38fkUjrPT7POZlXbJVpkQpQBVmIdFRCRoqSCA1A8OkUH2mJmKBE8aTjqgilm1lmzrGsWzY2ejwfzwk51M5T2oRIKJHagqJREWMtbdSCTKQ/dV0rHlyNhA9iPBudPlfTGb28y9VCTlWdjsUH2NvoMlk0jOaOnU7Bp+enqe8JGS3VvOLx48f8uT/1S3z7e9/nl//Dv0YwBr8U8tU/95f+IvOLZ3z3vYf0d484qiY8fvKcTlHyhbe/AEjv/tabb/C7v/brtC5S+1Nu3rjL2/dv8+FjKVrqZctwexNft7Cx4KOPHnDvzm2WiwXnlZwoX1ZaEtCNEjKphmnTcLQ74MkLQQleO9jk7YMtPjm55K2jTVaOqD/z+hG/+Ui4Oi+vZ9zd2xLHzhiwURES8TsdqjgqugyLEqcDro6oTDFdVOjkNwFJUWokpM05lQIw5QVbmTLUDtqmpTSWzU7B+XTCTpZTKk2bCtp7mz3e3OoDmt96LnEDxogr0cr01BpLUzeMmgYfINMR0EQf1j3leWhRUXG8t8fVbExVeaoQKX1kkX6XLTTN0mEzxR+7fYthrlnGyHjmUSnCIHjLrGl5OZ2yP+xwe3OHqDzeq7WDqdGKLBXxykSmUfH+k2fooNYF9npFEGsMcJ4yL2h9oEmn6SyT/nfbNnzjxgG73ZKt7k0yfcbzsSzOjsSHQYo+MUEOyRJ3hSSkwklHiIo8aKZtRalWLrLQKA+l5UXVcuQ1J+MpLhOeztqZNSpMBpdLx9n0km8eWYadkobAVsr2+o0nL9AhMK0C3SKnmxfUvmW6cOmEQwoblINOg6aNgdzkRFcnOS04FykyyJICLjYOrbXIcFeigxCoUlyAbxryTHxVYoy0i5QR1lwzGHY4vbxi78Yxj65OiVFTbGVczIQ3lZclS1+jrOX3P3nMv/DW13jn3h4nzyvyvsiQP5k0fPWox3S+ZFiWKAWtayitZZEQkknVUpSW+XjM1dUMrT2doivFWSWfyY1mumwwmZznyzzner4gbx2DFaJlLY4o0v4Qmc5ndLoDLIHrU1mjdm9afDFksqzpFzm9POd6OiOGSJZUfsu6xipNq8W1OsSAJTJua9qEMh10u1TAi+kIF8HGSOscmTW0q40buQ6jNX/zR4/5xdfusNu3EGE6k7UuKwVhe/PmrqTWX7corWm8J09xG2Wn4IOzM5pauILKRGxUbOZdViQbo6HIjcTnaEumYbZs/hF/J4V4aWVKw4bFh4z7x7fQJjBPJxlHkLDdFvCgO7BsloSg1vwZWT90CqwEHzwNhth47h+Kx9HdrU12+h1UaJlXkcY5CoQgvirUtRIbjm7RJcRA3VRkyuLxUtwgKHVpND9965BPrqZ8eHGZJOKaVMtLgrmWg+L1bMmTi0ucc+hKre9PYTVaKXql4hvdfX7lk6fyHdGJrxbixxW8F2f3mKxStAQUrfbTkPIci17BcNglt1IkT6qaOnlk/Z0PH/AL92/zkX7BP278WBj0dXpFfPudm8yvKwaZQRkpOLYN7G92WLSOfpGLP4iVNgWITO73Hp/w+v42RZHxo5NLskxjlV6Tk1yMPD+7IgbF9n6fo60NykLTteVa9qtRYBWFzfHRC+sdMXNT68kTeXJ2xdV4joqGyntoavb3dnj+SooErTWu9mz2O7jGsX+4w2a5zYcvHrFMRUsnt7zz2hepmpqjwwOePn7Es7MLep0tDlOi9M//zE/zD/7e3+Xw8JjDrQ5/99d+jagKvvTu27x4KSfBv/63/zr/1v/2f8Nrb36Bv/pX/yaz2QSVa65HVxzviIokmoKPP/0Yp5YMsiFXyxFfvP06Mdecj0XZMasd6IAhAyNKGRcCv3DvDlk6wbWxxSjNtPFsFoY8ywnRU1pLTK2Ef/jeI75+54gs0+uFZHWc8WlHKYzl22evuKoqXEhZRE76Muu9VCtCDIKgKSstLqPRJtK2aREzoozb3RgwbpY47xkYy53tDfpJHxtCROuIiVJaPB7PeTmdUWaWokinPGuIbcts2Yq6iJX9e0JDkIVFK81G1mU2mdHowHDQwQW3VlctasmteW13m9e3NwHF3/vRR9w/OmbRCny9CIJSyVIT+fl790QRoUCv0AarxQQvRIJzfOvFK2rX4GPgeGsLgNPxBBcSgklcwSFoAplZ5aPJ3/gXvvg6OYalE5J3ltu19P7Bq0sej6a0yH1SSc0VRQiTnl9SYqDAB/o2Y+vOYP3/AIwyQjyOsAie5aslVfLdWQEASkW0lc957/AhcNjrc39zk/NEUP/o7IzcGnItqgyCAq1wwa9J0TGlwWst35lFyPSACzeR6wCC9hil6JclvSLn6mrCts4pc7MutGZVSx1brDYSPaEgiwqbmXVLq8Xjteatg10eTea0bQ1RpVZpUutECTZEKTpec+toj3t727TLBX9wIkidc46fe/2I1/eHPHh5RQwB76R9XSfEeDRfYjIFXtaruvFrS4uVn0nrAllmKIsMRaSbW6bLhkFZMk8F0sdnl9QxYqwmGEMMLXkFR7s7lF255p1crBi0MpSlHAaa4Gmaljyx8y+XDUalPDcX2Op2mLeO2jl2+6JYnSwqdG/Aq9ElZ+MFF9MluRF/mZVXUrfMWNSN2CoEzUau+IU3jrm1tcFqV1YxkhUZZd6h6BguLie8uJzIhpqiIt57ek4TPKW2Ccm1bHYLDoebbKTE7bppUEm0EINnGiK//L2PRLmUsplMMhFtoqdrc6oqMuxtkHc1V9fyvDpZl73hFv1+j/c/eZ/D7S0WKQg1poPVqK0JTSDPDZVryWzBTr/D67tbDJM1wbAsUAR8UPigqFtP1Uig5gohMSqidZ4KJYXKLPVsgdaBkO5h9MnrK3iiVpzPK3772QuMkRYwAFpalTFqvHf8mfs3iVpRZPl6LdZ4pFtncMLG5nRW8cHZq3WhtXTSKgzRo1UyEkx2Wis/t4aA1pqNbk6/KMlzw2TR4ly73isny5p9ZXnw7IrZPyYr6seisOn1ynj37UNa5+k6TZ5+8sOLMfsbXaaTiqPtHu/cOMC5dm3UBpGLecP3np6xv9OlaaW/a4xev6Tj2YJp1XJne8j2oMd5XXFjp0euDJ20wfkg/B1tklw/GFSIKKNooyAtZ9cLPvjwJWWvxLee2rVgFT1fUGymEMyyoJpVvPvGXea15sMPH3B8dIN337rD+w8fArCYzTk82MV5Q6fMGU0m/OIv/AL/0d/6O4QEG/6lP/9L/PJv/wHvvnaTTz/8Aa3qc3znmEcffcR/61/9SwA0Cv6T3/wDDsouf/5f+q/xv/jX/000isxYXl4JivLFt7/K1cUFL169RCEnna7N6ZcbjN0IgGVwqRUS014im9ifeft16pT5otBkJogEmUCnk0HQlEVOjLJofHo5Y6fM5T5GLXlQIVJYS5mUZSpGHk4rvv/8JV5MLoQrU4uCAGQjsMlVNEZFv5OtTw+LpdwfozSb3RJtNZPlgjZKAWKj4SePRY3SUYbgJUlcaU1uIuM68PsnF+wOhSOxvVFycTVhNK//UGGjkw+LzLAv3r3FBx8/ZqMcUuQCz17hWE6WdDbSCXfW0u2XfGPvAGMVVml+6+Ez7t0/5vlDQUgWxZhMW2yE13d22O6U5DYHxL9DfrsHjYT5LWo+OjuVTSpE8tRC2ul0OZ8LD0HJkVg4MArKXOZh3Tqi9/zlL70t1oGJH9E6v/YLgkCIgb/74AmV95JllIDOVZZWXMFbUfyJbm5vYLcK+U9x/TWpEFXCDRk3FFmGTT1+gPPxXLhObaTFQZA8p25u0Gv/EFg5jGsdadtI450UMivkBzGhc1Hk8pvlkGlcSiG4/oyik4nDuFYWN1+ynZd4F9bcoUXrCfozQU2IkTz5Ii3rBPPniiwq/kf/w/8O//5f/Rs8uTqVNl4d0MlnS5Gy6UIUPk/03N7c4vb+EX/w8QMA/sSXbrA/GPDo+TlX04p+nlHmGqXEZRlg4Vom8watRWUyXTQYo4hB0aT3q2oc3SLDKEW3zJBwSQdoukla/mQy5snzK/pbXaIVRK5MxfT2QAqSo+GAyXTBzrCQ9OvEY9Q6CvcHGM2WhCgbZa5FjVhkFhdhlg5oRX+byk85G7VoAou24fxqQVBxjXaa6Ol2M0l+j4l/EiNfPNzmZ+/K4Usb8UjJc0WZCdq+qCueXU354Qvx7GqjtLWJkX6Wsdvf4LXDHXqFYTaXwtirQMcWVAmdj8HTGs2vvvcQ5xIH0sj27FBkWrO9sc2rVxOGHU2WCw2g1y/pFpZquWSxnBOCoC1RQZ7mc608N3e2OejkdIwGpWi8ZOetCrbKee7ublI7QZ6aGCGISWNUK6Q0JONKI/9NSbinbzwrGzZSG1enbKoYArWP/PDsgucTWVuMApQlhpadwYCvbffFABLIZYkSDyWt8UHa2Y0LOBdYtg3fOxMEUqtIHRyhVRSFJbeafr9EW8NoIfdwWTeUVlPYDG2ljRoJLBu/RnEj8OWdHf7Bdx5wNZ79kYXNP1EV9fn4fHw+Ph+fj8/H5+Pz8V+V8WPhPOxjwMWIi55FBnkpxLLX1ZaQcIuCT8+vuJrUvH1zm2EpZajRKkFslroK7G8OOR2NKbIClzwHruY1ZSEQs46RqpUeYpHi2wG0iUQ0zgeK3OBQBA14RVRy0tnMM0LnJXVb0yw9nX7Ba/du8/EHDznqi8Jodj2j7JdCYKvH/ORP/Cz3DgyT8ZJeR3ruVbXAqsBf+a//Ev/r/9X/kePDI/76f/QfU3Y7bO9Lf/ZqdM1Xv/wO45MXnE4r/vg/84tssuTl8x4XE0FRfukXvsbf/ht/j//uv/G/5N/63//vaKqGhWs42BqytSFti6dPnjJdSqL1neNjLk/PmTeRkb+m25NTno6GOsjJWCXGvQZmIawiaNBWnCWITu6Tk55t2/o1/KHvs6AAAQAASURBVHhvs8/Hp5ccDAegBIUYFnkylpL73EbNrX7Bp52CcVUTlCIGyVrxiYirVVz7oZS5JgRFWRgWi5atrsyLLM+4ms8JNetTIAq8DvwwnT5u9nvc3OigVkq6oBkWmjubfZ6O5KQzmc3JMyMRDlqvWzCudbxz9w4Aj16c0Ot1cKqhbSOdTsGw6dEZRKpEktzudahCYBZb9m2PH5ydsrnZ5/TpNbcPBR16PK3w3rPR6bDVKRFxX4PS+YprSSDimpbGOR5cnoMWUnUIce0gOlle8ebRIaeXI5ZRMl9WdupVK6eqtmn5xs0bRFSizBhcqEWFkR6YRjKg/vS9Oyitab3n15+fMK6rdStBI5lLQpbQDIddZlYS19UfQpK10VTeo6tAkVvqpiEvc7KEAOwMSpo2MFUOV3sintIaDraHPEuZU9qLWSJaONkRcRj2CA8JxFwOD0RFmXeISq7bAJtrMqpmtqz54vEBj88uJFKjWqKtRSVfDWvFUr9xgUwL4lJayyKIgzAIn+f1m3s8Pz1jb3uTJxfnEgHS0WtSvUaS7DOlsVqhVc6r2ZQX8yn/7Lu3ATi9mjO6WBLxbKYkcK0MmY3UiRh8OOzTyRvG8wXTZYNOrrUhORDDCjjzNBE2VMZoUUNQlJlhNhf+zMHGgNPOVGDnoDC5xDBo31KmM/J02nA6nVLjOd7skilRFGmlWKyyh4wii5Y6OqyxZDqSZxk9pZgnNZxXnstZReU9FkVhLUfbA07HU8Lqoo1mWfskCAhrs83vvrxknEQBP3/7BlluiNpgdU0n7/Hv/Pr3KIxeP/fbgxIfJIaiYzOsiZTWMK8cyW+SQdFh2UbaRiIJtIESuH+4yycvpO2uosGHFp3UaV3d5537QybLhovrEwCeXczY3+iSZYWguErUdUTFl+7flPnjHc63dHOD8+JHI1lZRvgpQGE0H7x8xeagw+HGBp0s0HpDXyvm1crfxeCDF8oDkeBlrVuicOldzqzBJMKzTqaCRkW+crjLZlcoG++fvyL4lp+5e4vtIsM3FT5EjHZkFOv5IwaQHhctxICLnq61fOmm7F9/8PiVpAD0DN1uhzyzZMbig1t7AUku3iqnXfhFnUL24zq1cb0PXC+Xn+U1/hHjx6KwAUXrPS5C1bZkyZGz4yNlIVHwrx9uEZXh0cWE85moAI62exRlj0XVstcvGfRy6rZL5dxnwYI6Mux38T5y1TYoLyQ3ryx1InZmmRG1D1CHwNV0TmE6lDlrhr/3S97d3SfkhhdXY67Px+x1hrwadvGJUb+xtcGtoyNYjtjvGvLBgsWyZBkj9w+l2FguZjw5ecm/83/4D/kX/9K/yONHD/nK3hd59vw506WQdX/1H/xD/syf/Ab/j2/9FkWnoDs+YevOAV9794t004z45V/+df7iP/9LjMav+OSjl2Q68vbOLufL+ZoEeHF5xb2bt4mq4ePHT7h/fJNNrbiaTpg1AuH2TMZ0Psd2c3GV9I6gDWfzOTetfI/WWriqTvqvjQ/JWVgkgQBGRwyaIrfrYicqIdit1BbOSS/2F28f8588O2HqWtrk1hldgmdVJHqPNVbM1XRkPq8xxpAlI7LrtJCjPjOFEyddwzIpBh5OpzyaTbm90eH2Rg9lLE2EUV2Tujp471g4KdbEcUvkwfePb/Di4jLNzFVGEkQNTdPyZq/g0g04m8s8nPmWSOR7L06JStHPM4ZlycEgY9KsDOgcmdHc2dzEOSnGKwd5ptZyXd9GnPdM24hVikaUyolHIwum1ZpPX73iaDig18KomZNpy7J1+OTiu9fvsj8cpBYNxNASvXCnVuaWIQSwFmMNbdOiVeQX797iZLbgkwspDq+qCoPGt55bR7t8+vhCih6l2Lu/me6PuMZS1dTLgMkNLqRFND33Tpah0nYXQiC4QGkLvIufYdIKmpXyMUSJHogSbBhWErVoCSoQ8OTR0MSa7V6Hq/mcQVpcO2WGcy39XsZyuZTfa4QW06ZwTxUcJhi2bEE0CjJYKk+4dLRdmRy3tgsO93f4+//R3+TLX/simQKdWSRaMT3TKG1HlMYk8r3Vhhy4OJM5ak3EZhnzZYPKxGDO+UiZKzZ7yagtBHb7JSdXU5RRuCpitcKhpOWNSJ2jDnSsZbpsKbIMHwLztqaXlEHWR7aHPcazmlwZnI98Y38fq8PaUVnpyM7wgFejBZNWcdAxuOix63QqcZ3VKAadAh8cmcmJznPdOppE0h5dLnFEOjandg2tDxityG3OvBY7hVxboonEoMgMuKgJTuJHHl7I4WK8qPkrX32D4OV+Pr4e0SkyllW7nvMvqiVf3NnhcNBnfyiE4WlVY3TApugBF8RlOkRpvUYXaE3LW/tDnr+S+TyvJHDSKmkdPn/1hPzScu/WDR4v0jXnmkntOSostw92MMFLzptWLKdyzf2yIFMa5yJaQ9Aal5SRqwP1sg1kxvJiNMHFwPFwk5iyCAc9ueamiTReHJWJXkI8G2kLq1wKEhNaQlxFywgIEL0EX97ZENn4p6+ueP14j71OB9fUoDSZ8uQ2x6X2kG+RdqA21G1L07RYHdjeGbKb1uu+tfzms3OG/R4qrb0xBFofcSueklFobZLlg6WJnqxyHHdKNgbFem358PJyvXf+UePHgmNTdPN4+PquLBpRrcmmQ5XRD1Y2u7QGGvvZien0ekrVOGaNkFHvH2zT6/epybi1J4XE4xdPKHTk1XTJ8WDARdswLAs2NwpWO7BWmtxYtI4s25ZQdzncGbCox+uXdN4GoOT6+hJrLbNpxWg65ed+6uuYpSxihXYUxuJDRCuRu+ab+1gT2d8R7sd3P3yfq4uGaZjR39rkz3/1ZzidX3E+XjDYEHRof7jJX/tbf4eXVxfoDHZ6N7h1cxevHS4xz1u3JPrI3rDLdz94xHAjl6RvFDYVdZ2iQ7/b5dmrU3plh36/T7Oo2Rz2+ODxUwDefO0Wj568RA9N4ssKiqIN/LE7glrYtqEoc3TwOB/QMdLv5NLzTTtTcAGbZTStQ2uPIqPMLEGxTot2oRWGvY+88prfffaMGAzK+LVTdHDyEimP5H0pUYRsdUuuKnkWa4aVJDQCChMVXod13EZQkrekdSTPcm71ukzbhtm0plUr8rlULCGIGij6yJ3tXa6WI1qhEqCtWIqrKJJnqy07gyGzyZKVyfrp5BJsRBtDpgx3ulv8zGGfv/3wOYvk5roz6HJ3dxutxY/kweiSr9+8TT+3a3VDDI6mcXz7+Smz6EGJ3Na7zxxNAVCR6CL7GwPKIuflaIx3ni/fEOfP+7sbEBRVu0zBgYZciWs3K/WlCVhVYBPZ2wWPMRajozhHA1ezBd969JQ3bhzgmpYnZ9dYm+Tha3K1wlg5AXe6OYWV+Z9byx96GECkDYHr6RIU7G9ucnU+ol3lWykhMJukaPyMeKyx6XlpbVE60LaKDVsyKDSX9Zy82+PGrpCaS6O4f7DFk5dj3nvyXOaPMqBXJbhwkDZULnlK85ZiWNINGWa8YDOhgtVmgVnU7G0NeLlsmDjPg8tzrFafLdhKJzRSYkR0lOLmrZv7uLnM1X6e4fCUViwSqspTdHMyFekn+4IYPN5H5k3Ly8sZTevFo0mrtSqzaj2FFXm6VbI5hRApimKdR6aUYq4U7z86YW9rwLtHu5gY8Iq1U3SnzGT+IJ5TUSkWPhBcZJoK9W6ZUXtPaYQrlVlD4z2TpqZO03BcS/GDCbTO4IJLBG5HbqTQmiyXXEyXYsnvhZguvjkx+adIXMuffvsmtzb7mCznr/3wAc6IMrWp2jTHRAT4tRv7fPXGAfOFw+EobE6WYOVF7VPadUgeZh48FHnG84Qk/O77n9K6QFPVGGvZ7A3AWPa3t7m4OgNgs9djq8wpc7EQEb6fxybvGlk3pODOrUaZjCzxtZoITbtSbrbMq4qAZ1m3DHsdDrcGaZ+R72k9LGsR/ceU8+TCGoAGIB90WEznGBBycPTiQRXC+kPBWGx0aB/xSuybM2uJKhKSL5MyEeUtdXBUVcVGr2R3s8fJaEZnxefROU1T88lkysWyZXerA0QuRktmKR8lN5ZBJ6cOjlxretHw1taQWdtyltTBl0vhaF0+n3M9XfyRsM2PBWKzkvaHEIkmrqPWy0HOcurorPw1ck0bo8hSgRvbfaJWuDYwWlQ8PH3F0R4sK89oJBO1mUfeeO0+19NTellJ12b4kFog9jOIu41yCjQqY+EW2PKY09OnLBNkGkOGjwt8o2jblq3uFreObpDNr+llq9gFAI3WyW/HKM7PTlguK8aXcj0dHxludWHpyFrH3/jWr9LpdNjf2uef/1f+IgAX1+fM/8MFIQSMyvjL/+JfoVPC3/uHf51PHogqqn/Uo21bzi80s3ZBNWrp5DlZmXMwkEW+bgNVO8NaI5tV45i0c272jnjzrsCq7XjJfr/HyWyC7ReoIAu1D4GLlJN1gGQzqaT8VdYwXTZ0ihyTFihPoHVeJPkhwbda1GkxGUlRKbQSme5RYdGJeOYD6407RlEJaWvIjGazV5IXluvpfKX6ZeUFEpHUah3AGSmxVv5FSksLzMWIr1seNCM0hsxLFhWAMuCItB6IDT/zhTf48OELrLHoxGBvopOWDqsYiMjp+JLdrR2YyRUN+z2u5jNJtdaOm9t95osZP/3lr3A2kw3u+vQlk8WCyaTmPC6IMfL7L56yVfY53JSCBO/44PSEynt825J1M1QK1VSrVTWROo3VzBdLfubeLfrdkqvrCbeG/TRXRaZro0ZrQbVaJ4XXCh22xmCNWiu7jBeDNYK0JAH2+xv8yS+8QRNBNS20gcvZgkVwa1NBbTS+DSgDrQ8435JnBkcgT7tySHLxqCJ5bsix4BTLphXyaHqkEfCiVZbW4EpunPxwIgEc7G9uYb1DOUeGIiwWnLyUubq11edikPHx81PyzBIQJLENXmTdQBkMxmgupgu2BgMmrqHTL3n76HWefPoIgG5rObx3xA/f/5Th4S43n56zf/uQx9WcV9NpehSrg1EifgOvHe7hZjVZmoc2UxTKYLRhtqgoCrEY6HSz9ek+Bk3TtMwXLcN+h1fjGZm1eNey2gK0dpJtpi2TpqGwFhMi1bJGJ3O5TGf44NDAa/vbsuGqSMdkazl8VFJYhKR6iiFQKk8wCpe+59sfvmBvu8vX7hwyrRoiimXToG2HLS2/83Q6JcsV2huatkYZTURao1XyIVMoNsuS0Qo5C1Ha/iv4M72D/+DRSzSGg17J0gXqpaPfj+RJdEALjXP8zuOXPHo14s+++zoqZET1WSHhfSAScEEMXpVKQoAImym52yhLk7UUKicAs2rJjZ0dXruxw+mFSJMX0wlHnT2yIC14RYCgpS2YXkGDovWOTifDxNXapch0XOcjZVkkhoKqaelnGqPk35TarmNEiIHMKlwjhwnnJH5BKQMJfXXzBq0NC9eSBUdQ8l0idknhuc6T2YyaGoNCJ/sC5+J6fSZYnHKEEBh0LDtbfVzrKLTFJGSsbh1ZZrmz0adbtryaz1HWMKs+84na7uS8M9zkrF6wk3cwBn54cU4dgqitkOIsS4fSf9z4sShslEqn4kxJLzH96vPFHBUl4+d4d4PSKbSJ5HolPYsoL5Xzja0NGudp2or7t+7w0SNRId05PuL89BKF4Wo2Y6fflXeqCahsJakDZVNnWEOWBUajK85fLURiCuTdnL2NfYKtuXFjl0U9ZxhbyahayfeC+AIobVFRFo7NjqFfdNdunMbC2Ysz9ncPOZ+e8ez8mqy0fO+jj/nL/8pfBqAo+kzrOXmZo1Tk5NEPmY1POHk2Yu+WIFGT5ZLJ5YJYB/rDLjp6eoMNYhu4HsvCu7m5S1vNyaxFUXM+n9PNcx5dPCJLEO7e1j4bvZLRJx/TOC95JxEwhtPkeXK0tw0KCaHUkegDShkqHylXTrYJEZCXTmSxMcipyqwUK0mVYBEHU+MjrQ6oIH4JcoN8OrF7tod9MIqL0RynAqFIH2lVUgiIAisgHixCB1l5HMlJFSUJ4DGCVy2mk7OZVCSzmZiBxej5+TfegSQtd1FOqwC5zlg2lbR0cCjED+L8+uL/xd6fxtqapfd92G8N77DnfeZz7lz31tRVXT2Q3WxOmkXFkihGZvRBsIHENgJHgZHkS4LYMGAEQb4EAQInShAjCGAgsWEbEmJZTiRRlDg12STFHtnVNd26873nnmnPwzutIR/W2vu2mRaVfKA/qOsFSHTVOXXOPnu/71rPep7///ffarSUy1F5KNqM8Xzv+Sk/d+uAo8MdHlyEANCCip7ucVktaXdbGBcLL6uZzScAXK6mFFHnoBKNKU0A+OUSt3VSBNJwV8F7N05YrZe8vTvkpUqpo31YSY11NtglfLCMxiS7kIkF4CEnuJOEkDipyKWkts32s5jbhqosET6429462qHZHTJvCi5jwXY6XQbQn9AsCwMu6GykEqRxPKScQOkAoMsS6Kic09FVdOG8alf7zQdFKM6IPosNiCzUWwJTQ+JrpAjdW8urTtRktGBdNEHzYEPAKsKTywSqzSZo+YnP36OpPb/95CnCe56OL5mXBV99I2hj9o6H/Npvf5e/cv2Y798/5a3jIb8rKr585xq/8n74TIUAYYOV/dpun5flig8uLxmQ8M5uL96GNiZDG1KtsNaRaI1WCmJiu7ENTgoaIPFwMuxxuVwidBKcYYSxTpooiqahozSzsqKdaIRS1Nt7JmW9LDkYdBi0NDhPS2chLHXzHgqJlJFXFGnbXiiWtqYUYTP9yjs3gZB63ydhtFph0jYnbYm2ofj5ues5JZ7vn09wCBJAShUs8VEfkicJSjuSUgTgm1BY51DCbwNAtfQ0SJwwvFgVJNojtaBcW+IkHIQM64WQXJUV331+xhduHOKc2BaU3nms93hv43oCJBrnLN1YZL732nU+fPqC1+7c4NNnT7m736PV3efRi2kEXsJ5UXGtKtDtNniHV9EV6DwqHoistwgE0okIJLUYZ/AudKwgOAslEpFolNVIJJPZmmfVjFYstG4e7KGcQ2WC2ji8D8ydRAmI+XHGWiSSTpJSmAZXW5wG4xR6Q5gXYayeKIX3DWUcgymtWBfhObWuDt1WHPs7u3hvKY0lVWD9pnhuyBNNpQTXOwmdNOHjsxFv7gw56oRDU64kH16eMalLPnUqHD6UIOEVOFfEg/EfN236zBX12fXZ9dn12fXZ9dn12fUvzfVj0bEJHXAR2uwO0iwCg0YVooHhsM2qKnFZxovT2ZZd8HNfeJ2yKKhsAGr1OhmNMzx/+Zx+L7iQZvMFrVbKXtYBtw7kShFyajajDe9DDo1zQWqlMkXjG6z33DwMYwKnHIvlmqvxiNKsePNgGAa/UrANZ5eCxobTmUCFLoFzKGASZ+4PR3NanZyimKBlmyxdoqSgri3/9Dd+HYC/8Ut/jXv3bvLw6Sm/+vd/ne/84Bv8rX/7f0q332EQeRTN0lAXht4g52a/T+EMpavIsx62CK1gmYDK9kmqczyCzAsMBteAiSe4R5NnFI8LvvL597gaz/j0yWNaOzkOz6IIDqzC7ZI6H6UFcquDWDUlqQjdD+cCmKtqAjk0USqwF7zfwp1aWYZ3DmMFjXB89dY1fv/ZM6x85f5IkoTKBdeMUZ7ZYhmSmhGoTW/TOxAqYM1FHBRZEaBmm4kNQe/gdfy6cAiZUElHuhNe824/Y3w+4xe+8mU+evyUm1mX13b2eLacUkfRbyohS1OwIX3YiZBPE0jNseOnG26m++zVjrQH3xyP+ccfn6GenHK8GwR+/bzNKLZ2bVWzu3fI0tQk3vJsMgWgdk0YpQmBiO+nA5SR6Cz8rqYy3Bv2ubHTQwjJo6sppw9ekCSad44D4DFNEqQM0RbWBQGgUgon2PJwpApuuESEhHMZgBqkMqHaZFeVFS2dIGM73pvA3RhmLXbycB++ubfD/dGYy6KiMRYvNGUddAPVJvldKlInyZxj2OpwOZqFv00BMW/LI5DKbcc7eIF3jjTRtNTm6B6cTJlw7PRarNY1ifC0VbbV5RnnqdYlXgWelXPhNN9WkiaORH/+vbf4/sUVL66mAfyWKDo6xRqPScKz8+nDx9xCcLVc8d5Bn/9sOmLsLWsHmYi8IN8gVYCnXVYli3UQYU9czUeT0DV9a9hDqnBfO2uQMowAy4YtoC+NCddaSLptjXNgGtCJR2wcYUisM2itKeomOpESEm8xMRivLiteXq3QXrCua1qJokKiI2cHCN0aL5AidMdtJI3XxtPErmAjavoqwQrNulpRC01fx0T2eAqvXegktKSgFA4pNc56Oqki64TWam0tiYO9YYfxoqSqTXDpeWjHkY2UgkQGtpDAY6wgUfF+3EYHEEZd1oMQ3B/P+OhqStXUvLk/BOCdg/0QwyEkUoGXCmUtXgYAIkC31ear773FN77/PolOeXK1pD1rGPYP2O2FjkQqBJd1xU6vF34vEi8F1hgKG+6NdppQVAZtDH3l8SJ0jkpbB2dfXKLSTOMrMMpimgbhoZcqFnFtcdbTyhIqU9POFM7BsnQIX6OjIDzRCu02IMig45G1o9VJ2AievANbW6y0tDJFriW19Zim3jrUhPA0jeXNmwcUjWG+WKNlQuM9MrKS2p2c8WKNaEmEUAxbGV+9dkQiFU9nq/hZOKZ1g7UKZHxevcCIQJuPD3N4Ds0r8cAfvX4sxMNpO/VHb+wFAZWWiHFoZVbO0R+0GWrB/ecTGttw2OnQHYQ2b0FDy0FLJtw8uc7Ds1PKukZbSdSv0dSOLOmStzSmLOi2Q27H8NYtnj0P4yqlJfOi4vpuFyU8VkBVGCR9plGwuhgvyNuSq+mEdpbx1dduBPW68FtyrNs4fLwDgi3OOMeqqvntHzwG4OTaHokNCve94S73X74A55nYktdv3ATgL//FX+D/8Z/8Fyzqgp/56hf41u98l6zXwhvJqJwCIIzg+tE+hS1ZLyw0jpOTPd4Ydng4Do6eSV2Sao0XElMa8lQzqQq8kNtASYFEa0GrUuwfHzEY7PH7H/wBKk1C1gRw3G/zbneHJPXkOqeqCpwPm6aJbd5Okoa5roVEQZ5nKK3QMkHHFqV1DmMabGM5my5J04wfLKZcLtbbEYRG0skyvvLOa/zKd35AmCZtRMqvAFDAFh7nozhV4Lchj855nArwOh+Rv0qxdVKFm8PzC2+8RTUrebKc8mg+4Z29I47aPRbxc386G5NLSSvNWFlLUZUIIWLA26uxiU8k94Z7CDI+Pn9KU3tWZcV+NxZR3S7zdQFIup00iBiNAOuZ1Ivt3+V9EIxuredakEoRRKvAm3u7DPIWHsP9iwnTooobuEPFGe5XX79NTwZ3i3cWVChOnPOhSCPY9avGhAgLGZxLdeNDaF6kgy1nixBmShibeWLIIRIfP1PnQtv9Wy9HTKs1SBW/l61+xhmDc3B9r8vd4SHG1cwWKx5cTSGOACw2Bt1G/YBUOG/p5y3EJsivbDjp7tEdOPpZC+cM5xdzVkURxlhAO5EIr2m8C5qGGI7YRGE2QPeoz6PLKamS9NsdalODC/DKQYR2qkQxzHOKsuaDq0vKwtBqZVTG8FfefRuA3/30IbWxdHstLmYrpCIcaNwrSu1+kvHGsItD0EkTjPPkicDYILaHsHFfTlcMOhkKgUoVqQS84sH5KN5jgsYZvAg2+GgCJlNyK1Df6eZ8+9mY5aLg59+5SS9L41hfkcbftQ26kJJx02AjqNE5t7X5exscPrlSNKsCm+bcaIfg2S3G31hshBU+GC+5XK8ZtHIQYisVsNZReU9R1lgf7uGL6TJID+K4c9jNMI0nyxKm64LaexIptjTe8P9FGMnIIFRXIhgkatswfhTGuDpPON7r8hffu4fCs24c3VShlOB3ngRgaavVRuF4ejkBHNIHcna3M2Q+DzBA78N9+9WbN7AolGzwLmzcHzwP31M0ht1+n/0sQeiMTFoevJhwNptyey/gHd69cwBoKudpGsN0sUTg6CQKu5FSWM/to13aWUJdR+CmkKyrV3lbQifhsxOW1bIk72TQypk+vyKJz8UmNLoxljj9xXvJfLV6VdCK4HLb3+syX5ZY68I41EtqFxoFF1VNu5WSJ4p2kmNsQ1FbGuf59qPnQNDOND4gU6SMCVLOI5Uk2fxdzoGD8ydTinX9I5U2Px6FTSvxvU6bNFV0uy1WdpNOHRTgUmpU1TCeVFw/GZBF/35jG7SVXO906HbbdFotvv7+S24c7+FWmxvV0eg2g1bK6fSKPgmDfovaekZ12LzwDjTsdVoM2mm8uRpGL0paOtw0y05OMZux3++yagzvHuyTpwKhFCJa4UIgoQuFg21YNIZf/8Fjbhzt0hZRb6AlD15ecPtgF61bnBdjCueR2jO9mAKgrUQmSZgZlx6rPa/fusbOcJ+np0HkluuMyWKOFpZl3fC567c4bEsq57fzS2MdD6cj6tohcRgTCpFa2C2HRMrg5NnJ2iwrQ13VXLt5xMXVFaNFsJ+3+xk/ubtPv9Om05YsVxXKB97MxiqQ6CDmEwRBYCfrBnS7lKSxQFqvaxobcpnWReTYZAm/8eDpNhemnaQMOglawKejKXi11QdsbQky6C8QUYshQ0/Ie78VJXoVKMEhXChY6oSQoQe6EdAWnp+7dhOdhvdgVtV8/fkjhnmLezvBxbaXtcF7GmeZlwUXqwVCJ5R1yeZj93ic8TjlOe5f53J+ylFvh6dnI4Yx/TxTilVRkiSaXq/NxWTFrFgE59cmWFDEsEkJzitEEjehBq7HgNS3jncxjeW7Ly6prUFnCaYKQZ+bwMTP3zzkqNUlTYJQW0Qru2maH8Ldt0KuF6GgUlKR6hwvoYyJ0tYGzUxwYKigrxLBXm/9pkMCRli++3LEypigAfLuv7Ex4R1IxbtH+wzTBI2gtg3fvLjafo+WCt9YTGXw+Mg/ChvWpovT72QMdMZ+P8VHFqt2FmfZ8p2Wy5rNYV8qSW2DPdw5x0++cxeAf/D9+wzaLZSEJFUsVzVehA3VLGKRMGyx122zqGseX07JUk1jGpSUW6fS3/zK53k4XfLNR0/xKLwNuHnrIg0aQDr2ZMKXbuwzXxVkSUKmwVjox3XMesF8XVE3DZ22RghNL9XU1iJ1+DkfPxvRGEOWBN5WojUejzGWLIqifZrz8dOXSJ3y03dPSKI4XESqMgQht/CStTeUxmy71oHJs2l3CpCOhIRBJ+fjT17wxXsnCBHcj0BwZdlNNpnmZdkwKatAot50CaRiUZQBpSE0whn6rYyHZ7PNY8pOt01jGpwXFM7ijYUkkIFdtLojk/i8W1ppijEh5b2yFrfaBHcadodd/vzbN8FJEiX48HzMBy/G9KMI2btQJKE9vo4uSg9HgwGnca1LSbhz7TpdUeCtRKsQK5J2Ep5dhCJquqoZz0uEkLx364Q1iqvLMZ3+kOcvH8TnQvIXP3eHxhmMFYyXSzQ2dJ425pgsoUGw123TbaXgfAjoFYLpMvztoQD0JEkM92yFLKk808xOgwZSRPK3dRZjDQoQUuC92WZ7Zanm+uGQZWFoGkOeSsomFCTn83CwahJBmilaKiFTKgRw1uGu2OgJ67rio7MrjLHUPqwrYf145eAzxpNqxYtPRxTFjy5sfixGUa7xtPs5ddUwL4vtSc9YT0dIDvMcmbc46jk+ORvxVhYi7zFB1Hjv+g7feXjBztDxy3/tL/P13/onLNZhoVsbx27b8XBp6CUJ46ZgOWrIErnNYbl1MGS6KpmXhqYyKNVitHSsKRjFzaJ4POXuvZvkeHTew+uQPaOM3drGvRV4H11R8UyVdzOqukFvhMprT+kd48rQlFcUzpJIxWJdsdsbAmEkMR0XIDxpnvL2azexxZInp0842g0o8tF0hMPQSbscHPZ5NrpiJzsgTxR1tFfnieT27h4PRqPInTHYqqEyNWkrbLhaempnGddLhvs3kJMpXVtTd3p08jDOO7+65FIWJKkmsy2EdXF0yHbM5IiZW3HLQVpA4axnEgVsdVnifMhKUVKSKmjnKYeD/jaFticyjKnoJjn7nZxZaahdcIRsATkubC6h6JVbnD5SRNFpOAVjJV7ZKJwF4qJuo+ju+u4+iVZ4KzHS0k01Xzm+yf3JiO+8DEGiP3vjLh2VkEjJUb9P7RyfjC4DaykWXD2d4WXYbBZXzxnunNDJFAd7N5lUoRBtVIqXktIZ/LJmvl4ikyAW9JvxkHd4gq1UJgJrQDlIE8VV5GyMPnmKEUF0K0VIY09SjbGefswDGnlL6ioGjSZJNcHTFiy0m2OSjQA8IUJh4LyjsQ22sD/kVFI4IUIAaWQcBcWs3/JwlPRMyiBEBEDYIOqN0Rzh34WNfpCFogZrqQ1UlSGNHRIEyFZK3spQSmKrmrpswucY7edFaTjaz2Pys6N2oL0mTz0398LI76mYUa5COG5jLEJYfu5Lb/NP33/Ab3wYOrTtRJMrSWkbeiLDZi5k+VSGLHJs5st1iBCoC5SKYnUCGiCPqtZvPDyl223j4jMvtERE9o6MLiSEYgH84OUVX7pxzLpYYa0iiygECHW3wZMkAtdAmnm8cKQ6oWqq+D2Wbp6wri39PGMZ7d4CSSfCCZ8uFowXDZ+/NYihsR4ZR7WWzcldsrA19SY2RIJ0QTC/cRRqERhClTUUZUmD52y85KCbYV+xCWI2k6U2DddbGVerNVLJravVeRM2RB/CF50Jf7MRbhtAXDQmuCBV6IImSoER6ESwbjbPtQkFJQKjDEpprPUoJegOwzr29v4Od3aHOOdIteYPT88ZrS37/S42BhCjA5S11eowM3OUUhRFFQ7S6/C7sj48vZxwNT+jKyU/cecmQnlm04qjOFZ+fPmYnf3rHA1zzscjLicl73zuNvOrORv0Xr+lsd7hvESJ4OStfYCe+rjvFA3USMyyppWm6ERibWhEt2PK/Hpd4b3AUZF0cmbFkmG3ja0sncMwDq4mNU1Z4GUIB3Uq3PvdPGWvF+7VXqeFE56yrmhnGc55+p2Uj09HiE3otJIoL6lcPKBYS4Ki2hwoAaU1rSxhVNekWlNtTneIV4fcRARL+g8jKv7I9ePRsckSf3C0gxUeJaAfbYfSBjBVKkNejAMu5gWDfthwVVAg0OkNSeuGR5fnvH7tGq0k45PL2DasKhpT0ev2yL3HFA1Gho05jcA3iaTwof3XzfuYsuRitqbbS4kHJmpnOUwHLJs5hWvxlXff5v0PvoOpPV+5F+26TiG1oywahFZ8/2xMkqSMlxM6MrQotTK0shbTYsVKltRNCHxcnK9oRWCXawT7R20SoegmQ56cv6SdJRzsHyGis+NyNSIRkl5/F1MXtLstxtMJn9vfJ0039nOHcoJvvXiG0prlsmQ8WXF8MGTdhI1S5cGyqFQARQkpuDfos9/pbBk133txRVUtuT3YYX/YIpEeb0PO04aDaAj0VxF9u2mSRnaIYBULG2ddyPlygkEnBxXslEma8SufhpPOW7uHjMs1k2pNohQVlnVtWK0sduvs8Agnf4hj47falFeDqo1J2wXInAeUJ/WSt45CcdhvHHkrRXiB9zboPJB4PM8jk+GT0SU3Bz1O2rskSnH/8ozxeo3zYbGAwAixUnBxMeMvfPkrNOfnzM2Kl1VNJ5I/r6Yrjg8PODoYoJVgMSt4vp4xW822eh5PsESrJCQgO2NJtIy6sDjOMyLwaGToSOSJJtGKg8Mh09iBdMYhvOBar8cOiiTRJIQssE2nRQtJqiReBLqwlQpHQ2Lkqw036nOcN+A8ImaKeUscxQXH0tdPLyiaJm79wdkkhNiyiVAeZQQ/e+caiQ4htZ9M5jweTWLRBFIr8jwh0QmNtRRVjakNXoKKr/kgHdJRlrqseO3OYeAdETYOFX/VCo83jtmiYL0u+crnXuO3Pn4YNvSIbhi2choTQGjBxitonMNYS7oZreY5Unlu7u3y3SenrMuGXp5hnWcv6tyyLEFpz9l4tdWcQOgSb7pMWoZb1DaO6602P3lnn6vpEiFT6miLdtYhVSC37g7aYRQj5LaQgRDyeD5bkQjBvG6wJrCCtNJb59THZzOWRck7Nw+5d7QD0iDReCmYR+eUF+GULeI4OmB44oAqFiRGEHQqziGsp5PlPHs55ovXhhi3GfWa4F4kHBpUKumkOWk74dtxZHO+XCBRZFojvONw0OZbD8/xeDqxoE1Vghee2jTULnTsXr9+xJdv3eTDl2GE9NGLUxzBLWQgaI2UJlWKdhbO/lXjyJTil958jT94ekqnv4OznrPLq+34TPiAf+i028xXoUtRVZZrvT2eTQLET6jQ9RBeByBnael3cxrh2Y+veZjmrGWLRHvuP3pJ3pIc7x1QmIr1IhyoyQXXey1u9Xs4PEXZMKsKMqVD7hVghOR0VtE0ip998wApIFGaREuS2OXWSvNsMsNXjnUK7SQwmbR0W7t3O0+oFg2LyQyPCPZBB90sYRC1Q146ilWNUAoXOWQfjCYkqQx5V4TxvVUS6yxCSJQPcopEq213urIVysPVquTRePxqnZBykw2LixDBsydT6qL5kR2bz1xRn12fXZ9dn12fXZ9dn13/0lw/FqMoACQoL2grzRePQmbSk6sp0/Wa/rAXE4uh305Zxrb8MG8zKUqups+4MRzQoKhVcB/c2T8IP1Yn3H/+hGG7w2w+J2/n7OSSF7MF1SLOiLsptrC8eed1Xpxd0su7JK0evmnoxDl4ah03ru/w4EnKnZ0+ZV0xzLustefhKJzuy8py7ajP2bShm8JyvWKQK45PrpHVoWXamDXHeweY84dMJ5ZiWeGsQ0mFjw6I9iDHW4HQgtF0ASQYZ8kc+Fa4JeppQad7BK5hWVecPrrk9rVdOq2cIrav8zSlaixH/QHnyznguHNzn0woXDziGixSRvqsF0hj+WA05bAsuLcTMkRe3+sxIWMy98xnhrtdQarjaT92FJ11eGNDlonyMTHYhXFVPJUrQKFQiUQqGWBSOqNuHH/qdtA/XKxm9JMUiSMVmrVrUAq6Q83lNCb5+pCNJH3g3wbRHTGLJtxOSkpc41FSYb1H+KAN0UbSi6I76aAq6zhWkWgdTnQSOMlCN2be6/N0NuX5ckmuJHUZ1LbCNlQ+noKtQji4M+jz4tEDJmXNomkY5m0GWXx/+iEz5uGnn3Dnzdd5uR5RVBWdNKUdYYDGORrnscZRW0+iQ8cr4gHD7xIOL8PfIn3gXFw/3mNua6o4YvN42mnC+XrFU1Pz+d4eIgndFhnvMacsFgU+YOFFAnVhaZQgi4nbzlmkEEiZRZp0gBTWNFvI4aIxlCZ0KL01EDVCJjqoIJz8szTbQs6ckjwejQGPi2E/0gFOIKzFGIOzzfaz3AjC27LCeUXtHB8+eonQgp12xkG/AzrGChiDl56jYZtVJ+NbD1/Qa7UxxhLfHpZFyaAT/l03SZmUJVkSkrM3v6tqapSTVE3N64d7/ODZOULA3k4naLWAq3VBS8Otg30enl2GcZoSOMv2tXsnwIZxU+EMT0dzjgddinW10U0zWtV02wntPKWpgvpeS8dyXVHFbkyuNTf2+zy/mtNJUiphqBrD2hpmq9BqGQwyGh+6XZIwBjFKUDRVpPGG7rQTnkSB8proc0B6G8bLhE3HOY/2Cqccla147cY+y7qhF0fqJrrptAdHwOxXeExh+ertYIL4w5cvuZityBJJKhK++eg8jIIyzWHUjC2rgjxJWNSesvSc7O7w1dfvcnk25mAnjH5+8OJZyJuyoesoUdjG4YWm2uRbSYWUgl979II3h0MSLVCJonO4x+MYEdLE+PrVek3dCIRuUFpx563XePyNINKubchFauUKrTSrpqCymrpK0N0wKejvDhi/vKTdT0DVnOzus67BUHJ8I+w7F9MLPj2d0BKKw16XdsvjfcYKw7IIncO18xz2MkZLy5PRnNt7fYTwWzArQFlXJHnGSla0o45GOANS4aObaV0I2t2U9UxinEWqwKcadNtbYfFyVZLF/KtEKSrjQEqc86w25o6qoXSONJUIq6hdTTdLsFaSx4iH1Cc4b9htZezeuckfPHiKkqGLbDesLRsECj+yVROvH4tRlE6U/8k3b/P64R7e2a1iPtGSp9M5VdNgXdicLmdLxlE/c3Swy3y6pD/cIUsUdVXSUm0M0LbB4tfkbS6nI/bbXXKZcHj3DT598gHNoqTfCuMh8owX588ZLVe8+8Y7zKZXfOnt1zk/nWOz0C7eaXUxRvLi6jl5Z8iwN2Q9viJpt2hipEIn72NsweHJEU3ZcPriKVJ3KeqSBzGI7cbJIT/z3jsszZqPP7nP5XJN7S3WQxZvjCxNEB5ausOiXPHG9RvUKObzMfUqAqA6Cr82lNWasVvTT1u0U00rS7mzsxfeVxHgc94LjGm4P75i2G3z9OVyS8hsUo+KG7TdiEStwQux/Z4/desak6bi+8/OwSbs9/pos+LeYX87Svjm0wkqh3Ja8rW3b6KlR3oVnCKbcCYfyJyCoK4XMvzvEIYZHlKhJJOmZrWuaCc549WCWVWxNBVZnHt5LRit1lSNpHJNEBO7aJOOBZuyMpCFo5DAe0dHaG4c7NGJY5221AgbWvJeeBQCIQUyOnMgODs2OZBZFrQ2a2v5nRdPSOLfJaQIZNcS3jg84JPTcxQpX7l9k/cvQztd2wYD/Nk37/DJ+YTClrw8n5H2km3elveCqjGUziAIsQJCCJxg6yzzgV8YoHVChNb1Tkpl7BZTL7wKbfo0xXnPMM25nrVJhMNtdBQORBIw/847dJpTFGu8FPjY4vbOIa1HOosSSQRwqSAOjrLT+5M5H15dhcXUb8xtAdG/YcenieQvvX6PWbFAqZTvnb5kUtWkItmOesOGFUZxde3xrolje8FuJ4x++s5FC6nDeRGgaAiUkOwNQiF6tNPHeYs1HmUDdl7LYG3+QRR/tvOMVVnRSiSNDy37VWmwwm0t2C2VIaRFy4STQQspJZfzApUnTCOccFkU3Nwd4r1lr9dF6YQfPD+L2WXRMu/B1w17eU43TRmvK/7cGyeUVcPZPFhoTW3pdnNM09BOE5wLzj0lPDsRWyFlODhpYVnXlg/PpjSNQiuPjc/p0pVMJmtaMuGn3jhGSsXcNzgbwKZAHLVKwn8ikEpjfINAbceLSoZ7TFgTDlzeIQW0k5z5OhwurnUzfASx4RU6EVE/J7cRKlme8Y1Hj2mnCQ/Ox9gIXexkCXl0aTnvWdRVuG+M45e//C4GSWWabTSDSSS/+v77NI0JN4oHnSqEd1stU640u+0e7+wNIiogrBMJijpSfB+PpszWJbUIouFO2maynHHQ7rEfQ/h+59NTkpamKQ23jg9omholO9y9eY1VGfadh4+ek+QahWOQZ7xYrOj2wki7K8J9WONIE7BCoJqK3VbO6aqklyjaefhdaavFs8tLrvUGzEvPzb0+iYDdYYs0qqsr75h6i7KG2hqkC4dglYSxdPjAQmZWlgWo3mpSkClJojzLMhY/VU0nTZFKkKUJL1crxqYC52miFs4JgS0dztXkrYRulmA8ZFLRxAIpTxLq2rI2lj98dMoX9/dYuJoX6+U2rQUEUjhePpxR/XNGUT8Whc2w1/Z//WvvYOIDLX5IrOS848OzEZO6ZGfQYzSfso7+/S/cuMuyrqjmMzySnX6Po15Olbf57vfvA9Dr72JtweFOh+WypKUFTih22jkmOnGuzkdM7ILZpARtkYnkzaPX8eWUqybcYP1Ozm6/y/nVBYNel/PpgkVRcLzb5+lpKFpuHu4xny/odfpUBs5HVxzs7fKlO3f5nU+/D4DyCe/cvs3pxZjL8SV0BLYWzEYLWpH/0DQN79y6w0enT7l1fIdB7pgsDY1boAidn7psGAz6LMoFq6LECUdtLINWxk43PFxv7B/i8TQmFIXLquTj0Tn9tM29aC3f7Q34r7/5DZTWaLHhzgBsLJcwSFNu7g55PJ6yLkoOB3vMC8tQOxbLMKueG8eqrOi0UoZK8xOvnQSxnFJ0olA5nPjDqUKhAo1WhRNt418RRJVUXNYF3glypXkyuWLW1FTxWUgJmSXzqmRZWhoRbcf4rdtCuKDKSpQM8QwOjnf36fiabMOIEJLGeBIn4t/to2bj1Ym78aEbJUREEQjBvKx4Np+yXoSiN+/kvNfrknda/IP3P0VJwedu3ma0mrAsN10mx253QCI0g3ZGtS54OB1x0N3jLAZuHh8ecjkfkSaOxgVCrPMK516Fujrv8ASn2bXjXV6s5kGsS8yPIVBqpYJWmqGVYFnW3N4dMrCaTuxWaa0CDl5IhLW4VoJZrwOfJ3Y/nBcIb5FeoLXGOI+1lhSJiJvXN05fMirXUVQcBIROCHB26/64sdPl7u4O/TRDKoGxnk8uLxmVdXBWELoypjYhzTzqi4QEBNyOkROZKLmYL4KJUYAWGusaEhl0eAA6k+z0uuS5RDfBEeVRGO9Yx5ujrhum6xKlxTZQ0kV7eDva4VeNJZEhdLQlFT/z5m2+fXbJ5XRN1YSC5Hg4BOfJ2hrhoJtlfPfJBZlW2FggOWN5bbjD5WrFrKjwQCfX/JnXTrhYhJ+Tq4SmqcmTlHVl6XY1i0VFojVHw9DZaGdBG7EuK2ZFzaPRGi0EL4uCPLp+XswX6FogvOfn37iBU7DyLoQ+RlWDRATxqtDhpE0Qiv5wPpGQAusdamPv9mwz8JJYSBz2dxnNF7SVRCGRSWAG1cYFNx3QzRNkIvl//eGnLIoqEuYlWqlXn1eqYmwD/PIXv4ggaA6N86xjpIvwEo+lvzvk7/7eP0PJ0GkUUiJjAXl9uMsXrp8gbB0s99aH0Ff8hiRBYz0XywVPJzPqxrDb6zKfW7IWjMZhHTu+cYvlZMxOq0+WC/J2TpbmrBdjXsYwTStgsWq4ttPh1v6Ax8t1SFivPf2ov9od9Hn2ckavJ2mMpWk8lZdkWUZX1fF72hgTuqBfvHZAbQxPxms6WnAQydVIQbvd4f7pc/IkVJxCeFKltouU98GR2c5yEqVpJ5r5oqJardHx8JUKSaIV87ombWV00ozvvngOmUZtOrTCsV5VKAG5EGTdFJ2o6DyPXWUP3sAHL86ZLhuk9Ly5N6STaJ6uo26pMSAlLx+P/7mFzY/FKErLsJNsErY3D4aTAVS2MBWl95wv5kgvERGUlLU1B9LyTx/PGHQ09bTgxaXj2XjG7ZNg1z3czXlyOoZC0/iGG52MT69KEql4PAkFCcbQb2l81mLSrOipNid7XZ6Ma+omnPKqxvLscsrLl1MMF/zk5z6PePmCYjLjaDgE4HOvv8u3P3yflSuoajjZyzgaDHlRLDiISGpLG4+krNesXU1uclbzgqyT4WObt593uFot2e0NeXH2jHPvafVb7HQPqOOiujPokXc0SyNIUsnahE28125xFWFK3l1wp7+LSAKGv5UmzCYF2X7CZHIVXk9l+Mlbr7O0Sz45vaCVJAHB7hw+bpSzumZ+cUFmRHCauISLi1Py6zfo7YaHa3Y1I00FygouXM3FbMnBTpdM61dIfKFw3oTum7Q4IxBN6OJsBHXIUNyc5G2c1pwtVhii4H67CSqcddweDJm0CsbLkrUJyboyKl+FdHgX7MgdDbd6+/iqoJXmiK3H1ZLGlHJhIiROhi7PphOlrEAlSQB0VZbT5Yx5UaK0RsRY7nuH13l6fs5qVaNSRWM83/70PomSQSQNHOz2eXF2xc+/cRO1rvmg8QGwlrptgOO0nOKEparFFn5lbRN+V1xYlBBkwnMw3OflchEKmvBpB0AhYKVDiziCM45hu8WjywmDNOEL++G5EDFOQUqPseH7fOyabAokt7HLExLXJcHuXUkYxS7leLnGy9jfEsHuLEWIT6iKsDHd2tujKxXWGpRMyZTgS8fHrOuadSwAFnXDo9WCsmzCyVwJhBLspW3qGEQ7dUt0qvACEqFIvKCsHKlWrKKrThiYri/pJBn3rg1JvKRpPFZINp6wXluzm/dYNIHTIYQjESIkLW+3d4eWKV97/SaPRxO+9/KcJNHoBIQPn+lkXXCy3w/ZS9pT1DXv3bzGB09OUfFwtt/rMlkVrJs6uE7SEKz49Scvud6K3ZhU4YVgvK7opSlYGRhEwrOuQuc5SdrgPJ12RqY1WZLwO4/PWdqGN7th/Xk6mpNqTVIbDA68RPsAwdu4Ba3wSO8BhzUhkNEKRyLU1qbtCN0iHyGjSnqUg8TrrVPyk8szenkHaS2tNBTHAon0hk2swP3zGd86vUTJYB32odWIc47D/ehiG01BwFG3RdrNSB1MF4utqBtCMY9QTEYT3rt9k+8/e0GmFZ+7fsLr+zsAFIs1dV0ikeQSrPQI77HulWDeC8l4VSCAVppwfjVnp7tDlnl6cX0enz7n4OAInUqUVIxHL7FOhkT5DShSQdaXWDxnsyWmNuQioUksV9F0cOv4kFvXFQ8en7Eol7QGHVLdpahqKhkTwFdj3rlxzNI6KuNZVzXX+indQY/Ti1BE7fXa9BNBS+aU1Zo8lVgrkNpvIwykDEWlFBIpJaVzIb8OMHG6IZynEZZGeA7abdZ1yVfv3KZpLA9H0/B8rZdkSfycPNS1DXDUwHgAQtHy0dmE+aIMv9d7PhpPOOl0yNINk0pho7j8n3f9WBQ2IdVbIrwJaTybStSFm7Gb5szmc5xT7PTybWaHawxXjaP0FV+4eYePHp7yZ+8dIVstujosPpeX59w6PsKsCnazNo8WMOgPeDq+eBVY1srZSRKstqQmxTjPhy+e4ESArAG0laR20NSGfJDz8YNPuX1yzJ29Hg+uAgNhdPUUbM1qYTk82mOnrVHC0LOG80hLdk1JmUt2hjs8Ob2gKhqSNKGVJcFCDPja0263KG1BN09J05xluUb0Pd1WVLkDqWqTqBlGQS4SPI7xuiCJbd7RuuJOX+Bt0EcooTk52kNO19x+900AfuV3f5Off/ttPn/jDrY2vJgvsDbCouLmbppAru3sd5g+LRmVE45PdpBSE+VOvHF8zGw9R3rBqlzT67bIVRJCKuPnWdsmtOZdyJIKnYYAltvA5Twuumokyjh2lKA92GUkDeezafieymKEp64briV90oHibFZQGbUNYpM+AM06nYzlqsC3KnoqQeC2uo7NSdUL+NbFGaq0vH18SCtNX6VgeyiMJUHzyfiUprFoLbDec2v3OgAaS5PlaC9pJV2kLFHGM+hmSL35TBvuHB3zu88vgk4GyyBtczqbbsOiw8lSgPJ4F+bUeaLZabcZx/uwpTTX9vd4Pr6iVA2J0uGUq2TIRSJwRCrn8I3BKUldFlRFyYvJChFhbm/tHYAwuMbTybOQ2i58tJu/cp9JHwom54l2YI/EM4/Jy16GcYKMOiXvHXhH0zi+dCd0WrpKsm4qMqmDFkt6Gg/aQ2eTOt1K2En3Kb1hWtY8nE3xVtBOu8xWYZF3WmAltGRKKxFUxqJVwrKsMW5DOZY4J5iXBZ++hKNBTjvLw4oRF9rNQt1NM271FRfLJZV3JFKwil2CLEloScWsNjTCYzyMJwuWRUES7d6ZEAjrSXKF8IERc9xOmO0NqNehIBnolPvVHCEVVngGWiOURjnFJLqiDrttrCUcDDSUJowiu3lKHS3P89WaTp6FAiPVHOWa967tcrko2Y1unZs7PV4sVvzU3WshuduEFO3Gilf2fA8NikyJ4Gok7FnGBypy+NwdwoX7KlMKhSDREicUH47CaHXe1NQCjrIOzpjgmHMG6V3geQF/eH6FEjIckEQIxt1wgJ6OwpppnKWdJCyrmk9fPOLO9Tt0Bz3GoylpPDgY0wSgoZK8NtgllZL7p+fc7ncpVmHj9soHKKcXFFiUFEGLJ/xW0/JsNCFJWjSmIE0yhIBbt/cZXS2QKtw/1w4PqJuGJqmpmkDRTlSs77eI+WCNd3jWto7hu553TvY5iDqc3/zoKYeH1/AyjJIzAc7XaJ2RJmFvWlVrPry8JG11uEsIkVTecTWekcWD3vWTA5qm4fZhn7LImEzmNDKO9zeYCKnJdHBmbmLhVrYkb2lWPnTvbVUxKQpu7+/T2IpWksVg1ITbO+E1L4oZjZUkWlPZhmpdodaCbltTxYL/g6ejEIiqNvICAd7xfLHiT98J6+G0WvNsudhCRX/U9Zkr6rPrs+uz67Prs+uz67PrX5rrx0Jjs9/v+F/82lvgBNbaV9UgAuMNv/6DpxzudzldrpCVJ4uajelkyk+++y73Xzxlf9AhkX2SxFCWjmvDIAy+Wk5oH9xg9uyUvd0unz57zs1bN/jkwSOWscU97PaRSjOeTKHx1N5w69Y1oNymvgrnmM7XlHWNTBJcY1AqQWvPtWsBGHjQ7rFeN2R5jinneG+RTiKkpN8N+pl5XfD+4zMOBkMa0ZCLHFtVaOm2zo71dI3NUvZ2dlmuFpRNSVU33Dk5ZrIIrc794R4X8wvmdYGI2iTvw+vcVPIhUVmgKok0gtdv7XPtYJ/WxTnfXIZ26GQxAyVpoblxMODhdMKiLAOwdwPawiMVXBvs8ujsgjTV1POKwaCNs5GeyppO2uFzb7zF+fNPuLPTp9NKgZDZA2E+6+IpcrIsGXZaaCRJ6pAxbVxKGfUAnqqy1KZmiUWjGEcR4LgqqNZrKjwpgr5OWTY1UsttVvTzUYFKBS2puH1yA7VeMsgU68ZvXS1ISSLAWs8H0zGLyzntVo+DVsatCHwrmobH8wm1NSgETkpm0zWdPMdF3YtwYOuS/f0DHj9+Ru1hdzenJRP6vXBiMs4yr2sKYzDOoYUg1zm9JGEaT53rqgonXwFaCaSR9AcZddWgo0tiVi3Jk8AmqRIBWqBQgUQb3x9EuOcqa9BCUK8bbGURUvCLbwf3WbuVsK4lTnrKqiTBhdwzqbGmiu9icFIJwmlbCBUcWcbxnYswyjyfLZFSYlxwWSA8WEiF4mfeuBFeTmPwLoqUtUbFbxO4gF8HEqlxeFKZIAUsjeHTF2NagwFnszAyDuPBgObfcFe8DxqKzfgM41DWIbUKX8ejpaKtUlqD8B72uy20DXYgRdB0LeuGp9MVZRyNdZTiz733Fr/39ClJkrCoGpbrFVXtMb7Zvua3TnaxIhDFMcHRNkw0rW4YL379Dz8JmhYHmVYc7nQoVjV4vxXr7mcJN3b6FGWNTBPmyzX9Vg7CozZC9zRDKtjrt5kXNZVxXIwWdLptllHQW+P5/WeX7HrFvTt7pCpASBsCzA7AOo+KOhcp2EarqChSD8+yoKUVyoIyoDsZz6czlqYOUSuA8UHAvZNp9tMOHR8wkE44prGb91sPX2CRCOdwG52PDFq4jYyynSWsy4pEKcq65s2jXW7tDSidZK/djs+XQkjLqjJ46znYG7BqGnxR4KI2T8qQf+W9wLigMwqZa3YLxKuM4wfPzrClY3/Q42y64gsnQ64fH/Hd5+cAZJ2ch08umMyvaHdaHHTzcN8T11bihEwSJweOfivn7sEewjd84+Fp/F1Ql47b1w4ZTddUZoHUCo1HtEPXvZu3mS6v8N7yZ+/eI1MSmaV88OiUP//lt8LflWnKVYWzNujTnOXqaoZNFO3o2PU+QEi1StA6jJBrb1BCUW862I0Aa0hk6FQPe12KxqKEw0S93Hg+56oomBUhY8o3BoSkpSWt2In69sNTFkUV1gOiJtaHaIUIwOYLh7vkUvKNHzxnPFv9ty8eFkIMgf8b8HlCo/bf8t7/7g99/c8C/xXwKP6r/6f3/n8thHgL+C9+6EfdBf4D7/1/KIT43wF/DaiBB8C/6b2f/nGvY7/f8b/4U58LNjcV7xqCmO1qvub9iyuO9nZx65pRXW8dGUooxosld66dcDEacX4+4XNvvMbleMmX3n0HgKXr8Pz5t+jIDl94902+/cmnlKsFpa1IYwDfunG8cec6T09fMl6ukEBZNOhcEg1DKCXJ2ylN3UQngMQaQ7udkXRjDH1nEFTkieajT18gpaKoarJEsRdFgDWWVdHwxTc/z+zynJVbMxeOZlFtH8CfuPs2j54/43I1Q6G5c32PVVkynZacHAYLtjE1ic55OjtF+aA7cBaU3saMIJREaokG7KLmvZtH9FsZWrxy/axUxulogll79k9ucv7kBTdvdbh/ccE85iUpBHk7JZOK8WQV/lsJfd2iiVj1fn8Xj2M9KzjY38O5JQNnuX28wyTOqzZ5Sd8+vwRvWSxr3r5xwNsHA0QUdqpI+a1MTd04mmDs5rRY8OBqsv3cD/darNYFzodNNFeScVmRJuGzaEnN8/mKamQwrua928cc77SZrGuUDAVk7T2pCOOMP3x5RrmsOTw8IlWaNGobTucLWr0kjEV9ELYKo5BOkfbDIn92ekmaZbjckbhoS20aVDvZaofWtdl06BFCIqSLDpIwroDgZhoXSySQixSfOUxlaazl1nEonp+fXbC/M2BtaprCIfcSKmNIldpSoIUEpMQai20szaJGJJJWnvBLb9wDgiBaZwnDYZ9v3X/CoJWRJEHYvVnAhfNYQtinSgSJ8NQ+jIAeRB3Xi6tZJOBGlL4MmTF39va5PQgLLw40QSdhpAyAQU+E/4VvkUohhUT5MNp6Pp1xdllSdZrtemCcpaVlyKgJw38EQQ+mN1EaUoAz0HgSwuadCUnlHJvYW6UTdvstet12cNbEdWjt4PZBeL5SqTibThlXK2Z1EObP1xXWNNtxp/CC6/sdhv0OnnCwqNaG8XzFURR/Pjsdc9Tv8uRqzE6vTVMa0izh1l6fyTIUtC/GK97e63IyaDNalrTznExL8JI06u6kcOzt9FguG8q6ZllUNF5SNA0q7hFNqvn9Z2foyoIVvH17n512i1K4zZwTpSQKF0akLoweFQLn2CIgENBXCcoJVNbixXLKZV2glSDdCMutxeCw1mNxfK6zQ4Lndx6dUrqwaNYNwcYnAwRSqHDvS/xWr1I3TXAkChVCdOuam7s7vHHc4/gwjDYW87DmHO7vUiwXLGZzhNKxoI6COesQWmJcjNMQPkasvAqrlcLxYlriMKyrmlVdczNvU6LI0nAAeTYek3YScpfRH2S8uDwLOrzNKY8onZASaxq0SviJm8cs1gUPRlPeuxmCaP+r733IsNUHB3neoXIr3KpC55r33vkJAH7uF/46/8n/9X/D2K5RacJPn9xGO8vu/i6HvXD/rMt1DBj2WyH3aDKnqit0FI3LRKOSJByGCGOzpnF4rYhGSSYXU5TWVBi6SUq/2wFvSWXyCv1RBzjh1brk5XyGDK5yGu846gdRtJOS7zy54GqxCmubj8+hV9htQIfAYVk8n+Oc+5GFzZ+0xub/APwj7/3fEEKkQPtHfM/Xvfe/+MP/wnv/MfAlACGEAl4A/2X88q8C/5733ggh/rfAvwf8L/9FLyRk5MhQ/W03gJBd0U8z9kTG8M4NFg8+IemGIqEYjennO9w6uUUqcpwUfPjwOUku+d773wXg9o0jiiphZ0cx3O3ifM1+d8i0nG4FosO8z2o+Ic8SxMwj2xLtFd6ybVvs7nQwwlEuCnSqQEna/Yx65WEVTigPpiMsgcoZbkJH2ktBB3EvwG53jy++ccx4PCVpW3YZMro8JdUJ7Th7nS4nHB3sM12sWKzWnF0JDvtDsh1JaUORUFnD6OWI4W6HlanjCQWs8fi4g+qYoeS8wLc0x8MBzgZC7IaA32kK3t7vo3oDatqk4g7TxQW7nQO0DATRVrfFeLrgoinYyFiVk5RUWytF1m2zmpxxtHeN06sHfO7Nz1Oakm8/fsI6znk7VzOuipJuO6Fymt1BxoPJBCU8r+8O483lsE1N4QW19DgEp+MJjyZzXinzPeeTgpNBn8ZVFEXNyte0Eo2PWp3COgaqxSJZcu/6dQSes3FBp9/mxdUUgPmspNNqI3TB7b03edY8ZDa9pNPKmcWCbd3UVOOa/rBN4xypUBzuD/j0yUt6Wfi89vY7WOtYNJ7KNmRZRpRvYjdRGsbTNKGDIESwzyoZOlSTSAxuJZp+O8dYMAW0taaq1vR32iRRq9PJMr72uXf4tT/4Q95+7Q0+nT0MOT+OrWMFHMKF2Iq6KvEKvnJ8gFaKqg6ne+0FVjimV2PeuLbHZaQppyK85xAIuloIHsym7LTatBNFkgieL9ZcxvTqnXbGmzd2eD5ac7lY4p1n0Mq41m2TRRFp7YMgXCYi3D8qPFtWst1wpQgFSojm8MzXBcuqDM9PLA6VDXqnsAmGDgFRv7HJOdLe00paGNlAE3Y5JyWpkFthcG0cl1cLrDUMu21korF4hlmLtgzFWJJZZk2DlpqDruByXmGNIZRBZrNo8XK6RqcJaao5P58xLxqEgnYZfs7PvHWb0XzFidzh4mLKXq9LlsCiNFv67tvXM2pj+cbTMV86HrAswwYolUbHTman0+bF1YqOliwrw7yo8UjqpmGnHzbBTDpSFD4RCNcwmZXs9doox/YzxTmcCjhkJcOhxXvwym61iy2Z4a2jVJKzyYi1MEglsQLKZtMVDPTxREoEgSd1WlQYFaJAwtsTiLRSCNDgfYiccCJ05sPLcWRpyrqqsM6z221zPpvx+nGXxy9P4z02pNPKWE4mFGWBlhpLwFNsuq9eB3q4sCER2xEt395tieXeCw4GbXINV8WaxXnJg/GE2aLi3Vjwl1XNQKekPcXBzg6XM0MiZ8ynFZvUo2vDHjd3OnSSjO89fMZvfvgoFFne0I38grt7ezy5HNNttUmVRbqEC7vma298nj/9l/8GAP/R//E/wNeSk+MT7u10oWwYDDp0M01jw3OqEoVvDOs6cKHyRHFyuMNotmQRKccyZoc1xiOjE1RogQJm0/CcYhyNKUmTlFJa9LokSSReebpJ7IylCm1SUlXT05rSN3jvee1kH1WH/auwhi/eOubx+YjHo1mkbIVHdBPb4a1DSLHll/2o60+ssBFC9IE/DfwbAN77mtBl+f/3+gvAA+/9k/hz/vEPfe33gL/xL3wt4fUgfUhx3b4hUvD+k3McgjO94IOPLjhodUliFfrzr7/ON87GLJZLBrsd9FyiM0GaJfR2QoWZq4x/9V/975GYBR9977dRZYPot1jOS8jDg7znlzTeoaSjl6dI6TAthRGBuRBei6cpHSrRKK2RicAYh5SCNIoJS2dIU8V6FXHj1mCtQueOzm7Y3FMFn3z8EXcP9nhaS5pqRkdnrGTD9U0onvOM5iuEcHz5jRvkSrJ2hidnM3wW3ptet8/RIONgt8dHLy9CEGQU426yWnAe64PDQWiFMSZ83RMyewCvgmib1RQ91FRmRX/QY7a8RGbh/TGNY1U10QosoPEBa25TZMwnej56hrYenU/4ic9/lY+fPEWakt7uDVqxkp/NZ1RuxV//q3+dX//NXw8jN6H4cDTleQwx/OLhDt1uD+s9qdJ87+lzns5WJFKFNFoA4WgKx/N6RKebkyqNNB6pQ0AgQEe1SDPHrVudAAYUAlKJbRyHgzCmfOPkhLWTrNcNyJKD/i5X8ymzmWHTqruxN2BVNtga0iwB5xitF/ypowHfi7h74YOttKkNpjYkmSRv5TS8ygxK0pSqLmJb22OMw8W2/KbL1JSe3eGQXlvT6WV876PHFIuavJ8xj+OhhDbGVLx+8xa7u5JqbOllObVz280CJUmlYD5ag4J3D/e5u7+HFOCjYFUqTZpIvvvskjcOBgyUxilFJRNMs44/xlPUlstRybNmTiIFrXaXpVuzOYglWcJsWbMsVwghaWWK3U6b13dzhjHZvJVvWD0Ckown5wteXI0QSpDHjbsyJpzzvMMaTy/tMO8DSoSMKkAkCiEczjqSRCJFirMGYSCJ76GznoWtGSQpa2+QWlGUhhS5jQwQ3uEEXExWTKYFg0Gbw6M99rtdsoiyzwhOGC0FeMFBt8XVcoWwDhWLTImksYYX53OklNSmCU+Vl1vWTf84IRl2KaWj3u3RUZrDYZdnFxMGcY2yznO00+XZeI53gl6ekihFr6MpYoTKdFmhhOSTsxGJkuAV1hu67TbziFwQWvOF4z2+fX6J6uScTRfc2O+jU42IVkArBAlhTZBsAJuCFhobBfNewkfLKVp5EhEci14IvDNbCJuKnbfCGRI0D+Yz3trZ4Xy+4rzYFD+hxaCUiEymkGWUpZrN6bWs6ih6D/dssa7pdVp889EFP/VaEJ8bX6N1znSyItEJVoYxJBthMsR/jl1qEQCezpsgMI/3mEgEtiHEVLjgABRKcjDo8OIsFFG3B0N2B12eL1e8/+lDEJ51ZcmyhPeOAx9sv9tiXtR8+Owly9qRJ5Lru0Ne2+/zXz98HO7n2LF1zjAY7nB2ccH+YIArl/yf/8N/P7zPtSBvDXj74IBmNaffbZFkGRJPHQsJIT1l3YQ1TGmqylDgaKWC3mEYlwvg2fmUrJMiWkn8TBXrVUmz3mzpDoHAVBXSKS7rimGeszvobzk2WaK4Ws2p6iY8670ew06KaQxF7FJerUsuVgVH/TZnsxWFsWgkxrttlJ8XweDxx11/kh2bu8Al8B8LIb4IfAv4n3nvV3/k+35GCPE94BT4n3vvf/BHvv43gf/sn/M7/i3+myOrH32JEKvurEErwdPIFHgyX7CuLWk/ZYHj7X6fy3VFGk8ov/roObev3+Ll+Rl5qrhaLvnctSN0IllF98doXtBdfMzh0T5fn45x3jNfzHnn7mt8+PQJAGMKrnV6lHVD7R2pl3jrcN6yPww3z6gqKFYFqY5zeyVo1p5E6+0cM81T1nVJ3spCCq5KEXj22gPuXLsFhBCxyZXiw/EEay3HBzusl2uoNOO4INw76PPPTj/l7rVdxos1h3u7PLq4RGvBJs8txfPz775OZeDhaIa1TaRMSjYruBMeYT0+kQhv+YcPH/Lmzg53B/0ttVJpHUYCxuCuxrx97Yh1Inn+3Ud0Y2fs8fllGBlYj04TfNPgCMF5xHRdkwgq69FlwUfPP2G+WiGkY8f0tg9FXRiu7+/x//57f5/ppCAdZGGR8oJFbF//k8fP+Utv3yPTCd989ITns1VMaa7ZjCQCZTQc1otFw8hV5GnKL//kF3h2FsZVxWqFk4q6agKF1cltQXf/SehE9QYFi9mSVt7F1xW7/YxuktDNNeNpeKObxqOShEoabg6OePDiObnK+OZsRRPrrOW0wOFo99tk7QRFILJaHyCFAEkChQ+GER/nFj4GD5rYKt9ptZkuxuyle/jLJVjD3l6H6WgN++F73rl7k29+8hF5v8f370/RUrO2DYM0Y0a4f5QXzK7WOGd5fWeHLx4fx9BQ9+rQoCyJTnm5WvDG/gDrajCS7zx+iYlOnDRTTNcFe7qFoWRZOrKOIEkTShPen+l6zbpqqGoPMpzgj3s5/TxhU4caE3hGWaZIFLx9Y593XztgtjaMo2bs/vNzVo1BC0ktHa3egHtdwePFCrtZMa0LoaVaYJVAOoGTYDBIG8fXPliXS2tCxpb3vHXrmMbZMAIDZtOC6XJFqkIGjqkM+3mPxEsWq1CQlFqwm6TMTY3wDitCwbEs6m2XQCuFTiR13SClZL/T5vMHR3RSFTRHBMqxlIq3Dw/41uI5tWk4ny042euysdkMUs/j0QLnJINuTllVyASupiVJ7OoI61jVUTdhLJ1MkaEoq4pB5F85DxPjudnt82Q5I21rkkQHJcim60WA01nnMd7RWEdXSqwXNLHYuJqPkYlDkyDxWB/+j6i1glCIJlLQcorKWxKtebCY8M7xPlfzzRYiQ4K8kCAdwjqyPGG5LLdO4G6eUlY1qVJ4Z8haLVZlRZYpnq3De7g+e8mXbiiUUrgNQFOB8K8YNV6CFwoJ1JG9JIWinbD9LIyRSOGZFiVZovAu8JmSNOG1qCH56GLMe194j+b8nMl8wdXoEitCUHE/D4X6+XTJpy9HrKzh2qDDrb1d9rptni5mlJGELIQkyQWz84LRZIoEnpye0m0FRxxAUa/58t0W9WrGXq9L3sqx1uKiHg0CjiNwtwzW2kDzdgKPYnOO0UrSa6esl1XANXRbLM6noUmwgUHEdcer4JzqJG0KY0JifWRbFXVN7QzOWSrn6bU1y6IKOqgiIlZ0ykFbgnf8hTdvkGYJ335xydOraQQwhue0WdlXYKQfcf1JuqI08BPA/8V7/2VgBfy7f+R7vg3c9t5/EfjbwN/74S/G8dUvAX/nj/5wIcS/T+jZ/qc/6pcLIf5tIcQ3hRDfLGvzo77ls+uz67Prs+uz67Prs+tfsutPTDwshDgGfs97fyf+858C/l3v/V/9Y/6bx8BXvPdX8Z//u8C/473/S3/k+/4HwN8C/oL3fv0vei0Hg67/xa++iUPy4HJCESvsrJXw6HxKp51wo9XFlJY7bcXvnQcGwoISUxhanRZ5kiIlJFKQCr11HIhWh3/nr/0cf/9Xv8GL6RrjLNY5VJKyboJAtDSOVAmadYOJmVXOWxye3dixKRvDeLwglQqbBGptCGZX27h2KxzeWxIvSTo5d46PSYzjl/+1f51/+o9/FYCHH33IF4ZDfu3ZS14/GpJ397h5OOQf/MF3aLcijtuWfPnWEe8/n5DqgFQpFwVZnnHjKIxRPrd3hHcNebvF7z855fHlCEfgwGwyp1QamBFS6AhiMzTG8VMnhxy0orAzxPiC1IG6K0NekhCS33ryHIBpVYF1KBnw9c5YhPWIlkJF0aZpHEYF2meCD4A4CT2fIDZ9x0Zx7fAImSS8HJ0xWS/wUmKtQWy0KI0gS6ElFJPK0CwrOllOndjtKa+Xt0LysJAgHJW1vH50xHGeB44G4LFoC2iBsUFY7bzBesE3Hj4FYKc3oCU1deL41/78z/KPfuX3QxaSZiuAVF7xopzQTlLMoiJtpyipOB/N2N0No4R6XXN0NGSyXIekbuXpqpQmiqwBjBCs5nWEaoXMl0RBP2/T3lCFZcLucMDNG2+zfPRd3r+a0m4lvLyacS22nSUpTlSssEHP4D2Z1rRTTRmFU+t5RVXWWO/473/1i3jraWyDEmzZTQrHi1XJHzx5yReOD+hlCS9nS75z/yVJK3wW13Z2QaX02l2uzq/YGw4ZHgx4PHrBKqbDWwtJllLVNU3ZMGhl/JW3b3Br0AsjB0AoH7J5lCTTCodEpyGbaSOYX60bZuuCy8mCr3/wkrvHXXY6KVIkmDhbfTZd8nAypvYuOOBcABhaR8guAFIlyNAxGbvh7v5eIEZ7vz0lOmA8WVKVDcZYPv/GbVqpRlmzFaPWZcO1gwEPxjNGTYH0AoTgdLIgi3Tixjm0kGRasyjW/Oy166Hz7F+NBZu6ASHp9dvcn05xwjEZrbDWcDcaAZ6OF1yuCg47Ld7d65NIwbxoYpckXEVpQYZnoJcnGOdJtaKlFcsqnKYXted8sWDQ6vByveZitaZNwldeOyGN2o/SNFTS46NjKBWSdpoyyHrcf/J0+/54qbC98Fn5qIWyENkn0V0V4yyk8NSNZe0siRTcaoeOeio033j0nLo2IKCb5yxXa7SS2/G9sRYpJLVvyHTKsii5uTek1+3xOMaRVE3DyaDDz967i7MWbOBJs3G/AbaxhP6Ew0fHWaYCN8fFjuiqdLQ6CfdPL+i1cx6+GCGVYr/XphNjDj59OcZZz7A34PnlGTvtnMZAv5fyuaMg4L9cLkJmV5rw1Xs36Saa711d8MHFJSKyyBRByOtXnuVqyU+88w6jRYl2K07jROKrb9xgmOYM+p34uglp5V5u1w3nPVkSHF/WhXgc4XyIHRKbe16iEs1yXnAxXiBTgTUeYy0+jpmUDIBUZOh0oQKd2QqFk+Fe3e3krJuaxhqcTqhMw06aYByczkNnNZeaXGk8lnYrRQHzpuKfPbtguQ4d4+JqhZCCuqgxtfmRfZs/aVfU14H/off+YyHE/wroeO//Fz/09WPg3HvvhRA/BfxdQgfHx6//58CveO//4x/6b/4V4H8P/Bnv/eX/L6/jYNDxv/yz7/EHD58jOxm9iLxfWcvF5ZR79+6yuJry0194l3/8u99j4eYA7LR6XM1nOG1p6xSNDHNd70liu/gLd/a4t7vHs+mC7z25wDYenQrG84bPvxnGQx8/f0JdOVxd46XAOMdBr0+eapaRcrxYG1aTJb1hOyj5pQgtXW+pipi1ZIIaf9Bvsz9sU1vI04zKVZTRktlLMt49OuCfnZ2TkrHTTXj/8VPyfnsLZZJaUlpPRykWyxXlsuFf/zNfinTJ6MiQikVR4wT0Oh3+3nd/gBChZew3LcpE4qUIAj8ZWu63Bj1uDXtkcU4gPEgtEC4C65TAeRUWrqhbOF+t+eDsnPlqQ0FViNoFAWLU4SSZoGwsVWMRXoH0SBEEzHksfrRUZErT7ezTGEuSwf2zZ4jSc3QYgk/Pp2eoJKWpS26evEY1mtEadng5OsdEnUC3k6OBddUgpOLd6yfsOEeSpmzGcI2JhZgM2iLnPUaEv/F7z2J+k5YIAZWzjEcLZFtTrww//fnP8XAcZu577T0msyl7RcVYtlGZ3WYKbbKislRhrKWoGtariqybIq1AJnLriiqdo6xqWmlG6jydVhLszTphXYb3VSjFTqfPaLzi+PAaT589Ric5g2EbF4nTnazH0pUs12uSPGElwshUC83b14Mm4fsPn5I7xc/euc7NvT0QHq0k51eTbbxFp5Pyd7/1Pt4JMq3Yy9qMiyXLpqYsY1GnJF/9/Bf4w48+xDQCdMNPvfsaLy7n6LgRrGzD46cXSJ2CsPwbP/F5rh9kJFIj4t9u6wahM7wIZGcVs6S88iQ6FNgChcMzW1f87f/yd/lz791EJxqlJG7jmBMO4yW//eIFk2Id8QYgpAwbXvxJQnh2kpTjfpedXpvaOpSUwS0F4aSgYVVa3jo6JNOasqhxrqKMSZntPMVYz043RQnFPzs/jYOZjVQWFkbQmJrMwZ1+D6UTkkRjraGqos7EB9ieTFq8qBd4A07BfLKin0eQZlFhgZ12i9rUpFpyPelwMZvTjho/GyMG9rttpA5AQCVBSEEVI2bWGi4vFzSZ4gsnR/zqBw+opWc/ybkxDMVGv5tSWYsTnlxo7p9e0giJktCNs4NWotFSUQtP1UnQicA2HiM97agvamyNIgGCmBvvabynshYZD3qDNOVatwtovvPseVivYiG+OXg6C6kOAuRZUbDTbeOdZ2EavHsl0s6SlK/cOOaw1wmwSBes6hsNm/BBX9dYi/AeLYILy3vNxg23rqEynsdX5xwNB7wYT0MB4BxN1NS1dIL3sNfZQdQNy0xzefoSnaVc74eD51fv3WJeFLSSlKKsKZTnNx8+JdWC6BEh8ZBIxehqweH+LjtZm1Yn4ZNHLxAbnWQ756dv3qLfazNdFDTOcLDTQwlJE7VwaZ6QBMtBxC44Mp1gYqAngPQeoSWZThgtVkxmS7x1gfAuNgc9iRICgUOqBC/AxIPQVYRS7u52WK7WAQyapWRa0TSBbD6JSIpcqUDQloI8URTG8my+5PH5lDo+g8uLAp1KyqLEVD+6sPmTdkX9T4D/NI6UHgL/phDibwF47/8jgvD3fyyEMEAB/M0fKmrawC8A/6M/8jP/T0AG/GqkXf6e9/5v/XEvomwMj0ZT3n7ri5xPLzlbBKbAUTZgePMWk6sRztTcf3ifyq3opOEhff3zX2DyB7+NjxlHFkFbJUHYGkve9x9dYazgB08vIRHsdnNWdUO7p/i9+x8D0E5Set2c5aQhyVMOe30W5ZrKm0hUhVR6qlZKVTSQEDQSCJrCkMRTg8ST5YrGGpTu0O+2uTh7hkNyNQsV7yorKZyjmFcMTro4J9jbG4BS1JswShkIoZU13D7Y5fPv7SN9cI5sspCm6zpYdtNg5/Y+RApvrMQQHvxEJezmbW7ud2mrhPV8RSqCZRoCsVN4GWIFXkUSY62hiafygYCv3brBP/7gE7zwGCtJMoWvHCZuBLaORZIS2Djj9niMV1tLuEST9oaMpyO67YxBss9Jd5fWXodVRJGnOhCYB50dEl9zsVpw4+YRzXpJpz0M76Gb025pbrUzXl4uaAtJlmRIZTHxOdJah80TG7NlHNp5Gud55zgUUWfLBeu6ppcmJAeKyWRJr7OLcQVlJEVnuUA6xZUQ7HQVzgoWTYl3bPOkqoiw11rR392hqpeYxtHOEkTEnrdQdPI2WRY2Yy8C7n1dFrSiu6q2BtNUSG35wccf8Ys/9S6fXi5ozJr1JiS0WdNrddnd2WG5mLCqSpIk2MqTKDhsecFhp8W13T2M9WgN80VBK035dBIovr/zO48YdFtY58m7AyZNTaa6+KahluHg8JUbezx69gwlU5K+ZHS55IOPXqC05OxF+LwOj3cY9DtMZksGeYuDYUqiUsCHkzph85IyZPgooViXdYhOqcDFwjhvKbTUQM1rx0M6rTwEUgq2/ALjQrbRTx+fcLEueDKbcrlcghXbTByhw8Hm7l6IErFehlwd53EbVpKwFI3n7rXr3DvZ4exijLENjbH0YwTGum4CQmBRcLLToqtTGmdpK711ch0nGkQrUn0FCGjKKkTBbBY3rxFKIqwhERIrLcIKhoM202iZXxUNhzsdlIyaPQvP3ZpM/BADyhqyRGMF9FNF1djgLjKwjmvUfFnQeM9FWfJwPuHPvHmHf/LgMaN6zeRJ2Jjeur5Hv5PR0glnkzmraCZABN0SgMXRSVISD71ScikNWkWqdPwstEgCzZwQZOuFQIuwCcaSjmndsJ7NuNff5ajf5aQv+OTlmKIykXEF87omzzRV1bA/3CXLJHmqmZ6fIdTGZRN4Ut94+py3d3Z4/fAAIYNFXMSixYnQidAycI6sDeJgK+xWi5JoweOrKTWClgrdpkYEJEISC0ilNFVtmJWOd+/c5uvf+Q79fpezqymdaDap6ppWnlEVFY017GUZh72MpoKduBd4LxiZmt39AU1RMncJrx2d8Lx7RTePJpGmAQmT+ZpxseaTy3P+6s57oXsTP3dvg4tNCBmyu2JXSkuxLfi9D1EHV5MVi1W4p0RkBm3aIkrGzy9sXjgXuT8IJmV4lhcv1wx7Pe6eHLBcLJjXhroKE45+POQmWmOEZTfPQXkePVvwbDKhsAYfD0Q6gc5uRv1iw8P6/75+LAB9vU7uv/D2TU5O7tGUNdNlEIAetcB5SVnXvJzOKRScno/xse1M41CDlDTRJF7HHCPLUX/Aog6n4ExqhBCsfY0Wghv5kM5ejz98fsqqjjhuJLhQDR92u+z12tQITk+v6PXCA3h6tkBG1b1KJNW6AYJoLosnr6YyHO8OeXoxpt/KEYlnPqvYG3aYRFGi846v3b3D1MLV1YJ1uWJn0GO8nKJbsY71gr/67ptMVwUHnTScTIWgqB3FRj3sPTpRWGMRAn7t4XMcPgKrwg3fzRLaScp4ueSn7xxz0OnwDz94xE4r453DHSCK3BKNM02s5IO4rKmbbWYXEZhX6JQfnL3kcjwjzTR5kmJjYeMcID3tPKW0FifCiUGiti1TvONLx29xfDTg/qOnvPeVr/Hs8X3wCZeT0CEZLyvW6xU76YDRckK7lbPX7eKFYVKE91B3JMoLcq14Np6Ra8H1Xp839vbQ8XdJ5zDbs7XHO4v1gsoHSzyATgSTZcWoXiN9EAp38wHdVHL//CUAaZ7RKgyq36WVCB4+P+fguEdCgoljr9JaEJZ1UeOFAg25V1S2Jo9gvVauAo8i5qIBVM4g/Q/h7gUU65q3793l4eNz9rst9rptnk+X6Dy85qoSqLJApDnnZo5KoJSCDMVxFk6UZVVT1w1/7u23sNaQJglNXbK2lt/6NCCptFEcDIdc39/D1oZkd8Annz6knbSZVmGhkwKuygnWenSiAYl2cXGN7qHEOn7i5i2yQYcbLcXdowFZmiIwW4daUxuaqo7OCUWiNB5HURjydni+Wq0WdeMZrSouJvMgvvc22JQ3bgsf8r9qD9J5hFTMTMPvPXtKFYu6RIQ38ksnx6RSoJPguHGO7WjHectyXTEv17x36xr3hkOeX41p5a1t6945R9UYtAzcm1aueTqZknpJsrGoJynKi/jMbEYgHikkSSxoa79JTzashQ+4futBKMbxsNM46HYzUhHuJes91jquyxS3Oez4YOff67Yx1sXuVk2jMsbR0uu840VV4r1AavjKjUN+46NnpLne5qMNVUq5XHNwMmRZBb6RxNPWKm58kBAYN70kwzrLKvHITkivtmLDEJMkUuGdx3hDJjROCBrrqTdFuAp/+800p5e1OZuv6OcZ7784Yx0hfp08ozKWw36PWjleXo4D60YJXFznhfCoJBgxpPAc5S2+eucWxK45BENBUxXRDRU6sYHBKGIUCCzLmseXV4h4MLPGY33ILxtFEXtZ1WQyo6c8uztDXk6nTFaGui7ZPwxmirf3dri9O2RRNRgTYieaTPBbD56wFxlZUijSRLMScDkaM+jnvHX9Dg8en1OJcnNDY20Aut4d7PKdqzO+cvuE13cPaOLaK+MIzzgT4k3is5NIuXUhNQ6Wq4KryQItFd434DVSuW34qRWhkBNKhlgTH4Yby6rmxWIaPotOgnCCk4N9VnVDVZbBsVl7WhHMKBQ03nNjt8uoLPnGh0+5XBTkKqGKAmORKfb6bZ4+PP/xDsEEyBFcnJ3TCMN6FR7Uvu4yXdXM46n05fNLvPPk/VDxHuQtrg+GPJtPMRYyKXFeU5qaJrZDc61JEsFOniFRTK2hrgtUIvD1JhsFwhMiOV+sOVuu6emErJexmwcdxeNmShpHG+XCoBONFoL9fm/Lw/GdkNR7OOhyOprR62Qc7/URUnIwDL9rsah5ejXh6ekVuwe7OGGYz5a02l1qEwqtX3jrDsI07LdSrIfz0TS6l17RgAPfwGIqy8KUDLs548UKa+F4EBT+RWV5MZmAEMzqhpO+5KDf5tOLCV88CfN9ZNj8hcpC7o91OBs6HUns6qA91gg6zvG1m9c53z/k/afP8FJu7ecYEI2gKGrSPEUlmnVtQgEWx17GCkbrK+5ZyesHLf7zv/N30FqAUPT3w0n53sldnj0/497bb/H8t38DkXlOJwU73RY6nphm85JOqlnVFUJIitrz6XjOy+WSv/rWG0AYEUrrMcbjnA08DTyJlag0nvK8pJMmjMvQ0ldIdoZ7PL98xE43fO7T9ZpWu8u6LEic5mC/H+jBGwAYxBwbQZoqvMhoioJVU7M77JFsNmUtwJpAcQ4lKDouNhvOxosXc7725c9z49otHn/0kKOdnJfTMfdu3OOTp8/ja1bM6openmEkmNqQoTk56bKOFuNyXfPGzdd5ORmx2+qhpMV4x9m6oown7ndvXKeYOz58OaIo56jTF+zvnjBeX6Fia9qlmmF3h8l8HvO+PE54vIMsupC+euOEVBrsdIru7IVRQNMEXorZUGEtSZKS+ODsqes63MjCkcjwufvGYWzDi/ES5Wx4KEVIWt+YLZTUSOXRHqraIoWgnyT8mXuv8SAmLz8dTcmlYFas2et1QhEWgYCbAlKiQjChzng+mnCt02PY7bIqLO3ofFmtCnrdnLJqWJmKXZVyZ3+P6WTOZkcRKIQKG6mtGoQMqfMOx/dH4fW8uTMIdb33ZHkGjcUqTyrE1g6/sg4tPYUBhMT6kLg9cw1HeShWV1VJt5VRmYaWTpkVNV4nzGbL7UihUR4RkM546/n2iyt+/q0bdKRmHA9W37+8otXLefxiwuFxF60ELZ3grCONY6bEh3tybUu8l+haYkWDaqdYEztIKvQOtATtFZV3WEcoBDeZZQ5aSjKqa9a147DfwlrP9d0ez69CIeFiLt2irhkvFzGvKoR2bsZM3otIzwoZYyhF4x3aC1wsRK01oHXQnzgX7OnSUVtPBHawqhqsDSPWZdWQiEApLusVq5i0rtMshJh1B+xkLca6otvz1LUlvj08mS/p5zktrUkyjfee/SyjsZ4qLpmHrYxFVXLv2hGr1ZKd1hHj2Zq5W6JjN8ZZw9p7ClHxrcUZpPCd01O+c3HGMAt73H/n7htUtaWdpzTGgHAIHMazDfytasN0tkYKjxCBEB7y9tSWV6ZUJAXbkEmF97xcLTDCYGKPbV1LEgnPLi8ZdnpIrTCNoZMmbCrIIDVzEVYJR7t9RquKYtXQGURyfmkxzmyf2x91/Um6oj67Prs+uz67Prs+uz67Prv+W71+LDo2wgusalPXNevFeFuJPrpYUMuaVpLxcjFDKkG3FxxQAJNRzXp9xfXDHUaLJQ2Qouj1Osgo+p2Ua2zlEY1AutAqTtcruu0W82UYV0lEyDQRLroaBMu6wdUVq6j0Vg6chmpRIKREK4vKEypnMGXkLVQ1jZ2AkGituHZ4wHS5RDuzFVJ22ikvr6bcur3L2cWcxjhODlqUvsAso2BMB039qqxZVDXWe1xtsSKo/wG0UzTeI7Ds9lrcurbPhy/HPLq44nwWOl7GuTAKwjNfl2gl2G+3uG9HjIvwc/Y7Kc5LPD6MtXzQ6ygkm4aN8AleW+ZFzSfPXrKqawZZQq/T5cl4FN4fHQmjaDCerJPReINtxJYfgoLPXd+nKUpaUtLNU6y3XL9zyGAYbvX59IJBL2M8veIvfuVLfPPTT7l14yZH+9f44ut3APjbf/f/Tu2hWBt8BI1JJbBO8u2XIVfoJ46PUBqMrUL2mAtjDaFAbFxjUqBSuDEYghDMm5qqmiC9w8Ynz9gG4Q3D7g7j0QVpK0dpgZIiCGrDGwQiiKOFlqwbSYpGy1dib+KdZrzH4lEiCW1wIalm4XPfHXZ4fnnKL/z5X+J3/+D38cLxbL4iW69RUay7WI1pdVNGzQy/diSppPGe9aigGx0ZJ9ffwAvP/dNLvLjier/LyoHPc9rRqfThi+cMBx0uLqaoRHK40+di+gys5WwSTvf73TblbIUXFrwCrfHW0dKKL8V8NIFHC02ewf0XM4Sz3DjeJUklLmZXWSexzuJMSMT2LYnwCVpIKhNTwp2jkYLfun+fnW7O9W6Xg043iCY3k0wBDkmiBUrooOFyoLzlC4cHAHzx6JhFU/Obnz5iUVVc2xnSVoFvstF6La0j0ykCx7qqaWeKy7khzfUWC5+3M5yzaCHpJAnL2qBVyhuv3eD+k/N4z0Ndh/wepEWJlMsq0GzL+HfdHfSBoGPTSGoN0oaTdRGVphJPopNAEI8OLwFUSB6uQxd3P0/BC5wQzMoS5wXzylHWNdH0QyEF3genYGgSGX4wGiOF4HM7YfRcVA1ZJ6E3bLGXZngcFTaMpOMa1ThHO0lZW0/uFdZaqiLkPRE7Cd556kjF01KR4LHOYoXaRjzECTaJVJTe83K1QiLY7XT42XuvA/Ddl1d8/Pw5o+VyqycK3Yat0Q0lQwfHCRgkmnePD8BahFBbg4MxHpzDe4kVksZavPUxyiP8oNPxLEyBvQXjMDqIUKwLDC4A4SyiFqRNwctCIVVGq6WwrkAW4fNqDzKeTOe8ebAX1umm5tGzBXf6feooGh8XS2ZFTWcyJ1NJ0IhOX5LIJDiagP2dPV4UkyDylSGmR2iBQLKM98+z+YzXBkMKUwcQnvNIB0LYrZZpPJlhrCFVcgtgFULheAXNE1LGKBCPknC+WFJjKKsqdHiAWVkySHJq2zBaT+nnCdZBa7+FZmNaCSPgynuKpuKw1+Vqt+SqmW/1n2kiqBqP/2NaNj8WGpu9Qc/fGLawbvssAHBaVzSFJW1pqtKwd9BDO8leNxQ2Vg7ppYJrXY1JCr7xg3NaabCAlnGRd6nCY1BS4arwQUspuLm3z6fnwbSlkFhMCM2THmfjsyBARD2GqQ15JikKg/QOh6YqSrIsYTcCA3VbQAzNnC/WKO/5wmvXkFmXbhIWhG89fMK/8vYJXngK40gk/O7jc1ZNsxXvXuu2OOl3Wa0qVNwsNdDYEDIHYE3AwXdbKd5Z+p0W//Dj55yPxz9Ebg4jFuckmRT84uffZFSt+bX3H9HOw3v4c3dukCqJizfhBkOutdzmSRGo9fzWg2dBnyIVzluU1LS7cfaqU15eXiFVsIN7H8ZlWqqghAa+dOsG97IM54PI8GxRMPGG1iCjF7UoC1NTNg116Xnj+B6z6ZJOv4ehoYzFmKvXPJ1fcHY+wQqHEJ5Ua5TcZALBfjvni4e7tNMMZx1SBeeS8WwJq1Y6MqlYNQZnLVmW8ej8iga7baNa55jPGk4Od3CNI00T5vUM6f3WAWFEAO1bKShWBqsdNJaDdo/tWi0FFkPdhGIg0YpWkrDf7fI8ZmAhHR2dc7acs9vtUDUGKww3eiesqtAq//j0jN7uAFk11KYmaae00bSTlESFF3Tt2l3eeeMurdOP+dbDS3pHBzyczhiv5kyjlsBDyFeSHuUVBTbYSaWgHoeCv9dvU9UNaTdFKoWzlp5O+OJxoBgD5IkGKTE26KmGO13u7bXJ2wl1HQsbazCVjXZhhfOBaGt8QxqT8xojeb5Y82v3H1LjkM7RSlK+fHSdLH6Pw+GdQ8toQyYsnsFevdFjxEBKoXg0mvD+2Rm9RPPWjWPun4ait5ckwaaMRyrJn37rDYqyDot/FDwrrXCmwXiom5pep4fxjk4rw0b453g2p26CEPp7ozHjosZZQ54m7CXhfr4x6JEKiU4FRiaU1Zq18dSuYV1viK8C6SWLxmC9C4h8GdQRPzyOuZmlFE2wpJdoRrMVXsIiPqfWG4yLVOtI4k1bKcY43j4MmIhi2fDx5ZRES3Ir2B+2Alrf+zhuJOg7hKR2lkH05LSSFLxn2o1jOBdErG2ZolVYKQrnaJwLlG9ARyRGQjB3CDyJl6Re85NvhwiDb3z4kE8uL+JnGbRNwZ3CdvwhA5IPieRrt68zaAesg5By+7lnSUJjbFhbXMR1OIfEcT4P9/PZYonzMQSUEDVjnMM7zyzm2VVFyWCng10YDvYPOdnv8uGnzxAtTS/uBccHAy7LgqKpuXN0xLc/ecC923d4Pjrnbj+8z2VtyLpDnp9NOT7e55AFKY4PC4uPBfZ0vqbohBgRRbCmyyQU8hvtkMXx9t4BXzq8Fkad0oFQWBzLZRgZLxcrnJBIglPVRyyHjwYXCLI+48JYflbXjJs1wsKqeYUV6CUp3STl6XqFtwrnLFkm2B0MuBGxJ8asSH0SSOc4jHM8u5zxYjRHhC0FLRKKsmJ2PsfW9sdXY9MYg7VBWLioamxcNeva0NvvkGjF8U7KylQYYRlFAe3ZxSe8d+2IZeeABw8nOOWCsFBKzCYg3Nk4W/egw3xdOMOqrraLs5cebFgonYk2OhE2+I2ALdWawU4HmZa0VYJzDjtoUVrDfi8ULQvrqXzNalYybOe8c/MAnSjWHt6PyO5O7qmcRSDppBlShBNPSzlkFgqky7rk/qfPePtol75UwR5pPUlisbGbdXK4ixTBpaDTICK+sdPnfDp9dTM7j/NBC7K2lkVdMdBtBIJVRG3/ox884OZuj7f3B8Emr7OIrRfbWXBlDV9/8JxEK4Q0cX4qsL6hnIaHK5WK3UGP0WIV7KguLFRevuLq3MsypNJxwxBcH3Q58YISy9SHn5MryWJRcdC/wwcPH3P39g0S4Tm/PKepwuu5mi24fe02plFczK7w3lO7UFxsxHKjdcVvPjvlqNPmi0cHtFNBUWsSKbY6E+0ludYoqahNg3XBhTZZrVmW4f0paGgLgdSKurB09kCMguvAbUPfAo26Kgxr0wSOUZaytoZu3ODWTcjoSoTAS8nahA5SUpb0YpHZWMvZMnBSrlZrDntdjEk4ee0u//Q3fg2Av/yn/xzf/Ob3qJKaVKUo4VhUBQ2WpAg/Rz95yHx9ycHOLq6d82JRcTWdoGNmEsBouqbXz8lc6IBIFIUUWOdpDyPjKJXkWQpCY43hT9862TSnXlFFo0jTeE+WKh68vMKKPa6ZDr00inVtiPZACLxrSJMkWFRlirWx+EHwa+8/x6Ue4TwNwUr9jfOn3O6EzeKkP6CjWzSmQsrwnDsBCo3QMTLAeoyxaAlvHe5xc6fPDy4uOL0ak8ccsU6SkWiFtY7S1jydTnn76JDJ4lWIamEKlNTUVUm326NpLO0soawMh/thkZ8Ua06XM9ZVzbQo8Qi0ULSk5CgedjqtlKYOzhuXahZ1QztNmC4dabqxsQcmz+YooWP8uXe8OlwIhU4SOkJwuQobEnjm3m87NkJoMhkiaSwOnWq8cSjneXgenG6/9N5rXM4rrpo1qU1Yrir2hi0E8pW4Wgi8teRJSI8qSkc3V3jj2Ak1AiNtSP4/7P1ZrGVZmt+H/dawhzPf+caNOTNyrKEru6urqiey1RTEtmTQlmhBAgy/8Ml+NAy/6E2A/GTIlmEZhGEBNvxgwLItgxZFimwOpkh2Vw9V1VVZXTlnRmRE3Ig7n/mcPazBD986J9pwt/zOzP1QlYW6ee85e6+91vf9v/+QGxrvaBTkxpBpI95N20IrYFNZEmJAR8VuUTLs9Hn2uXjm3B12+PgqEnzcWk8EJ8W/3nhkxcC7R4fcOxiifaB2DUZnWC+8SJCAVGMy2qoSngmbbHqYJKWQhLWKOigYg994XqnI8Z6sscYV1G2g7Svm9YrVuef23dvMZpe8cFL8uFWFDpFvvfaAFxeXDEd9Dkf7BK24SdyqPNfczjTd126xXFVchYzJaspitqZKf7fX7dDJLVf1XMKWFMkXTBzSQHhlH99cc7Ou+K37dzEqw2qo1oFZ8paRfzVCQuxiBKckK+5V5ETAoHg+X1LTElGCxALdpOQaZiWztoZo8UEctutWEVrHzVL+VmYKjA4470Brcm2ofaBSjkIJZ6zsGIiWufoLaxrgq1LY+MCkbmmckBs3Hhn7ByMCIouNJpDlhqrxW9LmX3nzNfq5oVkvWfkaoyIRebB7SfY71RFVKPHJSMQrm1mxWE87QqaFgW+UvIxa2VcJqQlaHIx6NGvHfOmY0xAj7JQlNsLnlxP5PYVB14HvPLzFfr8ghMjPLxdcTG62RlKli5i0cFfVksGgR6YVrjNEGzlQcpuT2TVPLse8d/8E51pGgw79sreNbyi0ltA3Y/Ex0rjAfr9LZjKaNAIQgZTYX7sYWNSe/iAVaxsipYo8m8x4d1/SuZ0LZLnis4srxum7Z0pT5BoVFG2UjSGzQga2G3M5ItSeBwe7jJcLlutGOvnW897r4q8S04brotiih9RBWCI7SU3goubSGf7wZz8lLywvpmf81e+8x53jOzxO/jNZv+R//Lf+p/xP/sP/IdFZTCabssDv8rLGoHAx8HK24nr9jG8eHvL20S51C0W+cb/yLJtkXGdg4xjR2emzStboT8YT7O4OhbbYYc71zTVN4ylysz1QtBLfnLUP5KMCs4i0oUVruLqRAqm0BjoWbXPqUOOjg2i4WS0waXNeVDVFkdEEByby9OUNbz+4z9/7vb/PG/tC9j7/+GMevXHMR0+fgQ4cH97hr3z/t/mH//DvcXwoh+myXvPl82viylE5KEvNylfYYFGJyL0z7BCJWGukY1QAUTbJ5KioFOnAc9wZ9FPBL53zBhV0wRM927HbYa/L+HpGHT11kn/eHXTo5wZXt+ztdCisyHFD8Kj0Xnw5qcm7XS5XC4pMS+K0jwQT+HwqiNaT6RStI4Osw/2dHXbLnhTvIaASKhijJC8rpfDeMVs1BOfJlaLaxqsHfFA0SWX19HLKg70DVJFRpcRtFcVnqN/r0zQrNAYfLd4HzlIA6LPFBGcUJrd0spxV3VBkGQ93huyl5GXX+pTMLDEbWluc86Kw3ExsoqJqJWcqQ9GGKAWolv0MoHGOs7ZhmBtabVk1CxYenPJJsQbRRRovKK2ogTSZiSybGpcaotmq5fuvn3BTVfzJ0zM6OiesNd0ujJ1L7zu4lA6/9JFuJo1cnlnqFIKZNw6HkoiVGFg3jtJarAK/SdNGDCRzDZkT9GnU66NWK9bpec2qJYOsw6RZgLWCouHT55dD+W5/yK2dPtEFMFpGXc4TeGUuVzUerSt0MKCUjIBVwGotqkVIhVIAI2ndMUS5V15GxCCmgspEri7ntDZy/06BurnmfrfDoRZRRufkNrlt+fGnnzLolGQommbFO3fu88eXy/QsGk7nU+49epPPPv4p2cEupo0Eo2k3ytbQ4qrA7mDIbCmKphCEoL8xQlQ+kGeaabvi9774gn/7rXepGsd4On81ZlIarTKIgkgbRQqTVYS40YUK/Rob0V5TtS0hwlGnt8mY5WK9pPKKykvjbQBC4Hy22D73kwPDMigyo2mDxyjNTq/k5czSTUrJ9bJ9Fa/wl1xficLG+YDvWu4edbke14TUVea5wYfAum6pg2LVekxUfOu2hJFlXhEC9LKMJgjEGHGgLHl6uY7RXCOSP6tlo/Et9LtsTZCiQw7hCKCJSuSUvmrI08ZbewchCJoRNSa9+N0yZ7UJGvOGB0e7/OzJCx4d7fLanUN27IKrZKgFcLLTI7OaqvIU1vKjJ2fUWQ+NJiRDqhjh4PCI85cv+eJqwq89uoO1Gq8C3YQAOBdx3qBUlDRxNDsKvv/GA/7FB5/K7wnAxtopRsaLBbd6HQIetY1Q11gF11XFrU6JsoY/fvaC4COjtDmHEJnVkRDb5B5raX1A6bCxtUABy7ZmeVGxvzPEWMu6ahn0St7q76QnnUYGG9UEsuFv5twgjPv7gyHXe0vG4wV7wyGnZy85GQ3p78oGdbu8zf/jv/o/UN9E7E4y6kKl/KgE3RtB3mIIVG3kT19ecDZf8JuvP3gF8ypRTDjJAhYlTxDTr42B4U5eUAdPGyLR15R5h25WsljOt2OCxsOicai+layXDOJSU3faV1YAIcC6oaWl18+xOsOHQEVkmMvv6ZYFq6YGJ4F0o70O6Jbjuyd0CkEJdrqW6bqlDS1+EfmP/7O/zX/yv/6P6A9LbhbSldfBE03gdDLHZorT6YTXHr7Fn/3Zz8mKTUp4SZYsWUIIZNrQDZpVbLYjCaWEG3N/MOSN/V1CcJJEpl5B5XEzxvUG24LKNS5afv+LZ5Rd+Vt/NtasqobDQZ93ViPeOephoiIzCp0caE/HC5bVjLr2NHUkyzS9Tno3EzwUtYwPbuo104s1g6zgG3u3yTNo3eYwlWeqdaAJipfLGaF1lJ2CcercO9qglKJqK9qo6FvHi5sJu4PuNqHYB8ew06Wua3yAEJxwPWLkw3MpsA1S9F/MFmJa2cr67eUZYZNdZeSFNlGcyQ9Gu4zH15LEnjb/FgnTlcZBEJeoBIvY5BxlxlJ5qMYt6/USFw1VqIVblkZjJLWdQXKVMiLRB6KP/O63X5fv5QIxBo4HHYL33OiKq2bFXl3S6SVXaqOpQ0uOFAkKGHUKXIhUKZQzRxOXHp0bnNIoLZybLBjCJv0cJcich9s7B0QfmK7nTPH0UzHWsSU5U946OuTjy0u0NjJiCq/GKK+f7JIlgzofQIWNIWDYqqIIHu8DEMisxjmJXQ02blPLsZqIZBiFoFHKS+hqjMQUaLuqIwfDDvujvkijK8do0GGed9jkLs1mY37y6WdYo1lULd/7xg/4/Z/9C96594jdfWkuVtWa1Srw85/8nOHegFmz4maxxFjFa4nv9OV8ToieB3sDlkYKUa3E2HRjO6CMNOohKlZtzT/67DO+0R9htCGm7+WiBBlvRpcxgooGF/y2sDFETuczyYrybmu+V1jNWVKENUoKV63kzNBGlKIutiySlPvJ+Q1aGW7vDimzDOc9g34pmWJu01zErbrtL7u+VkV9fX19fX19fX19fX19ff0rc30lEBuloGN7fP7khs5Oh/5mzl1XXJ8vyayht9vjtaN9JssFV0nNdNztAsJZGRYZk6ol06KW2FjZWyLd2jMvFdFrlDEUGs7Pp1u/BRdBNaJUCAi8ZpRGRfWKyawU61qQER0jAcc6KPqmpEzpuoXSnBz00Ubz5Oyat+/f47WdIdeLNWUiM7+xN2LZeFbO8cHpGNPbI0ZH+HOx7wSx5j44POCNQUYvl4wPjWHdbFAdhVaCpsSgUdrgCPzhF49fzdy1zOkxEYvlyfWYR7sjpF5+RZKIUfHR1YTe3WPWiyWt9xQmY50q8LptJc7ByBCt9U6gzai2zrpaG0wIBKu4ni44eX2Pt0dDXiu6FI38TNPK2CaqCC6pFaIYI8YNYhMl7+e7D+7wjxefsGwawvWE/WLAz778EoBO5wX3811ef/MeqrU0uuHi+hLfxm32kLVGkCwXiV4RbWDZeNpWxgUg46qopLsxSmzmlQbvgySXAyf9AauyZREjjcvJgufF9IpFaFFV6lA6mtDVQgoMIiBSvcgwH7H2KSrNKkxUmBZa5/FKunOrXikydrKctg0Mhzm9vEgdqeNOp8QYee5fzhacXlzx+r27zMuK/93/9n/BLz79iFujARO/0UkEulZGI75R6OD55OMPONgZbhGASMQ5QTC73RwXIh2jKWxBk7q8u4Mh93aGoCLeJ3TNC2kzbBLkJVhInIQJWK95Pp0wni4pXBovBgUE1s0N15M5s/YO37i1T9+0/MmnYoT4J5+9xBkn61VB03hi1JgsUKScIx0DQUvukyhHKn58/oRb3REnA+FIdDIlqJ1XXLma6XJBoTWT9Zp+SjFetS2GQItA/lZFTmdjDke9TW9PWZSsmwrfNnglSjDnG57NFluFSEAxWzfM12uMVvSKku+cHJI5j0pE7qBE5QIBazTWRM6Cw7mA1pvtPRBcC1qjUFiVuDVai20z0AaPcjmL5RQTM8auSSqiSLZxqU3vYUCURJkOTJde8pK24xhDbpDoExeJRhGNZraqGAwG23dwaAvwEHBUKvLkZsJBt8srXYKiE2HqPYVKow4nuUY2fS/XeLKouL93iPENEc000+yQ0aY1dtOuWdaO8eyab98/4aOXFygt/L7v3BXlXRkMXslQzuEplMRdOBwmjd1VNAQM0QTaVmHwaGtY1O125qej7JtOsc0Ew8m+r9Om6Y1n2rbc290VRMyWTLAsrqb0BuIppJX4NHVHPTJlmU6e8ejeO4TFDXog04Sb6zGD/pCD23e4XlywbzJGBzvcrNecJqJyv+xQOcfZ1Q1HhzvcLJeg0vhow3cKInzQStFVljd7orJDK17RZyRvKyhPaDXKKCwRHwNVmkrU3jHxjlwpMTN0gW5ZMG8bOgMZsYXKsah9GjUHgjegPEpn5FsVBKxdy/vPXlLajMPBgF96cJefZadbFa2ORuI++Muvr0RhE0KkaCoImoHtMJ7JDHsxXgKK3Z0+t3d28Ouaq+kK35FN/sFwRN0GtGr55ZPb/MsnjwlKY4nUidip0PSConHQ2oBrA7uDHebLGzZVi1YKrJJgxaD+HCUUimT97Qkc7uxwdjMWaXOQWfJ4vWK3lIXhXcufPbnk2/ePKTNLtZ6hUXznWIL4AHxoqavAs8kK09uVePoom/XW+EvHVDRYfnE9I7MZ9/ZL1vWrKHiVOM4xyhHz+GbMZ5Nrdnp9LtY36Ydk1q6ThX/lA3UUUqBOFvRVXbO3OyRUjp+cnQkkbg3TpqKz+ZlWYUwkNxqfJIc+qRe2auboiMqiY2DvpM91WzO9OucjFG8NDwB4ZAq8E9jd68Sx8R6Rn23uj8MAttXs5F0ZbxH49Po5TXKbKqaBR9+7x5PrGXrP8NkXXwhEnSlUIuaF1mMyi1eeED1tq/jtt+9T12478iut2Y5dBNZVxOgJQJY25wa4atZ8en3Frd4Bi2pBpgz3ul1etnKfmzYQgyEGhTaJ0GgDk3ZK2cr6aWKLKi1kkdnliuGwR6eT0US/3QAMmm5mhMwcW3Y6XZzzrL2jckKuntYV928fcWf3iHWv5ad/9gG57vDiekKWyLqN94xMB10olk2FzQz9TFN7Rye5jK2cIySJeggRq6TIi1FRbNR5o54QLpXIbzM0MY2vVNiMq4KM/FQkhkCwgXUTthw1ubkizY1GsWhbfvjl5zwbX/NXH93nepEWUOZxbVoGaTk0LqAcrNns4JGdgUQUiBJKxm5P5tc8TW7l37t9j9xYTJnzwYePMSrSeoQT4F8dFlmecasYMG8qnPM47fjs4pJHByIbX65bQlvjfEOZJPKnyxVNgJhcFyeLmpvFmn7Rocgsh8MORoHONJut22aRGMFqIc63oeXeyS2+fHm5fd/FmVile/3qBQ+R7Timk5espwsIhtZEjBbHaqs1Lu1jVmmClnBM2pZqBb1c8e3bt6irRPLPc+FPKM39/X2+nF6jlcX5gE6HaasUwXtiENFE5RzWSETKhlvV1J6dfp9uE7mJDb6Aoc1Fo52eu1aaN4+PiesKFxQ3saKHpYqR2VrGH89eTGmaljdvHXC7W/KiV7Kua9463meQzBKtVTJ+IlLGjKppCL6ViJlUimoNxEAMGmsgBoN3gRyz5fz46FEmja5j3KpwdVq/m9/TuhbfcZSZYbJcoLXljZ2CjxKX8uTkiHuvPWBUHDKenHI2XnE8LJgFw/pSlLYHewe0fs6Xp19gjeFKRZatB2MYpPiGynsa1xBbzdmLG/aPRyzWFZpI2BBfQqQmkCn4zmgfi7gaEzw6JoNZLQoo7xVBRbQDb8T5/elyKvdQG/rG4KKin1n2Rl0hWCvLpJJCa6XEGDISiMGibUBF4bttlmXjWtaNQwdF6z2zes3F/Jpfe/QWn72UJuV0NaGw5r+1svlKFDZKw8mbr/H09/+U4XHJTSsPIzRw686Qhzu7Yj2tLSfdDpfJGfXL2ZTXhiMWjSY6x28+eI2fn71g0rTME+O7CmL3HduA05pSZxSdHG0NMXndBKwQrpQhai+KHu1RKYsJoF63FLkltxqPKBFMhMZ5zhfykvatoZNbPnpxw63druAikZQltXlxhGx3a9jj46UoeYjw5y1WZbps5KAg5/H5lGFupZPZZDwpz9PJgh8+PRVJODJfLSzoTQenFcYHopbl2jpYtY5Rf7DNfOl1S9qmImRaXpgYKYyh7JYkoQmlCfzyw3v80WenLJoGi4LkDbNBh1oPg64iP+gyjo5MmWRlrjivhPtxtH/MfihYryqZdSPBlJ6IT8RFqyXR1ljNX3nrPrXz/MvPnrJ0LbdLsTSfqpqnXz5h2M+5njScHJ0wWFe8uD7bputGPD6A0QaDwWqY1zWDIqNOqJd4qCiMShkqxmG1xhC3CpGfnJ1xuVqhULS+ZdVUdLolM19hEn/GLxpsHomZJgaFUkEKU6VYl4nH1Uby1tBUDfleCZmhXtbc3h2xTEjLwrcclCU/f3rOd9+4x3i2pGk0sQhcpDyXrsrpDXb56OWXHLvIu8e3+ZNPPme4M+T0hSjvdneHhCJQZpbC9gmatBn5LaLV0RJBYjILRIxSBKSAORmK6zJRCj3hQYWk1EmbnNkoyxStkf9plOG6abiezTDln9vYlAUU6CCE9qA5P1vy886CldtEcoSEa5DiTba8963Vvw+RydxRWIu1yVNDyefZFAB/8Pgx7919jbOrS7q5pW19ysTRxOT80StyOlqynxSejpFOfLpYog+kCCc01K4hU4ZJ7biolomMaqHdFDZrXOs52u9xu99lYDNUcHhjtpJnMJRFRp5pvFPUdUVbO+4cHfL8XPxwcqupxPYbY0TX51E4H/GpqHPrhugiyijGTojGkjf2yqohWHFGDwGqlUMpxRt7exjCKzdg51DIXvLWyZCz2ZiGyPFud4tWtUoIxEpp5m2D1YaV90yqilEKLdUoVqs11lh2jOFm7dB9hQ+BUYr2OOqPWC9XTHRLlhmKYHlyPaHIMp6fT+R7Oc93H97mZNSlMBm/+foDLmZzDnoFLnl2GZ0Ro8e3UawYiBht0ASU3RCnJavNBJX8U+SelFbzcE+QqKfjhahZY5QokygoZNsG6mRNkPcyQDGvFa8fFtza7fHp6YSfzxbQFZ7b+WLO21HTFDcsTOBmusaWOb1uzirl9D05fcbR/g77o12cq7mcLslzS67N1semXjdJmh7plTmmgWG3YLxcbx3LsyLDETlRBaMi8Xw2ssS0z6sgaDNRg/IQHS4Yns8nWJPsOBB1mSZjp+wLp9B7ovXs9+V5LaqKu8dHfDGfsahahF0VcAQS8MO69RCVCG5QtG3Ljz/8knceHQlvDPjW7dtMqhU3L6b8ZddXorDRSjG9uOaN1+9SBcdxsrPPM8OD3aEcQEHEtbtlycVa4P3T2ZyjTofCZhijwHnePjzkT1+83L6kudI4FSiiwjrDzsEuL15e473DJPWHTl0nKjHJVUAHJblQacPs2oyb6zHKRbT36MziVUTFV2m/HWPJbAYhcLOsuDPqglNg41Y2TgxUUdHNFH3tWIQcYyJEv1VAyDJsiWg6nYLZcp4Y/PAyffc/O7vgarWizDIiQghzASEI7wsc+vLyiiAVG6SC4fxmxfnLG4oUT7A/7NJmGSp4SCFyBnk/BqlT/fbdW8Si4G9875u8//iUD88uUVHRRrZho/Z+QRPlEMoQRUPU4gOzSHLvH5495VdHJ9zqd5nNlngfqGMkRiNGWggSoK0l0wadiJi/9dYDPr64INk28N2D25QxEBTcsR1umhWx22O46jFZCNpnMpOMDgWW7pqc91+c8dbhEXspk8sHhQ8OFyMqevIsI2hN9O22ExyvazFt9IEmRnJbsqwqssywnKfoAaNJnPV0CEsHJbtJeqKtYlU2HB3ssK5WWK3o7nT45OnZdqOr1i0vdwo6vZKb2rJ3+Dqx9pxffUaWrOxjFvn8xZcYZzg0Ge38kuNbJ3zx+Yd865vvAfD49DlZX+BmTMR7KYRlPJuKZw1lkVFEQ+UbtDbEKIq9eRpbjFpHbhXBhRSCGJPBGRA3gZJRQli1xxSW3ai5vz/ks/l86+ETvGgyoo5kKkP7SL2qOH15yTrl5hwM+0xmK1atF28dpIHwwW1QeUwUibdXARN02tgF3eykgvZv/e6vs9/PuFis+T/94z+RJOTgBeFJzyLPLcpKNtiw6DNv1pRWZO3dRK52zrJuNRWR83UlVnQa+iZDJSTzzf0dcm3pZZLBgwJshkYKDLlBgSwzoA11WIGRHSWLisP0np5dXxOijAgU4oekI1Te0c8FDa4nMxqjuGpqtDbJJkLRNB6Tvdo3IpGOhqWCk0EXk0njYFMHYkxE6UgIkGnN4bDHzXTNfL1i2Bmm++xpUJQROtbShkCuFYe93tbvxWSa6COtd/ioOMxLpnXDrdGQvUIakGax4CYLdEyGjoEvzm64uJkTtaKXUIt/692HFEXGdL7ExUjtGg7LHJtlqESgdc7RtjJascpQaitjYwJtm9RMeUaGlRGKCjKGVpoQPXtp9FzsD2l9SJSCwMvFEoXlfDzjMCkKAzAoSl6/d5+XZy+5f2BonEjws6TAymyP5/WaxWTFulnR2y35dHwJymzVQ1lpyXLFi6srtNL0OhlKaRrnqNYbiwMpUgoUvnXcTBbs9LsMux2aVugWy7plPyt4OOoTlMdGRTSK4NW28NM6xbtoKeKVsigiTYhbg1AxXcw46A0xOqmmtIw9P764AuDJZMr385xf2t3l+XrJTdXivGPdeBEIIEtcKXmnsYncjKGrDLNG1sY3dkbc6VpO802Yxf/v9ZUobDJjoHVkOpIDpEV/OBjQBkfwkrqa6ciycZhN9pCLfHJ9w3fu3AYnyESOgci2sLFKU0dPVJH9ouBqNsOFVN2nLkYrmUtH73GpkveVoz/qsE7okMLQ7RbkOPBQr9rtGObN1+8C8PTJC5RSHO70WTceYzPA4+MrPwofAiYIzB6VARw+KGxKEIJNjWVAB4y29MuCP3p6gc00lwkd2h30eLTfZ+0aKtewbjXrdUUwmmYtn9lkGcG32MwwyjuMx5KndHDUR6WWQKgurzo6Y8CvPY+Od3j7OG28q5ZmXlGXDd+4e8DVfMnz6ZzdXpdyXzq4GY10/Spxb6JIasWFNH0vYzkbz4irlp1+h3olXJZcKTbQTzTyj1qJwyURhkVO1UTeTp1XSdzUaigN+90endbT2+/xIqVF72Qjvrh4RtHN6BtxWA0K/vT0Kd86ui/3sK+Jm7wZpVOxa9A643QuKNNGchq1JCwPsoISzcVkxibDWYdIzFPujVZEZPSCgrhKBVvfoIhcrm7olT2ahaczMJiuwSeuTr5TYGPGvYPbFHlOcBM+e/EMZTOUfeV54pUns4psr+ST8zmvPzzkO8ff53v/1v8IgP/oP/4PcXVLlmXECFVsheeh1bZIiEo+r4tQqAwXxX32pq22waZPqyVawTDL+O7+nqAtUaG1IqZxXjCC9Mno1KCc58Fwl2nrOK+kCNdCZCLPJBG5qwq6ZUFvWJC7VyZ19EsOjSRaf3k1x2/GM+k+20JjlYIgapewDoK8xoA2CY3pFpxPF9zZGXL/aJ+r2QycZhWcpHwjYZjrdU0nz6hig9FGHMltoE3eKVlWsNtTvH9xIY2Osag0MlYJ7ewUOW3VoArxo8IYiswSlSGm8EprclFsEgBLlkdU66mb5v+LtyBpzQoVAkp5Zi6S5wadWuWgNJfrlXC1tCLGIEowLeMnECXNji44HS/YzTKORj108LRe0Zf6CBCbAqMVLYFHR0ecXX4qqdZxM8qEXpkallZJMRkjp8v5dh+zQTPSGeumRUdF3oWT4Q5DVeDSmGllFF0jyPM6BC7GcxyRW4MOv/rwjrwXGibTOSiDMQqrMnzTUlc1g5EgJG61QkVZ+8578jzDoIkokqiOIoVCOhfSONpik95xM9ZZLNY4LNerJUWW0c0yZk3Fu28cc3kpiKjXgbN6inv6Oa8fn/Dx6XOmizWdokuvL+unaRxXyxm+bRiMStq2ocwMq9pTpLPL1S3PX06pnEOj6PVL2iAcss0+H3xSc1qNC4ise7mkGztUqdHr25y3+7spPV3YXcHLCH8zPvNeY7Qk2WsCbYx8OR3TKzPqtH56NufOcBcf5fPoENGZ5eVizWfXE7mJCj6Y37C3zHlz/4h1mHG1qJMbd9rr5FWmKAxGK6yxZL1Arg3v3ZYx7mrVkGu15Qn9RdfXqqivr6+vr6+vr6+vr6+vr39lrq8EYiNEVEEndISiuzG3kgTkaIRwGokYZTkcSvvRCCuWn8zOea+zL12X0YzKnEWVnEjT9N3FiM9y5jcTdMwl0j3NBI2O4pehlES+pwwSaxXaJPJwHWmXa5qoMAF+9wffQGnDP/jjP+PLp0Kayk1G41qOBwPG1RKrDU4HmeUm/qNJSqJAYN9aFq3AhUHrLWqRKyhymfUu6hVkJSdll/efPGF3T8Z0x0XOawc7tEpTe7iu1jyfzDmbjnlxKtDib/3KN3n/2VNiFbiYT+h0CryWLknFVwiSNQrtwQTH3cGQd94+YVkH5qmbzjNLtxBSXhMUv/nmCZ+c97jMWm6cQKY2WrwJFMHgVMArlbos6ZsANIHHLPnCLTkeF/gIu2WHAyV8DwCrNVkIRKPRkeRpEfjOraOtFbn3TtAyo9HK0kYwwbNqWq5W0i1O1IKHtx6wrKeMZxN0bhmEgu9/81f4w0/eB+A1t8NJtyAmM6o2RS5oAp9MhBi8tbdSisNyl8ZV3CxnxLh9XALNpgwOpVWCnSKqCtvkbkUaVajAfL1ir1MQo+bu7h4vb2QWPez1Wa/WFJni2fk5B8MORexQ6BybxmfD/pBnl6fUbcMXNzOuV1OqL2qe9Qac/p3/s/wt7zhftdwZDQhaOnmdiMEblV/rAz4GlI5Yq8lNxovlHK/VNutHafGpWeD4cDznzeGQMjOJE5ZImyrigyh/YnSEpkaj+fbeLsdLeU+/WE6ogtywYGDla17fP2a8XGzh/VXjMUZcTDWR/WFOoXNW64abVRr5hUg0kvqsUbTK03px1v3vfu+XZU+oK/Ii4+V8wc14xn63w2WoCE5tme4+QNSOuokMe13WviG4QFSOHz1+AsDbx8d8enND0CmXKkb6meQ1beQFRmvWKffJpP3JK0WmXpE/hRccaeqWgFDbFk0ryE+6z7/87lv8+IOPZJCkoA0yiMujpV7L+zX2DY5IrmRkqIJOaw6IsjYKE7mYLdEx8trhCOU81igKA+uwGZdDZuRzGK8xiUPVzTPaNNrodnOcawhK07cZOZpZW2O1vG8ALjjqGDnY6TOeL7C9AYMYuIrLrcGqOKNrah/49MsL2hB4dLzHr9w7RieUabWo0DZDRZIaKIgviwosl4L4Fd2SZlltIwJCBLQ4FecJYRMkRDg7WiuMAYUF71gnHteyaTFafG3m6zWZzQhRUTvPneNj+ZnQcn12zT2bU95ccjC6zZ6dcbWqmNSJt1kviDqQ2ZJCZ7S6RZmcbnSQTOouZ2t8FO+dEANVXeNiIFcFhZUzJVARfUApRZ4lNCoz+MbTSdyYX7l/l7CsBKHyMe2lcn7YDYpiAgGd1FqGq9WCIjMs12t6Sdhio/DWorN4JazpHz5+xrRpthQIFWFWtSyMY3z5lO8f3qVAok68E+RHo2UUqsWHqvYtg6JDRuTJXNZqWcHxUIjff9n1lShsnAu8uJ7y8GSfECKrNMcNEXa7Ja6NuOjJMOjMUaQ5eGgdgUjHiqkTwaFU5JvHx1zPhWvxwdUNXsHd3QMez67pFSVaGTyGzRicqIiqpUZehhi3j5qwIbAFWEcpknIs79y/RWfU51//3ltEL5/3n/74CXeHPf706QvuD0aJjGmEr8MGugccaGM56Ga8aBpaL9TGfv5KgbVqG+FrKoOLkRd1wBiDS2aAN2HFsNthUBYUWvH63g7vHh3yx0+e8zgKM78JLdW8QhvN7qhH0EG4APEVUTk3GlqR+n7z7m32RwMWtUcpyAt5KUotEm/b1rQ+8g+vXqCMRjm1VQ+1MZAFjUqy9SxJqV3w23C0Jnhyq1HKUAWBTBerOTujA0YdIbBVvkFpg1EWZRQEj3MBqwJt3CjdIlHrpOSJaK1Z+pYn09nWlbr1gZeTU/b7BxyPThjfXJHtdfj5Jx+zX0px+PH4Gq32edDv0US/HakUmabdmE0FhZIpDp2dHqwty+uXbKzZAayy+Dqii8SxVRILkHczOgv58hcvZnQOuiiteeNgj4N+l9YHitxw92AHgN//2af8a995i9PJGFtEVk3N7qjL3t4eg8Sj+ODZJTZAu1aoLPCNB2/w9PyUxWLJJJeiztounZ5m6QSuVkptiYUbkrZL47eWyO3BgMfTMV4bMaAMG9g5olXAO8VpWHJZL3ljsMP90YCtUAkZHYWo8U2N0XLw+Nqzn2wbDvcPeFZVPF3PMWha5Vk1Fd9+cJvPziW/qakDhEDHWPIsZ9asaWPLziCn35Vx5/PrpayhzBKjwOBvHuzyt37nPT65HqdXWbOqa6KHfq9DYS1ZowjBEew21ZV+1sE5OXDQIpn2TkzvAL6czlg2LZmBrs7IkXBHDVv35hAchVVoI0rBXKd8pAikteqjAg9V21J5GWMbLeu2THOU8dU192/d5smL5yht0CbQqxVNW20dXFfJydoqC4RtZpwy4NK4oXEB7wPDoiA3igwle1z2KkjU48nJaEMgoiis5vVbB5yN58wm8nt2OiVzrcmUSHsPul181FQ+bguSwloxS5xVvHb/DtYHLpQj1zllGmu/XMz4/Om1qB/x/M3vfYOIonUtodo0O0ZUXUGyw3xQiHFFRpv4Ks1a0R90Wc5W5FaO88xYXOW3o2LvgyhAlRy+UgIp1s6zSKP5qKB2jdAbiDS+lUwuBaukDLqeSO7Suqrp3jrmqOjgc8+TmxUKGVft7404v7zAFhJT4FrP2q1R0TAqZR8T/rKQk8t+ThsDhc5QOmzl+cZ0mCwW0kgkJ2QphB0xGU7+0edPeOfWId0mgJJxNkq4RmSbUyox0oLmulqBjayrljLLyFPxc7S7Q/Renl/UZJlmUjWgI3qjG88izitUiFxV8F+PPydrDe/c2uMq/a1lLWdsBKLWVLOGk8MeWiluJdn4i9WcuNkg/pLrK1HYWKvZ3e2xrCSJeZP344ks6lYQhQhL00Kh6aVOuZ9b1i6w8o7TdsGjYkTlWyKBgxRGtrtacb5qGK/WFCbDWkPtHI1/lWEEyacjJcepGFmvWnSRbTtcyQ6PdMnwBPrdkuV8wawtmCdH01978xb//CePGa9r3rizx6JaY4yog3K1cfH1BCWhbsYabhWasybQsRlVUmm1PkiHnwqp6CNog9KKySJxCfKSl5Mp5dEehc1pW4fVhl862ee7D27Jh24a1Luv8fjigip6jBLukdZsfUi6QbPf7/Dtu7fI8ozLZcOg1xG0Kal11t7TC5GrdctP5zeY5LfhTRRiMtBBUyfreB2gVQEVxbnUbQoAY5IrZqSKAaMipbF8PLni3mAPgEf7e6wXK1HvpLTeGFqUUmSpEvVWi0xZa6raERrxEelmGTdpE9PAwrU08wt2ig7vvPGIeHPN5wruDO4BcDn+BZ/cjDkYjOgSk3oMtNXbJGilIzH5OcxurnlyfiGqs6gh/Yzzkr1SdkqRKQfhBx12uxztyaE8vCmY156D3Q4jW1CtW7RWXC0qpnPpTE9u7VCg6IaM89mCNYruvuHZ2ZeCOAAP773BR59+xp1bO4wXFU8unpOrkkd37vH+J58AMOr3eIVVSpo0JtA0YbvdZFrm+rd2drhxNcc7Q+5aw8ViySShXsG/QqU04vf0Z7MbBnnBfkc6Mh9FpYKNUEv6NoDOzdYVNhB4UBQ87PS4rld8MZtzXk15+XjKSUd4FDFoikIiLRrX0rMZK1fTuEiqj3j9cMiqrpg2LXXjOdkZ8O//1jeZrytOkgdLt8jZ7xUo4N/9re/wn/6936dXWnJrKVNsh0JI8hidOCIaa6FrDOvkbzJbrlFG0TGGDpqoFCoIUJWELzhjCMpTrStsZgkqYzlfoHXEpNDbzFqulwvJMkKcwhUZZV7iE5t5tVxgspLbe0ecXl1JyGCzQit4kvgqKCXZPa4h01osCXJD4wMmPaQqeDI0rx0NybQc7lpZ4cAkdDooReMkzsMHUf8djnqcTWY0iRe0dk4iRKLGEJita1Q0ZDrQpDU/LEpWbcM3H9wj1hVXpqVDhtFQR9k3Pn9yiUdRZoZ37t0RxM15dIhb/kUTQBFwUaIxrNJEbSUqY4N6+YbVSjMY9KjqGpMOeK2S6RHy62KUsOMYAt6JC/HZfM46ocHLpiUQJI9JazzgFi29XnfLSxwNcw6CZuZqrk4v+O/99/9N3v/J5+jsnB+8/Q4AP/zwI/ZHu/SHPdbrJYOe4eLqCqXh9GyS3jApJpWBfr9H1a5pgiNDM085dCGIE3uwHuUUyoj1giCl6f7UkZ+fXvDrd49ZrVtyKxy3LFNb0UHwgdoLp62b5+TeUhrJ6Rp25b0wShoK7xWdHB5fjyVrLYZNbjN4AyESEBVkrDVtDPz09JKDZHvynQeHnFUNTikuxlMe7IzY7WUoNJ2EVlXKsWg37tN/8fWVKGxa51nMV5g84/bBDtV64zMixK9pIbkWFk2Jwm0OHWvJjaLxhqtQcUxJrqRjbFMV+tb+AaY353K85nivz2S5EhpfYbaHhXfSSUmVKXLB4aCDC3ErAyQlpnYxzFXFeDGjn2lOL5bsDAQBqNaBnz+75L1vnLCs1sQgMK/6c/4POirIxJBOhcj9nR71zZxr57Yvu4pKZEkq5RElQrMyMEhmgIuq4Wg0wCrDum7pForMRJTKURvZeGb5xq0jBkWHD1+cMmtW1L4l85rbI+ksfvPtR7RBUngXLjDql2g0TVtvyWk71vBnNxd8Pl+iMlCIgeBG3QEyFjTIiKDBJ5muR+mISQteYNmIDpE2jW4aHcDAF3MZn11VMx7s7rMXxVdGRSe23gTixhldZSglah+VDBU7Cr57tC+IFPCTF5dcrlbkeU6vW/Ll5Rnv3nudH4y63Lt9G4AfffQhZC0//PBTfvX1O+x0C1SUomUbQieuEhDkvVfeE4JCGU9IozqVG1SAbxzvUETDs/mSi/WSW51y01Tx2tGINkRa55m7mo7WrFu4nMwxqQv2reFqvSKaSL9fUNqcECJ17dlLkPLq8oLvv/0a0/WKq5fXvP7wdZrK8f5nH+Os/J6FquhUGZ1SyOtFv8NsPCforcofYuTB/g5vnezx47NLogKrDPcPdqhfyppftS3BCcExGtmIjc340fiCWytZh4+GuwxyS+sTMuel+zRoQVEhIaKeiOOgU1LmBX/84hzvImeTSVobsG4dxsg4YWfQpci7KN+ygfyidpSdjKK0LJeRf+/Xv0UeIyEz2JQ9ZKOndUEML0PGN+/e4mayFIQiFVoexWRV45Unx9KzFqUU06plkZQdqBV3j4/oAcakglcprFG4zXgxaLp5xmy5Yq/Iid4RY6B2EZNCXWfLiuhkBFLYHB886EC1XNKmgj9DvFN63ZydTp/x5BqiZonbFqdiSxDJjBQPXjjURCeRMwCHZcF37x0zbWtMpjFRmorC2GS9ICnSTZR8PFBoBz97coqNmm5epP0nUvmW0ooxnomiCp3Wfruei6LDg+GARb1kRaAIotZpQuDsWoj3XsGgm/ODtx9R5Ba3WFF4kkFe+lrB4xSo4NA6AwVOKargtkV4bjJC9HSzjG6vx83NhKYK5CnKAYQQrgGCjJRVVAQtn2e5EYDoiIliLrlRLXbLAtsofuXdtwEou4b/6+/9hDsnPQrn+IN/9gf0hl2Odw8ojBQk88WKoDx3j/a5mc3pFBoTNU39qpkgBqKKdLsdMJ4iL4k+0qzr5Fskz1QbhfdBRvZtTa/XoarbbXMPnrbRfDFb8WDQp6kcnVwUuxs0L6jAomk46g/wzrH0nlHZY7ff2doONK5JBlSK3/v4sYyGkT15s8/j5B2OMdEVUuKUVYqbVIw9O5/y6GSPBsXVzZTDQZf9PKNqHVn6Pfu9Pler5Zb0/xddX4nCBgTe7eY53klKMEAdAnXeoKIhV6KEEfVyqlSjS/8coYl86Cbc6/YYhGwrNc3zDFvlqGzJzaKi9p6ARrVuy3tREWwGTaPxBHIPaqAxq0CRZspN8HgduQ4tbx3tc3694IX3TOc1j9I45mIy5/BgQNEqQmiJSuG9uJtulBStjxDEYCsgvg93BwOuruevloFOuSEy10ClF/iX7txmNBApZeVqVIw4LTJIVKRpHVlut6Of3JYURc5o2GXYK/i9H/8MIrx5e59v37mV7rGWjVtZ+rlisVzhY6SrIsu0+P/zi8fgFJmBEsk4Ema9k8KEzUJVtF4CPlVQ6EwTzCsRe0i8AqciWTQELV4yhbGbFEYmqmE5PeP7hw/p+UjTKqIGHRRGpdl08OJcquLWcVP4K3H7sv/qndu8XC2Z+ZZm1dItMvzqJeNpw09//CMAbp0Mubm6Zt60HHY7RKOkqOQVa18lVdegn1OYDJ1pfBvJlCVkUoBvQoYthizTPNjtc2fQxZhXnZdBUWjNSgey5K9zfnGD0mLuB+JL8nQyY1jmZFrjlWNWt7w8n2AfSGFzstvls7NrHtw/5hvvvMP7X3zOeLWk3MlIHwevFEvbUNeekckYj2coJXJtmza677zxJsejLs+uL/AhUqLJcsO6abl/sCvPYllxNVsmyXVMY8xICJGXqcM9r84IwfMrh0cclX1qV2NMRsTJyYZ4Cm12zACsaoTr5V75zxilKDJLCA4XIlfTJUppupllmDKMlI/YAI1v+A/+vb9Gs15ijMYpQ5s23kY1rF3kYllx2OvwnTfu8Pd+/+fUrahBAAotsaM9Y1i2kZv1itbL2tk4MwfgxcUlByfHKVNLDoAQ2a4RwaIiAc2idnS1ICDaWNzm5G4bdF6QGUvTVOLVU8mowqa16o0l+sB6MafsdWBiaKPnxm2cpIHkQaJiGhUaQ9M0uKbdJra/eyKoZz8vcNGjraIMhtbHbVMQnPAr5nXLMC8JFvZHHcazmlQbsl47spR7lplMCnsFqg3cOhSfn9sHIy4XKyrV0FeWtfJ8enrOZFFtUb4fvPsaSsPaNXw+uaL1Ld8a7GEcW9VY0Aq8IIlGwToGYhD3W5OawQDkxoLRgr4d7LCqWsZXV9vvrrXeju1BPLyeTm5wjduO/ELwYDStC/iELVbBUS1bPnrxHICnZ5eUAzgYjrg+uyIvV3Rcl9PxJefpXDraHXKy/xBTWga9FVenz2lUoPVbAJt+tyQAvVFJgyjhIjJqUkm5Se1BaYwytEGctuvGo6JGp2YwBFHAPb26pnKOd473UE3EubgBq1BRMRz0sFHxop7SMwWDsoNRljatIecChTX86PQFlQvScMeIV6BSgy82AJLvFWpP8BFrrCBP6Y89Hq+4WFa8dTiin1t2OolDaTRqY3Ya52RKbfe+v+j6WhX19fX19fX19fX19fX19fWvzPWVQGys0Tw8PiAg7qKzBOOuS0efHG0iXhl0iGKmlrpOH8WXIzeaxmt0CAxULqZEGxKpcyzckraFta/FyE+JGV6ZSIAmg2nTonREe0VbtWR5hvOONJ4lqkDhLE5Bvyhwbct02XJ1s6ROyac3bcOj3R6uqYkqYIxNaavC4YE0CyZK6i0BH6Cb222+y+aHVNQYJf68VsOO8RztHrJsBSp3KtIxhoBm1C8olMWHhstpw1HKNMm0WGmbPOON4wOe3bnH3b0+Jzt9nk2EXL3XKyEqcvPKVG5oNM/rij+eSYqxQqFyRQzgosehkP+MZKkr91og1UjqBmxEqYCOmqg30H3Em0jmjYx6nDgM2yg27iCpwaD4YHrO9WSJqxx//eEjVGzwIdlfao2KWiIw0qhIIWMWleDQpq047hQc6A6XrOlasCpibMbtHRkdni4cd+/fJbaef/b5M8pccdDp8fliLj5CAAQwCt8EghZli7aaxrfb5PfMZAyLTD5JjGLqqCV/ZmPl4LV0+8ZDtJYPnl2iS0XpJJdFnrsgFvNFoMwztFdc3SzoDUtevpRn8XB/j9bNqV9ojl+/x854wDxWtJVn18pzX+EAjbeBZevJjKBOmdbEIKjXy/OXPJkpOhTk1pLnBh8jVuktSXuv32XULfnkxbl8j2TKJXP4jcwPhnnJj88vOezM+ebuAZnVSADDZjmLR5BSARc0H44vkmGlWLbLM1VoAt6L8Vyb6BPLtqGayU3slxlHvS6/+uhNJqsGVEG9WtO1OdM68dOcp58ZujGgY8OtXo+dnT71xG8RWu89CsOkFnWSc4HMZITotv5OpoXvv/GAJpnzhRBFXKA8G/hDKxlrmdJQ1RVlWaCtEUv+9F50yp68LW0NIQpRNib/meSOHoNKBpWKrtH0dkY8u7lEt/rPeYHICF4rK38jOLKg8V7z6HgHgMJmWG0oM4VHUzsnROcYt6pDF0niBZi3Db2Y8eatA35/+nQ7/ljUjsO+/B1Z5xmu9dy9dUw5kHHVy8WMg+GAy7mjVpHPnlwyaxoiitfS57HGsPINT5cTmhCI2vOj6QVWKb5T7m6fRYgSa1AT0ghn424t37xjc7plQWYNq+WaqnKoGDE2x8dNVlQgN5bzxYpubmnaNb28g1FuAwYLsbyqyKyiDprgoY2et+8e8vm1CC5m8wqIfMlL1suWaDsw8vzSvfv8yUtx9j7pDDlbPkdfwb07R8y6Jfu9kul0wupG1qHLI71GMbQ5Y18TtMY1DahAsRGJWEO7avFB/K+CD+gIOjOJ7ynp7nlu8Uoza2q+mMxwoeUb+4esV6JCqnXkKOtxtZzRsx0WdcVuXwthPv0eYwwfXl1zPV+IsWVURC0pZhuirwtRPNZWLo2iRP0WXCRLaezaGNYu8NMXV/yN778ttALZItHp/IrKAn8ObfwLrq9EYeNjZNU0rHEsO1EUG0AWDVq8vYku4Ik0ETqpIInIHDVGjVWOEBXPqhlvdEbUCea1KjJpGgjCcylzDdoSvKdKREHZx6XYUSpQDgq6vZxQWFwiQblaDv1MKc5uFihtuB7LnPyTcyF//tobr4u9dYxoZcRgLkQZDaWHbkIghEC0Zjt6cjGFJ/Jq7in4n6KjAoeF5uRgD+db8uQGXKoMgqdjC7QWW/bzWUvPauo0U94dDCAGWtdQV45rt+DpkzH/xrtvspPJyxWjJreKKkmoOzbjZ7MrvlhN2aSaqRhSNpDIoX3ix+jA1s5do3ExoHJNESAYJWMGFQg+jQ7xqGBSPhaU2lIHR1SK3UQMnoVAbuHyZk61cgQf+RenT/nW8TFHSc00W61FeqqTsbPy+JgRXENMh06M0DiH1ZaTQUnwHheFB/QiRTy0PtDvHkK0vLi6YNg/5tOLC0Rp79NnVuAju8pilRblRVRopWmScqpvIg+PR8JFCeBVICoNOmI3ilytaUOg6Bg+fHZJzMC7SKWjmEoCVgWMtTQuUK1rvMnwPtCsHaNBys0pS37r2+/w5GbJzv3XaX7xAaFyDIuSQSmHThVkNBdReAL3D445H18Rg6HX36jYYKBzPp/fsFP2KGNObD2Vb9EbIzvvyY3hrTvHvLyZMqsrcB6VaTGkA3TQZNqwV5bMWs8/f/mcf+P+Q7TSydiLpFaROIYVmTwXwCtLSiwRd94UQhtj2nCj5CyFRLKtmsiTtuat5S6RXXIdyDo9XF2RJefhrrX4GCiKjH7RQ2clf/M3f4n/4z/4IU1SJlatyKBHWcG7t2/x8y9fMPMtRmuKRPK/dzwkD54mMwQX8CZiQsRFLaM1xLkaFcmVZWEizhgybUT+n4pw52syI0qpEEIy1JMxbjSb9yvZQSjFer3mcGfAuJqzrpdbbp6o2gCrCM6RhcCq9fyVR7cpss2a33ChFLnJiEbci0PYTgVpfSCLkOmMQKQKLUNb0CkK2pQn5VrInRGRRJZz/+SE8WLBZazoNImv4iPj1YrRYMCz6wtmjSMExbv39zk6lJHYZLXipl3TJFKwjpvxhKZOBo+5NtTR02oZWWrZAMlNTq8rhbq1YqQZQ8CHQN02rNcrchVpt0ek4nLmuVnUXDYz3rlzyIurS4KVAh0klHPtHOtkUrfb71FGy+nZnId3HwKwnC5Y1zWKyJ0HB9zr9Pn4dEG9Czbd55+fveBuf8T+sGC9rvDBcpINaAtPnYlNRD1tODoacrNeJtFEJLiI7hVb/p7WoEpDXKcIlgg+CqF4M8/LjKUNETIZze0NCz55ueSPTl9wdyQCmdi29JLStIfieLCD9x5i2J4x16sFj28mKGPTaFhoDiG8GmkZr/F1kAyu4JHKUmxRXFJTaqI0y1ajvKNC0c0Mq9ZvSey9ItvGDP1l11eisIkxsogtVVeRq1ezVa1EYVIaiUWISLFZu43KRroYa4w4DIeG4C2XfsWtXNjgq7ohthbHmoihckBsifoViuLbkCSxybsjRFZVRdP47SYfjPgHFJkEF350eobRMsMsE2NcK4/Dy7JVIkHcPOyNDDkqJY7DbRQibpSwwLd3cj6ZymZotKLIAu8djRh0e3jvWfmWlWshoQQlikGni1GK6BGfgSAE4zL5JFgxdMZXjqezJZPZmqp1/N9/9P42BuLf+eVvEYNnYDL+Xy+f0LGW67YWNVe6P5lSiXwoJN6QuM2eV+FoWkWsVdigRVaOBLIZDCF5lRhvUdFjjcZFSZwtlcFqxXKrQoKbm5rQeHyIaKu4WVT8/vpL3jgUJ+R3RwfUrgGvUFpQoeC8IEsJ/ZBNVAocFwMxCPlTGYVv5G+9/tZ7rK7HfPLsF/zKu99hVVc07R5tUIS1yJCj1ZgI8yanPyqILqC0IRjFfiH3+dHJPoSAzixEjdEBRSTExP9C0CodNZ9fTpIfB+zlHZauZZUkxl1tWS0aukWJLg1ZbVkojS40B7kUddOzMZ82gQ8+/YSffvgpRVfz8HCHftnjswtBdfTAAhoVIi2Olzc3fP9b3+Rf/vGf0ktrtVNYdAttiKyTC26uM/qdkjap4byTZzjoFnSODplVFdPVilXbiLIGKVZd60EFOkbIrf/N82e8s7/LSbLW97EhaoNXnmUtLtfGCIpDIhiX1mJ1JASDTsR058V2YNOAEOXdXLTyA62PZKoVRDPJfl3UNMEw6JeURU4TAm7dcrVcUqRcocO8w4P9fbq5hRD5xt1jFlVFkTKJAIzVNA46Zc60roXHphFn6Y0cHinWbpqKGBUtUK3WKLRwQpDPW3knYatGQYxidaLU1t9JobBZKQhnCMSm5nC0y3i2pk2SlahiSlWXlPh148XHxWaYdA8FB5W8rzZEjM5YNS0z7yhS8Ry9QlsI0ad3VBFCYL9T8HS5Tt9LbnYeDTfTisFoRqMUfWu2qiiAs3pFVlW8uX9E7SK/+vAuLsCz+QSAq2pJpiXmQMsmiEkuxo9baQYf2g4uyHuJEp6HDoqikMYAhCdZNw030wW+dfi2YbmoWOHppWLeWcOisazbFbFR/OLlmEIptDWcXYtMO7OKNgZyZci0xQTNbNZw69Yu08lFus+eMs+IwdDxBbOomKxvqHy+5SAN+gXXVcXzyyveevMe77z2Ok9fXrDb79IkhexkvmBn5xb15FRsBZoasoIYImGD0LYSWKlKhfI2BXSmNbLhF/mIKQ3Bt/hg+OTFDf3CUrWBz8ZSRA2KDofDDFU1DPpl8qvxYBQmPfefpNT0iESQhKg3vZs0mkAWUlCoSkVyQsLlXEyrwnlq5Xnz+IhxK6Ib1REfrE1jPixKPvPS/P5l11eisMms5d7ukKf1CnzYWo0LESywdJ7cWKLy4DWJa0mTiJ3eeTKlGeQ5RM288Swb6cq/f2cXXnqyvCSEgHNOkJk2vjJPk/YQlCYERWYNOssxqn01ikoM8aZqaK1AyW1wtLScDJPUNMukUkas6k2AaEl5UnKF4OTvIMqoaDUqwE6RM8rkQGlp+dXbx5TWiidMaZmMZxhjt2S5bm5Zrit6ZYbWmnUTsFYLwTLZjPvgqdrA4/GcH33+GeumQSmDzeQAAfgHH37Ce3dukxU1rYo0waGMSpJY+T06GJxyKRhSpZBQUM5vO0qlLCZJwEPKaBExUSBsFBlKOrcmQNCOXpajnaITdHqWcDleSDMB8h8hYowiBs9nl/Ii7/X7HHV61MsVKiiCj8TQilw7HTpqkyMUhJyIEiQNpfj20Y58sdUp1/UKpzR//MHP2SsHPHjtda4uzvGNPNPreg6FYamXRAZkxuBCwATF/UOB01WMaDQhRnLEWFBrRdR+q+hxIbAOnp7NOFssMB1FaB0HWHbvi/z84sUVrz18nZ07Qx5//pzRvZKdmxFn0wv2R9J1zqslrHJ++zd/wOz6gl88fc7EtbhqyU7qTG8d7KOxFNMJP64n9Kzlw8+f8fZrb7BKye8xyHtyOx9wwYLC5WQdjdIKk9aGzaHxAd8GFq4hywyjXpesMlTJsGvZtExcQ0x5Qr0ix1rDn95c8TSTd/BX949Q3lMFw7hao5WS3B+0oGDIuNV7sZs3RKLSdApD20a6duPXAaOiSxfomhytPK1zYi+/OdyNomcNRZmDNljlGfRzHu3scysZe+poyDIh6BulsdFTGotREZWEAJlVhKCSaZplWbcorzCR7ZqvXKD2Lba1/OzpM37w7gMwkQwDaUSijUpjUy8HDgaiGI/abJOlkwqMaNFGlE5HvS4f+bglKvsYsAa0b2kdEGGvm7NULaOYzNAyI8i2lvsYPQxtydwtUQkhKQwiO/cKZYQsuvSeg2Gfz89EmWhRrIJnvazpdQucilgUlfcilQaCjnRVRhNqsizj7uEB48WSs2rJTVKWGUTC3bWaynl0UirF4HnYk3cnOhn/xRDY5Kl0iwxpItO70zSE0OLqChs14+UKrRWrtSOms+KLJxPKocGYASd3Cz798pI3v/GITx5/wdVcCpujgwEllrlrU4Yg3L/zTVb1pyzmaXQSFMPBkFC1dPOCP/vijMVqzdqvqZPVxvHeIXf3LTfdnC9fvmA9X3P73hEffP4JD/YlVuDw6ID791/jYvoCpZxI2G3AaM2GE+5dJLpArjNUHqERG5AMhd90jLkm+EC3KHAxYrVmunKUFromKWTrNafzBQ/398BFOYOUwarI+y/Otu9ORLGd+6UJRgiB333jAQBNVHx0NuZytiR6J0KXmOIU1GZflfXz9u09au9QWlE1LSaHRSN7Qm7zNI7+y8nDX4nCxmrFIMsoF5FQGKpkzKSslnF0SrBVUZzSNhwbnLxonuTiqQQ6C1Ft4b5Pbxbi8aIyYgh0y4K2duhMbWfKy7aFiHBapGBGR/jt/85f55/+w38EQPAyE1eZ5mD/mJubS2R4ZHHJhC3eaonRkCWGeIyCOuk/5yrsjQbviEqgbJsWmIqBLOXdFErT65RordBK0TonIycU/RQsNl2vyQhczCXmXhlDT2uKLNsGbv7x0zPyLONPPv0M36bEjxjQQW+L6ap2/OHjLznYGdH2RF1lwivfDpDRU4gSZLjt52KU7J2EcWsjapwQAy0ygtE6ycLVRoqraYNskrmXIDujFc5FJsuNd0rEWvHYMAKi4aN0oRsE6SdPntHPCn753h3yEGhaT1BS1KiNwjgGuf9aRn8qqMTN8aLEQH73lxeXoqwzETs0fH76jAOb8ej1hwAc3FywqBTXzZjcWnpZwdVixoOjvfTybs1GiRG8llymqBTG2O2oriVjPlvx/GLCcLfL23nOnYcP+OHzp0xfnAIwzHf55d/6bf6z/8v/BuUyeBo5ORqxlw9RyYk06xpu5itufvxz2lzTNi15YVm5liw91OcvL5LnjyFXirPlgizUBBMovGwpHz8/4zd+6Vu8/to9/s4//T3irZKmaYSPk/YjYzSDToGOGtU2VG1Lnht2+iWtF+SnrB1X8ynKyrOdVA19m7FfdNhMov7x6Qs6REZ2xIvlFYXNUmif4mgkSNT59VxGNUZTZjnDjkEpwzTUZElFsljVGA1ZrtK7p7BW07ZqG0xZ5gqU5eXVhCdXC44PBkyma26Peq94bjoSo5Z1GYNw8kJEZZosFUgqCkoSGk/RKalbQxU8s2qNTmjM3W6H3BqaxvHol9/h7/z4I167c8DRToZNP9OGJJOPUQJjEy8ngCSFA1iDYTNqaYnK4VdLKa7S9xLJc2C9rjEeMqO4d7iHNZp1GrH1vKy7jdoyIorM47zDJDkYayVNlk/eXSRPHFsoRl0p/Pq9DvPZmpP7IzIjYbevJNJphBQ0KE9fF3xw+ZK39o74fLZgXK22e4QyhkggeMlN8ypwr+jRN3a7twQjKd1ByR5YZBlaBbSyrJPjdG4ty2lNZg2X11O0gbptGQ46fPhcuDFVjOztnrBrO+wOSu7ducU/+cOf8vD2Pv2RZPmNJy+ZKgcuMnErDs2Qm/EndHs9an+e3uWMUoEZjohGY6zHuZZqEijLhMx3Da7coa4v+JW33+Kf/eR9VrQcdPa5mEkxv7Mz4g9++s8ptIVgiNQoStn3242DurgnRydNrs40Ooh5a5VGflknxwRRexmtaVIzufZ+68QeY2S+aJh115zsDKlmNajIF9djns+n8iwwAgxoDU70gT4EXtvdIbMb52rL9x+e8Gw84/2n5+Qq4sJmli7/5dvIb/36WyhtyGNEJb5q0JEi0SRC8PQ7+X8LXvO1Kurr6+vr6+vr6+vr6+vr61+h6yuB2DTOs6xqhnnORb2mn7gLy9iIrh4NAQqd8loT09trMTzVQeG0JO9mSotqI6EET+drSpvIW1EcjMvckBmDTh1TFR06WhrnyYhJ3VPxX/+Xfw+boM6goswQo+I3vv8D/p//1X+B0QVGKXpd+T0CH/qUcq2FfG4gOrbGcTq2OCUx8x6HcpoPVgt6NmOdKvlOpjDaJBt0qdQP+gWLVcOqTcTgMmNSr7lZrsgzg9WWXpETTCT9Gn7+5TPq2kk2ThDUQ8i8r2y/Nn4G5+MJt/M9vIlUqqWmpZM8fFrSOCoGYgxYY9DRS3ehXo0NG4RLkIu4QTpVo2m23iCaXCtxLvagY6RpPFfLNduWQBnq1onCwwrRU6zJDToNuXudgtoH/sXjJ2Ta8J3jA4Z5Tt22YoAmtw0V1StOROJOoSK9REI+2O3QKd7g7//8C7RSnF1OBH0phsyeia/F7sGIImj+7e+8yR+8/ym2V/Ldo6GMKLbETkGnFKLoiQSUirigtmtMxcCXpzfkww5F1qUe7PDz02uqpd+SWv+D//n/jP/93/5fgTboTsAGw/lswcODYz6/GQMwvplxcjikalsMgTLPORzuMKmm5C4RsGPD+fWMN0Yjjg4fcHp2TpZ3uJpP2O8L4fB733iH2WTMTz8Z4/oa6w02F9MvFzdE95pR2WHZrJGMpIAOBmPN9nENCkvrS+brNsUxBFbOwStQEN96yk6fkLgfOYEyM8JhSUK3X9rdY9xWXKxqVk1N2xoG3YxOZmkS0hJCJM8tP3j7vpBxoyO0wsMLG/WQ1qyamp99eo5znpuLBcYIoTfbEOaDEy+mNH621mAznRBcWasxSn6Y0pZYedZtyzpEht0OOwmNsQTapiVGTeMCf+O779C2nk8nU17cSOd+d6fP4bAH0cgIHI9KHh8mdbgo+W5C+ERQ4NiSlzlNUnuhFMoJiX/YzXh4d59IJCizRSlnCrqthSiqIVFzKaxS7KQ9dd3WKGPIraKOgmzqYGii5637RwA8nUwZL1Y8VLvkylInflFulEREAE0QB18VZHj4+c0VJ/0By6alUU1a8wql9Za39Hp3h561wofbkM9jEN8sW2z9cqKPRPzWk6qqKzKb8fLqhtxK9lS/W1K3jjffFDfgel1zNbvhjdf3xYm9rvir732LynsupvLuZGgmL2cUA0u3VzJtV+zmI2wUpBvgeGefuqo4m4zJ3YKDsss0X2CysFV3vnx5wbQzIbcl/+iPfsLB/i5VG6mXY05uySjqPPF6VBFZto6sm4MJ1Au/FbppD2Vp6WaWKiHMQUWqpkYlLmXwYvonJPpAG4KcL4EtB6lxgUcnOwytYT6eYWIkdkqmviFLSK+PEYURVFQJ3nk47PD67u72vUCLj9eDgx1uVhUvr2condG4Gp2QQ5NDqTUuNCl6xlBYResdWRJumETp+MsHUV+RwkZpzfPxgpPdISPVstrYowbJoZHweTkwcqVoNqzyKDBprpLJXJA5otZxa9T0K0dH5HcK2hho2pqqamQT1JF1LX/noDBUweBdzYvxguV8zb17t9BFwfm5BFwm71GI8Hf//t9F6yypGSLrpNrQjTgeB23RVsY22kWZ02zJw8ngK0ZCDDxt1ux1SzRKOELAqnb8/Pkzvn3nLjpC0zYEH+iXltOpvDCWDLzkSy29J1eBaBTOKT6ZXQPQNE5i5gtLcC1GG7TS8uJsJPM+po0xcnY1SSO/wMHJPt1sk4kTmJuGtvUM8wIXBMpGaVw6lNt0qJNiKUxUtErTKL+FnZVRlEFTx0BXWxaLhvm6QkW2KptNEKDzG+dlOQ6UVuhEhKtcUp7pSNU0/OjZGe/cucXdfo/FXA4UjRAHY4ToPVGRrOgN+8l1WQO3R30GZcaqdWgdCRrWzZKDPSEqf/TRF+yO+oTsHrd7BS+uF3y6WKJC5PWTEQDdskwhiOC8FKLj2pNliuVUZPUXswVlr0PTRgI1U7+mcWsOBgOeXMkY7m//p/8JZ5dnYBWzcc1o1KGXW9qmIS/kM/cHNcdHd6nnU3qdDo/PJlyuI+PxGpUkWPWsBqWZ03JUBt576xGPX5zjKJguhLT569/e58nnLe9fPaHf70OInOwMaX2gSrNybXNanw4YBTazKLTYIGzkqG1kN+/SywKz9Zr5Wgza5usau4nAaB3lsORseolRmsbLKEapyDCNVnGRw6JkRxfcxJabas28qmQTbjfzxYBWBrQhqFa0y4m3tbGF//JiyvnlgugVFotXckjG8OqAzayMiY02KC32+1YbjArbkXFA5PnWaBZ1i7cZJ7mhAEh8lTakAyN6vFLE2GC04dHeDs+msg4fX8144+iQeb2SkajS+CjquirlE4EUHzGIEikS0EbL4Z2EElVTo6Pw3h7e2pfgXuT9KtOXtwaCbrEhkqZMwu1RiiIdlFXaUxUyTlpFUXxlwDfu3wfgJ8/+kE7XoJXCaY+NSowHYyakfQClsESikn83oricz7mbFzzeFmORGAMhwqPuDn1rcKmpemXeprFaCj6phKVQa5oGkw7KxkWWzQKdmsVRnvHp9ZKZa2jHcp9pFX/9e9+SkGEFs5uGz148xcWWzMi7czNfcLzbY39nwGW1pm5bFmbF2fklv74vSq5rHJfrwHtvPORHn35CkTfoTCi4b57ISOuLl1/Sy/vs7PSZLOesXY2bLun3Cy5u5H3XWjHKO1xUc8oyp0ZsIGIM2+9e5IZukbFuhc+ijFAPep2CeXoHg9xlPELc1ToVOVqjTCoYRzvsdXKquhY1qA9k65p3jk74k9UzAJb1Wv6qlxHs9+/fZpCX5LnZ5o6JGEP+//fuHHI87PLh82tUDNvmYtTrCFDQerFbIaC1oWocKjWensgtY/n0q04eDj5ItajloK5qmQcXmcZH0fYHJcVKBluCqNYaY0QCmMUMRyLYBbV1Ge1niqquZBGVGd7KwzMx4rsbb4ceVmuqoKmqJ8ynFevFglFmXoU8Vk7sK6IQQXUUx1HJHZHvEbXkGXmUMMwTN0WcWZKfAIo2Rsn28C1RW7IogYptQpmyTHOzqvj04oLXD/apGuHk3MwWWzLqcu3od7vYPGfQKibVjKaFT+fXvLwSgmhvr8t8sqIwEIxNdq+BTpFv1Q2ZjvJSoVFGkxsgasYXE2625P2IiYGyKOjvlAyKnEuWLGO9JbllRuOiEyl0kiOFKGTvJCyjCJp5bOmRMZtXrOpGkABFIiZDkVmxgg+ByrX0ygyXsrM2rrkgG7Z3oppSUfHFxQVPx4ZfPTmRNVUJX2ljF66UweF54/ZRUisBIXC1rli2LRFRLimlyMqcz5+LSuLO0QmXN1f85P2P6feGHBzvMX7xglv7xzy7EbLl7VHgsN+RjTlxFhRQ1y1PL2TjrfHc6e2xd3ePH3/8MUpLrMf5+HLLw3l+/QJrNetFQ3+YE3xkRcNQG0Irv6fXLXj68hkdW3B/p0N4eJtnT1+wO+hso0bsvuGw6HE9X/Ds8RmT+Iw7+0Pu9g5ok+Prf/Hf/EteOzwiZpqB1+jcsKodO938lVOrapku11Re1CImGJSNtM0rh2elAiHKMz40GXPXYKyiyHPxbAGKLOP85TW+JwegSsqgJjqKzXr2Dd5r6qbh9rDHnU6HOgQ+Go+p2ISfKsbjmRgzeEFob2ZzPvrsYhvyiBa7HZXeuBADyovcfOOZ43ygyHJpllJeklYSQrgB4TbeJ7Oq5rPFkgeZRSlLHSImITYb+aPSG1KtIvpA12aUXfkFs9bzdHLFYX9IS0iZdE1Sgb3i4TStx2iJB0naFR6M9rlKflNZ0Czrmjdu7ZHlGpviC1QAt5W3GFz0lCEF/AYhH2/CZAEOig4r11IHh1eans3o9fr40DKtE8oQI6gMpSSkMkRJhw+h3d4fjSJXydfEO4gkFNzwrX1Jyn4yG0OEe1kXhRXeqjF452VvQJStmRKSsUqIWdN6bFBbdd5stcZ5KIsclERmrJxDodktZa1+/9uPyLOMtm4IzvH09IzKryBmjDpJebd3yHS1pnWQNxqKjPH1XPhGhaC4i1XD0e6QgKbMCuqqpsw09/cPKUpR+T08OeHJixtmz9fcGvZZ+Yos61H2cl4mgcOdo0POZzdYa3FaXNtXMwk23qAfkhMv6y+qmNasYl41Wx4gPqCsFDx0LLENeCXI3oZL+frOHk3bbrmhCkWMHttWGJMUxJnF1eI/9Y3DQ0adEqvk/PJtUueZiHJxm45+d3fIfrfDP/nFE2xSto52BhgfwWqMl8K/cZL5t2lOK9emoM+vOHnYaMN0taJqWx7sjzjoJL+SWLNshWDaJumZC3678fog0rWs9TgaVCmIRZEkuiB1gE4FiW89xmgpiKyBlAOllcIFT1033Br2+fJqitUF7SpwZ1fg2bIDZ1fT5K+hQAcWVc1et8SGzTgmMChz1lVL4zwYgw8eo9miDU0MPKvX1MExTHLt2rdCqNx4wmhFoS3PbqYMypJSRdbBUQVPkaqoLMtEzuwUSnmCtnT3hnz3YMDwG28CsPYt14uGlzc3fPT0lCY4tFG0bdyoxmm8+BaQ4g6MMRTWMp5XbNifWqlkhd/wxfk5B6MBu3sDKtdurG7QQZRBxCDFjoaoNJlR5OmH6igb1my+Eg+YqCGFgm6S1l0r98soUegoJUZf3kfatDl7F8UXBYVK8rM1YJvAn10KWvXu0T65izTOkVmDJ9ItSlD6zx1ehtObmaiwtBSmoFnWK7KO/NDV9QW9foFTgdlyTjuZcPf4NueXZ+wln429YYc6IBBwjJIFo2G2rOmkbK83O0Moc7prTfCRcbUic5ZurlEpMHE+XeGVSIVdrRj2MvIsZ75eYDcyf6PpFznBez47u+b+/Q7LUQblLp+ffwFAsBqMqA0XRoIRn42n3A85Ky/okDGa5zc3lCajziNlHrBVhcstWdoMazQhSpeJ0rjg0DHHZAq3IfgHsX+3Hm7qhrppKWPGrd0+1yncMy87zOOKtnUYa4S/KJ9ii/y0HlT0FEVJ7RytC/TKjO8eH1EnkvbZeM7ZdMHNbI5CcXU55Wq8EDJs2lRDiATnUwSExRol5oDYLfGVoPDOY4wI5gitIBBGb0LvCUQWPvDxfMb5dIbKSt493EPxKiFdGYPVOUpbDEGM/7QG3BYxJmryLBfyOzKqs1FsK0JSxyjVbJPlk14SfOT2fsnVdAeAn5+e87/8H/wuf/eDj2iVKFWUFj+ZzWf2ymGVYaVbRiFnI2uMIWwtNKKW9eNrWLWenUEf19ZopZgvpLDxlSN2Ih9/ccFbrx9itUFHWTNZ+l5ayWHrQ6DQCo2lNAYVIi4hNu8d32U6kULUajGAi9HTKyzepT2zbUBr8qwgRoWrJRtuUa9o0oFrbI6xcl/m65ZptcYR6RU5v/LoDQAyBb5pMUphi4Ks1NzWu6zaislakLE3bh2xt+6g2xkv/QCtHWakGd/M+GQuPzO7POPu69/i08+fsrd/wIuzU3Kb8fJmwZ3DRB42JQ9OjvnoyXPqtoPRlp3+iNPZlL1B8pbxnsPhDst1hYsZMYpABSXWGABGa5arRlBJpXDOA1GMPjcItjIoJwG9UUBsopcC8KAjZO+6qgUxjl4Umlr2TqLirVtSZP7k8TNQ4i12a9BFpxFsgE0QvUwgkM8YMJgIg07O7/7SG0xruT+9fkf+ToA6RnKdYWhRVm/zJJaNZ9e+akL/ousrUdh47zjavcPl5CWLdc1uCpVsV1KthhgpVMbSN+zkJasEh3a1RRtD3QbatqXIu3JoKY1J1WKmzZZvY40GFSV7KcrGBNDWAgVqBYNuIQngoSUPmvkqHaZRs14taZDN0CNck8mypt9Pm4aSytv5CqXLxAVS+NZz4YUbc12tGeUFJTnOg8fRyTLp8lObaAl4Lam4jy+v+O7dI0ITULEkbOEhOUBDjFzOllws50znS+7f2mfYkYOya3J2jgp+7Z17vH9yxI8/ecLleExUrzZerQALodW4tsW3EZ95xKBgox5SSS8o6d1Xkxk7uwPwYVtotUkw5Y2SQEWt6aFZUL+iz3jPeuLk1/pkXGiUyHs3fj9aCqTcarwOeBdT8RRo280owUh3Y8FVDh0NOhOez1VSJfyzyQwV4TfeuEvRGmyMHO7siFfIRlSH4r0HJ/zi7Ipl1UjxoCA0UK/l1Pn+uw/QRYeffvGEQa9LjWNUKR7cuUuZSQf32YsvCY2gS4Nhh8wESpUz6mfMruX37Nw+4cOPPqV/OOKw3+eqWlI1La0TfgFAaCM6i/SHBY1riaZk2N2hqqYk7zRWNOyNhjRqzcv5lOXjLzk+Oubp9AqXIGUVFKfrBSNr8UGUb0WZcXE9oZOahmHuWbiWpat47WCXnd6Ay8WYejqls52nZ7Qx4pzH2ojRlrptQKutJ0zbtpA6xPFKCoTWt7y8nkrzAAx7XW6qaVrbiALERG5l5RZlypMxodKKVe0Z9DI8kd2dIW+8JXL4p5fXjKdznr6YUK8bfCty08ArJRdBMnn+nG2MBCLGdjt+zYxFI5ppA0nBJmhdnoqBy1XDedtwej1DAZex4U3XyqGR3lOp9xyZzhLirAne03rPQIZW7O1ohp0CV7fo4LEKtBHfpcAmAVmaE4FF5ENrIk3tGVdJzeQ8P3r8lCZGMqXwSkw6vQ5bl9qYRlyZsSyjpxvFggGlt8pEHyJRRzKjOeh0aaul/IyBKiEA3U7O2gdRiyJ+Pf0so1Vxm3oflZhXKqXJiRilk5QsYtMBt1rMGfW7XC3mVI0guJ0UGBvSHq6jfF5tNH7lUDqymNesfJDxFNDLcl7WDYvZCovBBsXQWrr9Ee9/9CUA33n3Lp0sI9eaqnV0spzaeVatp00hoR+dPme+cvzqW99kMf0Sk2kOleWdR2/xybmooopuwRfPfsFxp4euK0ajHXy7ZLeXs65TGnu1YFU1HJ/cYr2YybRArVlNlqhR4iA1Hfb3C7S2lK3jerxE5cIb3KgFKxeIGhlDRvFJC1GjMrPdo1QU53qVgpCF6yb8xDeGu3IPlfDNVDQoLXupD5FgA93kV/I7b9yn0jkffPmczOqEGkV0ZMsdilFhlAReKa0kVyvIhKJI6KJVSsaJScWmCFwvG/Z6nVceR0bhN+HRf8n1lShsUDCZXlHqjNPrKcOhdMK7WclZu0Jniso1KAXr6Nh49hqtqL2DgSS03s1KTn0DoWW/uwPIxmYzi1YRbTS5zQS1cClmFtAdTRbAek+NxtcO01dEbVCJP9Pv9HiOYh1dIhZGmhDQmi2UF70lqICEJdQJGlY8r1dU6Wd2i4IYPEpDhkmTV41VUKUWzmhDVoDxGSE4vpzMubszolm2LBJ5uNQaGw1XixWfnJ1jc8N4WfFyNqNNHADferpFlycvr8m7lr/23lt4obbykw+ku1+2gV6p6fRKfBO4Gs95fHGFUmo7HjKJ97IJQcRoXry84LW7J1wu5cDyOkhRQyDTmgLNIjqImpC4TG7pCaSYBRUlpTiCj68suEubS9EWAhqDc07+vg/b5y5IqMY3DmJy7USLo3NCz3zwKCJ/9OQl9/eHvHdyTGkjgQyXkB+NjCr+zW+/yR989ozrak3TOAoUv/HL0gne2unyYrriB4/u8exqgu2W3Kyu8JPAW++8DsDtw1u0wTK+GfP05YzhsGQ5nfDmm4cc9cVj5JMvn5GVluvzK8azJapjMToQAqzT2KxTWsrccn0zZ3c0ol16hg+7XH1yzWt37gACleddxc3lmKEpOTi5S7Ne8M6Dh/yzX0i4Z5aDJGprFrMVWUcz7JTcu/eQ5+cij93v9lhMX2C1ZTyd89bhHuNFydrXW/v9PaMxPmCsSmMCGZJkylKkAkCrjKZxvLhasnQ1REHE5lXD/X3hKS39iroJYo4YI5kVrsSDTo9VqtiU2XhtiIGjSoTJtij56WfCE/jh+5/hg+abj444zEu0tXgnhmIbk7GQmglClPRuLbZ1KjNkCTm0mZb1HYSMqbVYQayJzDa8l6A5LnLOewVXTcXKBWauZa8ot6zojYN2/HMRLqhEIPfyt473uyi/Ie4rshAhBDa+riB8EwHuNT6I0R5Ksawb2qU8i2/du8XVsmY/z5n4BpUsECzgNrBphJZAYRQ2SOyC1TkEscAAQU2cyuh2u1SrBqIj6ByNoizkme4Nu5xPVzhj5VlERVSBdZAAUWR54YEMMb3TGjoorn3LPCFandBytlqzkyToRkkQbJ3iJWT9yHNYL2pc65mvKuHiWb312rpoWi7alk6ng5tX/M5v/w4fPTnlW996j3/0T/4BAOeXU+4c7RC1ocgtWkG3m3E6nlBtxtJa4XzL51cvGA17PD89594bD2izkm5XCtHPn19z/+5dcjvAZJEjpfj0dMzR3n1WUdDO2eUKlcHFy+dkuqQpPaXrU/YUWguqM6umvN55k/6gB/WE3Z0dno8vaZzfjmwCwg+LKjnVWzkHAhG1jeAJScLvU7Gjcc7z7tEhZeJA1q4lBilepW5K1A4ENQdYNw29QvPrD+/i6kZMNTPhXG7drYk4r2X9RpUEJxHvHDYZIXrtpYGPiszKut/pJR+lzRrz///Jw1/Lvb++vr6+vr6+vr6+vr6+/pW5vhKITVnkDAd7LCbX7O7d5ckLgQV/6cEd6kXg0jcYrcm1JUaHSTC4i2B0JkFdueHzqxt29vu05PzOO8LwL8sM7wJPzq+4ma/oakOvZ8m03qqZJssa5x1tiJzOVyL/zBWdskNIRkmDQZ/S5pTKolRE24zpSqzUN9lWlXbsqQ5raqarmseXN+yejFDR0smk85o7R6kVFpPgZ3EbbX3YGga66CmUIbMaHwzn8wWjTgejFN3UMT0dTzidTbBGUxQWFwJlpqhd4P3n4jb5zr0Tooos1g3r2YonasyoLIkxcPuWwJgZYkrWOMf+fsnycMTDkwP+33/6AXZjox3TnAnSnDiyahwfPn7ON9+Q+/xyOcZFT8eIMdPaBzEYm3t8/SozyCotYX5ai4AKhUIUW5DInqJHFMjVwmrRUhR2q/pBRVrvUpihcKa8D0QHMcH7CoHGXdtyOp5zMV3x5tEev3r3CLtBfgIYE/j84oZpXRGD4l9/8zX2euUWkYjAyWhIr8w5Hnb54Nk5T66X7BQ5l9dJkaEqrOrx4OEdvnweaBZz3vv2Gzx9fs4yQbJBwV7H8s6dO/zw8VOWTYtrBAnbSx3Pyjfs9XvkNkOZnLv7u0QvJnHTlUhWh2XOeDpD4ekMulzenLJcVDSrFd+5L9yqnz39FGstrffcu7XP5XxGta54/uJz6Mh9Pl0Lt0H5wPl8xX/541/w7//GezydLbmYCdfifLXCGk2uDDEzkjsElGqLpuNdABdY1XWCyyVKJCpNkYz1Pnx+ic003mlsplDKsFdkYiKXHqlrApkxBKfJrShEcIGoQwomhH6nyzIEJsuKg04XX9XUzhM80j0CuTW0IUDQGCV/KyuiIA9bZCPSeCGpKqVpcKy9p45sJfw6dapHvQHXdYPOFT+9nvBXbx2TJ46fNiIOiCEkJDLZNNicOkVy7HT3ca1LuVcq0SyCKCM3kmedzOuT6kWgmJxOWfDO3aP0Mxs35MgOGZNYpVdKb9/TRqVoWhcotBY7jOBRUUQYAP1Bj2rVEF1Dljt8Ldy+VQhbg8dbuyNejhfoXKEwaBVwypBrt0W9vIooL+TXXGl8CCxDxES2zvAKzcK3HHY67BZd1usldVWLKs28er/q5Zq1c1RVS1lkZEaxbD1nm/25FrnxzLcUVvHzD37Gu7/0A15/cMzf/Jv/LgC/93f+cx6vV9y9d4Si4P7tIz758iUnu0M+fy4k/2GnoNfZoeyMWC/P6Y+GzKsVFy8vtsanBzs9YuvJioZ2sWLn1jFH3RHj8TUql3s42hmxu7NLXddcNhdoV3AzGbOe1xw9EKXk7sE+zy4m9MyCwaDgeNDl+Vhc9es0shn0SlrncUHWmrEZOP/KeR0ZW3pxOSUawTR//c4J3SzbjiCt1jiiSO+jPButNT68Uq0aZZmvV+z3BxJVgqJpRRCyIdnENOqKIeCix5AREHPcbjpzG7dGBdBWS6ROlHc9xrCFII3xKP/KEuIvur4ShU3TOt54eJvPv/BMxxOB74BlVXMyHLC+uaYychODYutZsfZQZg6lxM03ixrVGLp9xcdnomr55q1jVk3D5XhF1i3odDNOr6Y8PNrjZikb+GfPzjA2553Xb/OL0wtW65pcH/PXfu03yAbytH72p7/g7uGI1w4PuL3TY1E1/NP3P2S5cNSbJFNnma7WfH4+5vH5FK80g7sDcp1treNNiJjgqb0j0yLDVspitkxGKdhclJdAVD2axzdjbg2GPE1+Js8WY+GhhEhhLBBoQ4s1Gp/Iez/56DFWK4b9Lt97+JDKt1TOs2wcpJ+xVoiB+50ek8UK7+FWv2TU623dgK2xMuZRKSpAZCcYY/j0ibjmxghH9wYsvXi4hLUjaI2v/HZT1VERFJjMELzIfQXSzLYqtk34J0pTVSJb7nUsTRvZSF+CJ0l/NxOAKH5BbWTjFGB0gOTmuV7VqG7OhxeXjDoljw5k8+kUlv/qxx/z5WSKtXDU77M/KrEhohM/ZOUjHQvaGvZGA97LMh4c1zyetlyei9fNb7zziNPJlPOLZxyOhrSF5snjl5S7I6aXkgg8qxt80PRLi1UW72qCUmTKs07Szo4pmMxq8jzjwZ1jnp2eomaG23f3qNdCxJ0tG0JU7PWGLGPDarVGo5k3FaNaYPDXbt3m6bOX0DFcVyvapmG8hjbzdKJs4JvsNapItHJA/99++DMA/p1f+xYA//iDL9GlotCGTnRolVGUFq0lWkSel2GxlqBDVHp+yOZ4diWFn1KKEDRKexonlgjf6PcxBnoD+czV2uF9xAdPYYsUCquoVw3jZImfoegWHX7n17/LR598TtdYaMDa5DxOcvPWkruTW4sLDh8zWhe3Sccq5STFoGhMZOk8LnpyrbEbuXdUgGI3s4n/09CguF7X3C2kEPV4YpDk7NxqIVjHwE++OKOfSOMx+FSkK0icBNH/qO3pJS7fMqpTyoKKTNctq7jYjgmslhw9FR01kYEpWUcvEvZNz6EiVgkzZR0cpTEiM3ZOfi8Q1hXGN+BBFxlBtUSV5OZp/znolnzv0T3++MMn/PQXz3n7zSM8jiNVbA+vgHBsmhhZuxarDZlWIsxIn2flPUObMa8byixj1OszWy5AK2KzGd8H6qal18nIjWHRtFxZTUVglUbGq9rRLla8tjfi0a0dvGu4PP2Ij4InD6+aprb1PD294M0HdylswdsPbvPJs5f/H/b+NNi2NM3rw37vsIY97zOfe2/eIW+OlVWVWV3VVI90VXdLQoDADgfYQsYBlhSyHQ7ZXxxhGQ9h2V+IUFghHAjLiJACI4yFMKYlWtAN3UAhoIeaMyszK4c733vmYZ89reEd/OF5974Jqm6sD22HqVwRFVX33l3n7L3XWu963uf5/39/xgnvIEGUS9TyjM3hgOg73D+4j1IdhiO5DsPFgLybczY5o5MNqC4viToSFBRB7h2bW6YXl0yrBaNel2lVM13MyEvD06dSRN28tcvl4px5Zrl0BY/PTul1c/Z3Nzi4XCEpRMDtW8kXDK2jtJLkvUot15FkwVZgIrd7QwbW0rQ+6XJkxFYYjbaWhXfCzgqCE1kRy3z0aBSns4pBt8Qva1SMNFWDSSMtpcSsEZVKm4IgkRfG0OokkwiivdFGkWPBaKIKNM0KGwKzyZJht1jnCP6g44eisAlB8evf+hbTyZJrO9scTy4BOD+/5M1Xb3BrOOK9+QXeWoJTa8kdOrLwkZ41ODTFqI9vWjI6zObSaVm6FmUzhr2MXn/A7uaQ7z474oNvv8/hsehDil6PvVJzdLXg/GLOxrjPcGPA//Wv/D94cf86AN1S8/k7d/nG97/P9sYdernFLUQMN0s3V9lVtAuxEOe9gmpZEyqPKmV3CqwXNqs1TfB0jaZuHcoHigTRyqNEEzREOjZHKceibfng+ITTVIxZI7biqMT1ZUKkUYom+nWelNUGHwNt3fJwcsHtrS0y5aSjklTuHWPpFgXWKtpWdpyND/xLP/kmf/ub7wFwdHYlCouoE0QriNA2+jXyXYVIL/aIqmLhG3wbCb4F4npx1iK3FxsqIlYrrHRp9Hp2b0AFvJddt7ISF2FUXGtj1vEKOmk/dEwC0bgGBoorRhPRmAKqVqzov/noMU/SwvLF29d4fHmJUfDq9jafvb6DJWDyDiHZ6jIV6ZYFTSNWSWstW93IINfUGy/K+TKaV3eHzKqWx6eX+DbnvJ1jj5ZUUa5Dq+Diqia6c1olnRoTPTZaBh15UC7rBmMLyizj8dFTtJGH4mx2KQ9GYNgbsd8Z8Z0nH2AwLF2k39O4EDm+FKvp7b3rNMWYyra4RYP3CpNpKuXpIL+rpzUXVSVdMB+xwWAM1N5znizGv/eNOxS5IfjIZev4+GTCYt5Sm0i+WgxDYLJoUipzEjoayJTmqhXhq4htgzjvUAysoac0IYM6ifODE6x+mVusAeccW/s7zOuKyaxK60Tg2tY2P/KTP88HH37Ek/mC/TInRLWGdhojDwED1K2T4iFIyK1OT9yniyV9WzDsZJzPp+JGDJFgFEWClWk8PigyLR1UpTUmRA6riuuIaFwrSdNWWtxUCmErLULDmzeurT+XC8hOPAbcqsOiQ1LWIKGfRuO8YuGqFEMCTQXd1B1SSkr/qEUIb2PEKVginSmAHCPOvqCooqNeNuTa0Dc5o/TQaVspZASwKS5RQoSgaFd8MCJb/QKMQvUyHh1dcmNvE9VTTNqUWh5F/4FWGK2SZkhExKvg36AiRVRoY5gsa8qRwWaG0HqylAM1bRu2NvpczBZMY2SRK5xrmdUtF2eysfrCC1tsXS8ko02LiH12fs6tm5pvfuO9dG3UZCanqmq++d5H3Hlhj93RiM/evU3z4Ufp+9G0MTKrWgZ5zgf3nhAyw+3tIZtWzun4mufpRc3x1YxOWaPCmN3xJpR93v7+uwDc2Nlm0FHMHCyDYjAasqiWOALDjcSbsn1u9RsmIYjYNossXMu9p6es+p2doqBrLfPW43UEJ53doJ3E8KzWMaRjV2rLi8MBTZT1cb1GoaTrog2ZzcRF7CI+tutiPhLRITDoGIJ3dAY96tlSQmwreaJmmcHmVoTgSCxQ6x25NikDUTo/KnpUkOgco7zY/DMlOYjAKze2eHAxWyMhftDxQ1HYDHodojPU0bGsluvsCpMrnhxPuHVtkxG57FA0a4V/iFATmFULtvKC2nqyPCPQ8ORQdrjdomSxaNjZ2mBZOx4cn/Hhx4dooymSsDOPkmD9a29/RPCeXpGTxx5aBfJMLHXEGVubXX7k7i2uFpFHz54yGPa4Wrb0u7LI39wao8aBRVPz6HTCuVV8djTmlMB5shx2tKERLK9wWZQmN4o6ehZp7NXNcnIjacdXy4qZb5ktGlrXkK+IlDESlYj2WhdwieDZxsjqxolotFa0eB4dnnI2mfDS9V0WdUs/lx1lL8+xRmyjSosV9/hqxuT4lJ/74qsAvPP4mHc+eAgxgfS0kfBJJd8bQOM9Tw6PefHmNZZnNc4HAeuhIbFTvJcbIHrhV6CEQqzDGs9D8EF2GjFgcg1RMq6c8+usKGXlYSnFjCcGYShkmTiLYGUuCQS3csQptFEsq5b7S9lVPT675KUbu9wc9LmzM8K5lmWryTJNXSWx96CH8w4fGozJcE2NRiisZsV78ZHFouX+yTmHkwUbeZe3br7IwXRJRB4Ex6cnmC5Ms5YyGjY6JZezhQjv0s6rV2bYqMm7OafPruh2SnodDQFcWuj6Wy8yv3gKaCbLCpsbvFfM5wvSR+Xbpx/yk1/4PO/ee4BWJZoZ3nlG4x6rVHfnIbpAMGIBtVoyjMZlwUZPOqaByKxpyJVhr1tSXM/47r1jztuKMu3GTqcLZlWDRiUWiSF4z6jX52IxTXd4TCJbYR1d74wT60dJ8QEpKykCUSzbIaBsxrODIxZp4fV4fvZnvsLbv/mP+M33P6YlcvvVl6lbv3ZgESI+ejwa1wayzBKM4co1zFN69Xa3FPF/UxOihA5GIj4q2ZGyAu9JSGQWFE6Lc+XcNevuolLybUYv7pagNIUxjHvlPyZiJ7jUhJR0bq3FFDCt5X6/XC7JVcaw06Gbl7gQOV9WFAPNdCHXz3DUw6cNgY6wjJ6eyWhDu/JAkCkJ24xBunHjzoiPT49pmnO+vL2TToWkZ8eoKBR4a2h8pPGsxflKKTSRm/vbPDo8Iet28IuGYxPWGXyFEYGuUgqtDI6Aj0DQRJ22nkqKTKuE0zOZLdnolBRdw/2DVTfP8GvvPSUb51DkVE1F4yKnx3PSJJNhkeGiR+tIaTOWztPPDO9/75v8679Puotfe/Ymv/a3/jraaC58w/TDB7x28wV2dzbYGkjRcn52hdeKNz5zh8ePztje6uOqwLPTM9qRrJmz5YzZMrKc10Qfmect+dmESl2ylUbG80XFQgfGwzHaKCanV2xvDQkefDrvh5cX3Nrd4OTpEXs7O1T1hMuqkmfXOutQXIBKa5RzmMzQRg9RYfO0GTSW6BxNG3lzYyx1upOzYFfQVyFJ4pUhN1qME0q6iWGF7PBSYCqlyZQiuAaVKwpdrrvBxEhTidSjKAw6SgisyiwfJj7PRlmw3euKI1mLGSAEjw96XcjYCHuD3ppj9YOOH4rCZrFc0B0V9Ac9tLF0E9zKZIr5vKGuazbznKdNjbESGAbSTjcp3NAoYW4EH8jLkrYvX93BfEa9bDlczFg2Da2PdDsG76BXyoXa+sDpdM6Pf/Yu3/zwAY13lEVk2O0zHstrHj445PGDx5xMZuTijmRr2GXYbRj00g5OW56dHPHyC1u8+eILKAtXi4rboWWSFjEXYlrgorT6oijj0YY6PbiNAh/FRlo5j2s8PrQoralT1yJLRVHQkYVrUFqjVRrFJDtqcCGFTALGE2aKR0/P2d0ap/EVdAtL7ZyQmJceg6fynkGn5OFTuZhfvbnLex8+wRBQxiZyM0IkXe0INKhS82R6yvW9Hc4/egx2pYxP9uEsvSclrcxMmbWjYh1QGIIs4EoW8bYJabzx/CbxdcDkQiWOXubOKkqa8apIQGnQKrGLFE0TMZmROIdUJIQY2el0ePn6Nos0XiuyyNlVRVnId7hcLhHsviUGTwgejCLTekU057xuuFzOybuG3iLHZQVPLo6YzmtefEHcTJ2ywweP7nE1WdD0C/xFzcbumGndspmCILVzfOGtN8lNh6L7Pm9/5yFuM6O0JVsbkjbe1ufMZ3MWjVwPKmpq36IKS3smD27bt7x77x7XNvd5enxMPixRVcDH512CqmkS6wJQ8v17HLeubZGlbkyMCbylNSh4dHHB7qjLrulz71x4QVXlCStXR4hEHciU5fbOLpcPZ+tzEZO1VGvDTqfEu0BshPorb9qkJGvRrEVlWNZLzqfLNcAw6MDLr73EL/zV/4SmhazI+OXvf8T+5g77iemxkVu8USzahkGuOW4qZq6hVJqNFeU4kYSVCngPuRGukw8Rq1eWeQnXjcC4LDiplkQVGefFetQSkM8TQ5tCNQGdsTUcrh8oyQSFiTJ+MlpxtVxyOV+sOyQhwLgvQLzL5RLFKuzW8uxKRs+bvZyOMYB0e2y0cp/ajMsga0uVrLouKsZ2yPsnz5gv68SBSjtuo0AF6aooME5cVD48Dw6OQYrct27v0tQO5Ty18+QxW3fLF62jay250rSxJQaDNoY8g5CiPVwMNL7laFZzsVhitMH5ljfvvsD3nsja8uxqRtaxFPNI0bZMLpZUs4rt0YBBX7of7zw+480bW6CgaVqJ6wiauqr4D3/p2wAcH54lbE/EoGmd55vv32PjsORsIt+PLjTGaa4tHEZ5ZvM5/SKjJOfJsbyfzeEA063ZVpvU9ZLCWkabe/jpGbs90Ts9Oz6kmxdMllOOTidEDxtmk52NMdOEmyizgo8fHlJ2B1xenOA1ia3xfB1bBk+pNaWxqMyy9E7GkrBOdQ/eERzkWtPVz8Mx0dJVgeRVDAFrrNi8o1i0Iw6dnpWKSG6VgPPSDF9HsdX1hzKaXy7mKK8I3tM0iswaSq351ukZV2kcfGzmfKQvGRaWfqegm1n6eUmuDTqxa4xWZF5wKL/V8akr6tPj0+PT49Pj0+PT49Pjn5njh6Jj44OEyfm2ZeId10fSNn3rxeu0SlHXjoULmOyKe4sZJs0WVRABaxYUwUdyE6lDxHlDbmVv0bQNMZOdoFaGDpqNjoCcVrApqzQ+0xxfXdC2gZu7Yz5+eJ8f//xnuEptOmsUz84nVMuGqmpoCSyUIKhfTRqJj47P2C0LcpUzb2s6mWV7VNL4kjdT+/G9swlNGyQuImiMgrppKbKMoFcdG2knHk3nEDWTpoIYybVGr3aLSuam3isyRH9ilHSxSp3m8jpijMI5cRrd2h+z1e/Rs/k63HNat+RG07pAGxwn1YJ+WeK8gvQdLhc1RQSdFTQp4NAqI63G1A4d7fUgyNjo8eUJ+zfGbGQ9ji6uuEi6oOBBG9kpFianCZ7cWNrg1jtKn4IqjbHUVYNOAy3Zxshn10YRnMNY2SXbKJwMrzwm9a+VD8RWuj7eC8OI4IXkudqZovj8retYrdguM55dXPHo4IwH0yuGufycn37pDlUr78+iyVKgaus8pzPpkJxWcyyy89rftcxqy8dPjxgNB7z/8X0Abuy/wOdffJ2zyRnff/IAU2SMbY+NG7v46SUAw+s7PHhyzM/99E/xI5/7DH/m8j9hOp/ilOfgQsZn8eKUxnmcc+TWEhFYV71sJZoECdfDKerFhM+89iLfe/c+MWtRZGswYxuCzDSiSuTeyE5nwOs3ttaaDWtExxQJtA5aFbDWo1VgkLKr2i7sbgx4cnrO0oloeNjv8N2H955bO1RAe0XQ8PnxBipIJtds1qy1BCFAt7TCGmkDw3GP2byiqhsxBwCN18TY8ujhMzZ39nj55itcXl1yePgR9xdyrcb9PrNZhVWaygPaMMgzsqBQK35RZoBA8EEcSVHGOLnyKxsAmVGQOpLXuh0Ol3Kuz+sliwR8K6wlGgm8jalT0DhP12Zrmusqf8oTqdqWSe1EdxN5ThHvGM4XNYMyUphcxssxYqIjT7q7aduiYqTQWnAhUZGlvLnNxE55Ui1wQJkpvvP0EZX3lFYTY+SDlKH2xnC4jq8JToOJ0ASi1ut7ec1ZaRxfuruH1Zqvf/SEp48v1saNO7d3yHRaY6IRF5zWxOAIq0y3ec3JsoFoKLMMvAeT8d7DQwZjcWW+sT3kWq9LjnRcv744oiwyGgWXKdes9o77ZxNe3RmmdSRiM0M/N/zq9z4GYDAo2DW55B2pyPm0ko5upVBJ2hCIdDs57XSGNrA77KOUZoDhlW1hLn3r+IC3XnqJ+4/POFosuGoWxLMn+LZgWolbdzzq8+z0mN3dHabTBXXdcHl+xsnxIXdv7wNw8OSc1nr6Wc5CKXwrY1q19hNKdE69lK6KGeSUxhKVdEtSA5vowXnH57d3U5BzRAXITFzr7nyMNMGjqxqlJexSzKtxrV3UChRyf5HIwVZpgnfUSSpQdDsspgtQkRg8VSuZZcvGE1ew1qQ5O5jW6OlS7uUov6tfyHPn2uaQjTJ/znb6AccPRWGjMAzKgrk1dKLl2pa0xtq2pV8UFLlms2P4pe9dUlUNWQL4ZQailfGIRREcgtAfKpZOWnYhGrGExkjwgTJGaq1YBrded40KqCZyuWylVTyrGHRymumEW2MZARxkGde2Bnz06BRnIh4lAZdAk26c9x89oakbbg77vL6/g0KzVCLgWwloBzbj0jcsWocNkZlLBMra0evIAnV4eUVuFOMW3p1PMEqlAMfnqG2Npg6SceNAEl/jKm2E9P2IDdpqzdbmiI1el06Ws2xbkvQDnynmy5rLRUWDp2Mylq5FY5g1csHP6iv6eZ+5W4h4OGpCbNHK0N9YwZkiLbJg+qiZVxXzesnmcECTXD9Xy4puUZBpRYiSf1VVjRRo6btUWkZ1bdVglEkAvig5KHrVVg14p4hBJ6uswP6Cg5BAiEFFnFdkFgji+GhJeaRJh/PlF/dom5ayX+JdpJvlvHznFmcf3ueDQwk/fW13m51eQeM1LkYpgp3jcHa1/n4ylexZAUpjKHLP4JV9JlVDsfsSAB/fu8feoMtgY8DrN17i/OyE2NS8+953ub4j2PNweIGrzjAq8ot/579kMptgdUYb/BoFYDWcLh0GIS1bAlUTULnh+p4s/Fd1zd07+zw7uMS3FVs7PULsM6snrKwLDR4bJJdIJRjX7f0xmbHrnKQ2IIZPpXnn7IyeyXB4mohofwBFweW04sbuBh88OwalGOddzqbT9UhURQ0mUFjDRl7S1A3RShr6Sl+oFWirpD1eGPJ+l298+BE6OfIA/qf/yh/hyZOPeHp6yRd/4i3C0rG/ewffXlEnB9/VYklRaNH0pPFP9LIJWBPIVaASSDI9bai8BBNmWnGVgIFbnQ6ZhhgUw1yAhLX31D5yspTXXBtkROcxWoi/bYx85/EzXtgcUqY2/GS+5GA+xwTZsOSZ6Hm00us4CRoosxznIpkOxKhZVA2jTodOJmvL2cUUPepBllNo1q4BHQStADA0OVMM7zx5TGktHWtoWgdKcRLkHvx4uuCVcR+tsvWowitFERV12ljpIEDMIEERtErxxs09fvUbH3B9fwzAw4cn7N0Z4Z0iM4oulnc+OqFXZvRTMbZo2yTklg2WzgQWWNWO81pGP1964RrOOYlLUZpxp+Dp1RXqE6Lo7W7BS7tjATGGSJYcsmVmKLryMG2awFGoGWUZY5UTxgqdWQ7PJtzakjVqrzviSdPy8eSKUS5RF7lWbBVdsjRG+Zmbt/jVjz6ibw3Xrm1zdbnAxcDNoeLjE9GMndcNn3vhNqf1kkGxxVav5un5OWXZYXYhRW+NJ1eKq7ZCWSNGhtgCZk3ADguPiVLquFlL1bbYTgZWy8gb0cHtdzrs9fss6oVczxbiysgBeKPRISSwX8AYLcYR7BoFUOaGTp5jsNRR4fEyloqSEwhQNxVlv0vbBHzT4GKgzSKOgE74i6YJON9gMo0OiiYGEb9rGU8CPDy95F6ExW9DH/6hKGzy3LJQOVtbm5wcHZKnBaiqWrq5FbkEMKucsGdSgqpSkvlttYJej41ewfW9PZ6en6FXAghECCcA80TQTcKCtQg5dQka17BYtIQYk6jxZG2Fe+PmPqNBCeFQFOc6Msgsm7ubvPtMHoJN24A2fDS94uPLGV+8vsvtzSE6FzQ1wI1RD38hidWH0wXaykVojKJUcpPevTbm5ds3+ZXvfo9eu2RWO5xGcnZSxd9GwaLj5QEXYgSjUqpxqq6RrtT23pj9wRAdjNhPFbj02ZuqxkUoiwwbNEZbHs8uURHOz+fpc3kwns3+gHZacVE3ZIVlsNFN7QGoQkw7SVLWiThNjhcT7lyT3VA9c5xeTlk6CRTVXuib3kl0Bohmoa1kMQ5BdtTRqzXGnvTJFAZjwblAZvM0U36em0MUQaxIbhJiH0WdEs8BzmYLllsNZiGI8FnjuZxcsD3Osbm4Wn7x7Q/53As7vLm/R2lhWTU8mU5ZuHadmyOBZDGRWAPOGAmhMwZXPQJg87rh7OScw0fHOBV4Y7xNVhZsDQZspFTl0wcf8nTpmFxOubyqMFEjclPzCSR+SFGBEgLpg4i+rYnc3t0EIDOBg9mEchg5Oj9lPLzG5eURJlhCOl86CudHJadaYSw3N/rE8LxroZVYerOVnTh6YVZoL7tvoCw0u3mJ94qX926S24LNrYx750f/WMcGNNt5BwO0GKF7G7X6MYSAiFqBsluIxqbyFDaSpSKh34Ff/KVfwvR6vPjiazx9+JS8a/mJH/8D6FIW1a//vb+GV1Lge0B5R0h021UcSQgKa4XBU2Q5C1+LniZoYUsBlavJlCYoQ1SGV0dj3r44A6N5mDoJ1wcdopIuaowKFyIbvZJ7x5eMUkxGmSm6yuIycYUJ8FUyslxq6xgU2jk6OmOyXOJ85Hg64zPD3nNHodZMZktUN2K7OUbLuth6T1bI7zpazvj4yaFg+juG+bLGKAsqrMnMB1XN0WnNz2xv41OnKcQgjqNU9CotAlevJONOEWij4ubNLVyTnImFJfOaJgT8zDFfLuiUhlpF2kaMErN5kwI7DTSQeai0Z68/4MZIOja6zIjTRoTGwI3RgLptOZwvGSfVQmAVAADefElEQVTL/Bu7m4nlAnkmXVrvhJvyez4r9O9f+egJYeE4aZeMOj2uj8Y8vrpka3NImElRV+53aQ8mNH6B9QX9omSclZT5miRBGwKf3drj4fSSu9df5Ncuvs3+5h7PLpYMU7in9zX3z485vZiwszGmPxjykzev8f6DY54ey7Og2yuF3OvAFGnDFY1IpNpVqGvEB00MLQvnaZyiZ0ryqFmkQvS13Q1udvssmgVKy9ouYZeeVq3o38miHcRZqJQk2J9Vjr1OagJog9JWKMeAipYYvWyG1WoZy7iYLXFesststOiyR7V4vL4Oq6ahsDk6WJxvsQGUFmz4eulN//nt/N4q/jbtnH9Wjn6vH7/wudc5ODmmn2V8/rp0SZRWdPMOnU5B3Tb81W++J1/g6kQohZFuOgqFD7A/yBht9tc2G6UFIFS1Dq00GYpMie1vVfsoPEsiB8dTFoua6BU7/S4//uoLZOmEbg57hKionafxDUXW4Z2Hj3m6WArCGricLFCZStZS6A/7VHWDr58vLGVh+ZlbNziYTblsWkpydno5G50uNzZFAGms5Re+cZ8qNOS5OCvmjadVfg3RyjItmStRFiEXIuhA3ca13XLQLbi+t0mpc7a6HeaLimmsyZWRkRKSm+NDwBiFwnK8uAKleHp4IWGOQFSB6BWZ1fR0gR5A5TzWyENCXpOKRS22a996ZMsbsemBMiwLNvIBJ+dTLuZzWucIIWJznUTA0NYt2iq8QxKXo8FYJcLd9Nm1cA2lLas1IXpUtMmVkwoAHzDotJaIA8sjbVydJfF57emVGT965wafvbbLg8mUg/kFJZYmnVNrNMZnPLi45Gdu7HCwmNI6ZIFZtZWDxukoD8IY8VpTEySgNIlRfYDGed559yl5btgednlpMKB34xVevC0L5l//5V8mxIxZNcV2coJ3LBeO/jAnTy3l8+WSpk2fw6TRpFG8vj1iO7mZooo8nExpW48i57OvvcIH339EE5fCPQGmi4rae0m5D/CV125zc3uMwhPSLk8TsUaRG8t755cQI9EonFeEFP8Rony/QcHMBXTVIZollXPcO5DxWesl0+nnb1xnUXuyXDObLjEmo032YZtZekWBD57R/iYfH57y+OSMXGVMpomnpDzKFJJFZg2ff+VVbrz6Gq/e+RG+/ht/GYBqcpW6s56Iku6DFiZHZ3XvoFPRFdE256KpICisiaiVs0MpulkmkR8CaODXjg5pQmRoZAPy0sYwtd8FTbAIHpMZ3nt8zDClTu+UfU6Xc0J0aAzWSlaSUopunjq08yu0EminD4rjyRQfI69d36PI5VyMrCUAD84u2el3uTbsEZRmUVc8TKOxx8fH8pm1YasvmXqNTzb7BNYzOmK14Uubm3St4BByEzFGpxBYCSRtlYywIxFlDU0Sec/TQ/nDh0cQIv2yYO5qnAdTioB89Tjr2hwTBdnQNYaNbpdMC89IJ55SjI24YJWhqSoZ8wZ45+SUt3ZlQ6R1TGNXiatQSgo9ayx2IK95dnnBP3znPXTMGPYLBrbkYtly6+bWmq/ywYOnlEUuIanO8dkbNxiVAhRdVTZGa+o2cFE5il6PZxdnXF1OGHW3GaVJwdPTU/JSs6gig0GHw4MjvvzFz/L22x9x6WTTvbPRZ2hKvAqcNBWxDRgrI/Z2mnKylE7J6ZqL6Zyy00GrHHBkpZyvH7m2k5ynLjnQUnyM9utzGhG3oVHyDNRWU7nAg/ML+qVcYy+NN+j3CmJQaQTrJWk+RvxzEBJ129B4uae90bzz9AgV3Hqk1c9Khr0SrTTfOziQgFSVukdrrbACDWePzmmq9gdWNz8UHRujFYPBNoWxHF4csIqMbkOgci26ChzMF9TBURi73r3qmCiLEZS2aO3I7WZS/CcdRdQknzIhdWxcDJjU+gbAG5x3LK4WtE4swudKHkQ+hX+dL2vZu8RAdIH7p8e8f3Aiu6dkNTWFIboowZ0h0tYNrmrkgZs+U/COX733iJ+8fZ0v7O8SlZGdd4ySCA5kAWIWaK5actMhGk0nD4QGXKrGQhPpZiYxDtS6cGpDS6crBdIrN6/TtxmLasmj2TmqlaJublqalN9U6oBWhl5R8ujyAq0Vjw/OaeOqQZm0MVbRes/uVo9paFiaIIvmCuYahLwagiw8yqa+wieySGZNy1VzzuaoQ7/JmURPZg2tiylMUaz8wYGxiuAUWgtkSsYKqRI1UsgZpdOIRqXZv18Hm0YnjBGtRN3vnYTwKW1hBfHLDJX3fO3DR9w/u+Dl3R3pZCQOC0DrW3rG8ruu7/NsMZOsI2PIfMRnqQ2eAupUiDijRVMSIOqICav34xhh2Rp2OLuqsCanHQ352jf+EZfT1wG4c/slfu3rX6ccSoLufO7Yu7aBbxuOk7MDUiclXQcuBnbKLqNuh5A+WKYtO90eD86u2BoMqRdLolrgvXvOGIkBq6TTMMgtW8MuznsCEb3mBUUCltOqxkZNqwPBpzHiypERxXmngEHI+OjskMovGXaHvHZTHGFHZ+dM61r0TaFBG+lQRhXWu7rCWrSFIh+gjeH4YkphctqmWV/bDkNwEl5Zt44Hjw64f++I6ZsfcDWbyPsJ8kofNSaKu84G0LldZ2DNXc1GkUsHJ0SKzFA1bepipWue1AWNCpPo1te6PYJXvLSdtB7OJX6PoSXKZzCKG7sjzhODZW5qiFGIxFExsDlNcOBhmTobfVvgfGTZtpzN5jKCVZFlXdPJynSNBbyPbA86HM4WKBUZbWzx3fMjLhfJfRYVROGmTJuGUVkybxpq7z9R8INRkY/mM14dDOnatCEh4taAsIglw9ESUMIYAmI0FEmb9+bLLzBZVDw+PmPY7XFjNJAxbRS3J8g9pPFp/BnX93BU9jm0M/2bTpoRpaAwmi/u7687qxGxE2dW1gIVxTUUs4JFGnPf2NrkZ77wIzx68pSPj06Ym8hbr9/mw2cPKNPDPTc5i3nNS1sjbu9sEFPYozXPrcreB4yGQaGYN6KfMUXGws1Qi0Rd9p4nh2coFKcXnr3hNu+8c4/rO2O6UX5XxwMqcno8I9/M8EbGon7uVsuPID+0xeGxtsSqjKgcISiahayH06Zlu2NxPmIVEDXayHe4mkrEdRdXNghlnvHrD++DNlwlVMKkavnq3Vu0IciILwot2DynnEpvOMvIVCQSOFosmCyXideUKNBVRXeZ0SsyPre3R9ktOa/mnM/mLNIaLtfherX+gcenrqhPj0+PT49Pj0+PT49Pj39mjh+Kjo1zDWcnD3GxoTQlJnVblDJYq4lKcz4VdDxqhTuXpowKgDICY2s1w37OOLi1YjxqQwjy//F40WooEaSuJwlRkVvLQ5ORq4DPIstaxFydrtSWRW6xxrBYLnHe8cHlJSEXcZ5JFW9uLU47IYdGxeyqQhudGBfyy+rG0HiHCsKOUEbyPax5znIpM03HZFzGmsuZOKJC9PRHzwnGVQhM2pqhzWi9INF9UGz2emwn90CpNZPlkrmr8R46mWFW1yin1q3ywmTMvON7p0fkGE4urohRduKrwxjhQry+v8OP3H2Bv/XtD9Ed8Abwq/a+xahAEwU/LhwGSySsRYCRSKENi6aCPmzlQ7aLPt+/95RVFoLShk6esWwbiW9IKv7IcwG296mpF6Ok3yLwNGMtIbXKrZZ2KF5GaT7GFAfxPJ9IZTLXVxoen17xyt4OWsllYdL7KbSlCi1V3TLu9VlUFfO6YmTtGkDltYzFnFUIjFVcbZI+n9rORlNGzbXRAB0Ug6LLs+MZd164zcPHEs3wMz/+o9y+8yInk0OaxjMcbLOoLqlmwloBqNvkWlGA9ry6s8W1YQ/DczdL7Vs6VnOj12XZTDk5gU5vwPLyfA2XW+mhlFJ0C0tpDc55gnrOM9HWkGnLaT0Xwm6Q71StNuFy6xGCpomOk9M5l/M53X7OeT3h4kja8oXN+MLuNaq6kc5J61EYqrqlSOLYTm5xDopRTttG6rbGqoxl7Sms7IKtBaWEoxSBaJcMxvs0zklacbrKDBpDRCf3nlJCcG5XQDMMjUuCcx3o2pJGRbTy6zTkGIQxhbI478ks3B6OyDJLNznvzuaeLIIIQiVh2XnoFzkHXlxIM9dQGksIHhcC07rCEVBe3CwAXmlU8BTGyA4+BJTSnM0X9LspF6+JqYOhUC6SD0b85v0HzKuKdZspBjwaFQJ13XLWRmSCELGJWxWUjJdmrePhYsbr/QGmMLjo146ngEbrlkwb2tqjdItTBqPMWoBNiOyPhuwOezSVp2MiPiha164vDqujQOuiQ2OT+FfGL6s1XsCOQBvI8gzvPDEKwXk15lZKcoect5SFJjioo6eZXJKljnpjdtjs5txrAz/62meJytHrbfL7f/oV3v3gGwA8i0te2hqx1+tJKrxJ2hDvZb0AlFFULpArw9cfPWQ46qHJWFZzBgMZRV3MJiij2N8ecXR4xXi7w1Z3iw8fPeLWNdEOLZcLnp1NqIOjOm8YbPQIbcCv8sDkqqGJLdNZRb87IiI5UZlWfOlFId4XRgCdmQKddIvOy/h+NZqPJqCCJqLItOGqrghR451f66aulhW/+O7HGBN5cTzilZ0t2ghVGynsuu0ua78ORK85uJykbo1i3eaOioVz1MHjdKCsc8Z5h1sbW7x/Ivlo3keMef78+EHHD0VhY5RiqFuaoOht73I2PwGgLAryhDi/rBrREyiNSujmhCEmRi/zx1yxXea4RXhuhXPyb7lKoV1ObqYVohxEwBqiJTdKRk8h4JTnsm4YdaUVHINn2QZcKy6Iy2ohDzGt14t83QrCWiuxZCol6tWkTZbPaqRoqNpWqrIgFlll83Xx44OjTK3rVI6htWE5i4wTRbMsA7Ftab2nsIa68Qz7Pcbbfap6NdaBZWhpfKRA0TQOGzWbg+5aX3RWLblsalQbOb6aCZJMCfF35S1/84UX2NkasKgqur2C7c0+p8sZi9hSJFGvBWqfKKOIGJcYMFpAZ/IliojTaMHbaxc4qM/43It3+PY7gj2PPhCsJ9Ma59N4SWm0Wdc+GCPvLTgRgBstzpvg/Bq+J9dF4NqgTz+zfDC5SOTi8FxD4j3RSMifteCCo8SidVhbjB0KHcV/cFLP6ZYZg2zIdDajSC42H0Ts7GIkU0J61goIjrQ2048W5+FovmBvd58nx8dsbRRMFgtiJufralnxxkt3OD7b4sMHH9LXkHX36e6MeXT4EIDGX6XcJRmz7g06ROeJWhHTGM4qcTvtjQoOZxXPTk558/Ov8fj0CJ2swSGC8gKM2x52ALEgZ0qtH17ee5xpER+aXE9KHp1rpaAKlqChqT0nl1cMxyW1D2iVre3ns3nNe+GIoS24u72NWs5ZOEeRcpgg4QuUx+cG1zp5EPtA68MaZIdLRa6K7G4PWDpP0V7QLnbJ1eqzK7QKqCiOnoh8ziyDaXJtZNbShEDXiG4jhCChpwFWux1DpA2KTmHwSlHVgY1+QYxh7VSKHpmH64j2mqBFJK2VJUuvMUqzbBqs0VirCa2MUFuCEMgRF5JWYst2QRR7KkTmy1pGp4D3TsZCAXb29jg+u6T1HqUFegmyccgsYDXRJx1Gq9kYdpikCBUVo8Q6IPfpB/WCz2Y9Wi8jDgBXO3F8Gosx4ILANJWJ6LAinzcEH2hDoOjk1FWNjvKo9U6K+VhkglnwIkgOXgCRVrF2+QUE5R98pOx3qaZzCbdVoncBnkc3KKFJa6NFJ6IU3sm9s7i85NtPjnjrM2/ywb17lDbjp370Lj/24z/Ok4dy7zxWD+joDBcDMSps8GilcD6SqVV0hRTdjycTbu9uc7K8wmYF1zt73H8quW//3Off5MnROSdxyajX5enREUec0etYnh0LUPHWrV2qJ2dUzvHi7T2Wi4rpUsKcV5dzUIr5rKY3GMm4Vepv7u6N1gBVHT3KKpzXYBQeGSf7QCpaQStL1OKwijHw0dGlXJOfoAGDwmtHjuWj8yu2B30GRUnr/VoCkeeWTgi8e3RF3dbMq4qYRsbqkwYnJY7J6bKltpHz+ZK9YY+39gVgeDBfcDqbJ7zlDz5+KAobpRRtKk6enD5jciHzcqyh0zfcHIxYtLWIrbx/rrZWUXadWtxAHfF/S2rw6gGHiHnDilIbPVHrNAeW1xhlIXg2hh2Oz69onRJsv4rsbUgFfnI1pXEN0UW6XbEtmqiIKq47LSGKdXbdTVDiNvFa0aTQyRAjGku9suehpHAhrgP4NAqt5NYPyqBVRKUZ9eVEZvcms4zHJTY2zOcNeztjdgZ9IgGbnC/3Li7p2YwyFRfeB7qZZPHE9LvO2iWhDpxPlpAeBTpGlMlwaWZ65/oW02qJVobQRMa9HofTGSYz+DSYL3RGV4Mj4hKzNTMaMLj0Gq1F8N0G2c2hDTZknFUXvP7yTXnPj55hVUatHFkGVRMQ0X1c3yhKW6LzEqnQBkyREZJAdf3AJXCt22Mrz/A+cr3scVjNRVfhV5ETCo0nWsP2oIOOhqjkbKyqXqMk7qLykcwqlq3Dq5asyDhbJb/nBdJKlM+topEHTvu8W5VHERR3VUbMDAbLvGrp5iXL9Ka//cHb7HR3qE3D3LRoFtzIN/DL+Vo/s8qOQUXp0MQoCw0Ku3IqGStZREGcPnd2+hQ6koeS08QzsaUVDomCz1zfpXaSpxTw6/dslGVWeyFaE9N3Iru31bmIWqGiQdcFdEWj4NO9vLpPVW7xPnAe5pw/ndPNSl7a2mCgLIvEAmpbT5ZlOO+ZV0Kpreq0mYmyDJa5nLpA5MrVDLyl3xvgXY1Lug4fV7ofhJ2CMDiWYV1eCzNJkzo0omfJtBCcTTId9PKcPDNULmlPTExkYoNLFsetQZdJEsErpcmQBV9pz2Agjh7dJlxB8HgXmLk2rUdBWn3AKO+QWUXtJGgWrxNqPzDuiyD8yfEJg/6IXmY4n1wQfGAvK3js/dqZqFJ6ePAiBw1eRMPLxtFLFuxZ3aJRlFbLd2k8jy6XbPe6tHWKt9CyLsXgOb2YEaNie3NAGw2FXW0YLQQnDKm2kXiRphUa80rUGoEQUw6dXDqZkrVopTnsFhlaaVrtWczmWCTjLXxiN6hRa/eZ91L82UzR6VqWCd3w9oMjOh1DvZzTKXrUdcV/8bf+DndeeZUf+/JPAfBF81P83V/5ZbrKSwBxFC1kiEqiLxAy88fn51zOK/p5Rjdqiq5hdj7Fpad75Ssqo3GzBc7BaKPP5WSGc4atxL+aLxZ84Y3r7Ax2+OXf/BZ5ka3p6Ks8u0VdA6KxRImmK8TIfr+3FvlLbIXBKtk8NXWg28kptMWtBPzKkdmMhQv82r0nwvQKQtO2yaZde+kSNkGKxq99+JBXd7e5s7MhiAVEpN20kRAceZkRpwabIbl/6xgjj5EAFGGfeblH53VFr5Vr9fXhiGow5G8+POe3On4oChtgXckbLLmVll9nnHG4vOL8/IQQIroUi6pJitWwcIiJU2yLhS3x9Zxuma8vVPEGimtD6VQIKelKrKBD3nmCgrujAefTirvXRnzp9nVQhrNFAvRlGqNzKDRLHym1xRFoQ3zOIYoRjLQIY4QQWloiIWpsclIYa3Da89a1XdmxRWmZC+narn/OoJs//5kEIhalxPorbzpQzRo2Rn3K3cCg7DAuu9SuWovBJm1FLxMBoQEGhaCvz2dL6nTjHB1MBIev07gmia1D2/D7f/zzACLQU4peYdEaXrm2x/efHBJzj0qX6MI7rNLkWpMpAUTFGPCIewqkwSZWRak/GicwkbZV9AZyLl67fZ2Pnp3Kv8WItYaYxkOrXR4qSIfCB4wRc3uWiSAxpIf7P//Ki5xfzqlqh9KRUZ4zzCyHVcV5qNIJSwK6ENkZbhBxOKXIeO72ClGSw5WV9+6VxDfUytNNeVvWWOZ1S6kNProUcO1ZOMfxEykk9PaIYSfntRdf4MPDK3av7fDxvXvEHb1efFztOakvmKgFymquXEVvds6gP0rRlTAPMk4YFTmfu74r5wrWgnqQ8jRHo61mqy/f9bJZUlVLTGHXl5VDOmQqOYSMMvhVbASgtOZgMaMsLAqN0cKd8Z8I9/IxoGLk6HIKPuC0Eis60uVc3YM+KuHZAI13fPfgkK1ej+vJyWV84GA6ZVtHTudzcCKmV1GtgZzjYZ/5tMKFyKjoUM9go8gkHkKF9ecyCPOpcmJHjSmk0tjVe45kKVJAvrA0irA5nXwlNNVUdUOMGmsUV8uajbKkdi2rdqfRFqLo5yMKRxBOi/e0KWvs4mxG1hOhp49RrOhKYJtr56ZyBGdwrRQdwYhx4adffYFhKd/Pjf2MgVb0DVzvl3zn4QFNjAyygmkjxWG0luATqDAKEyhER+MUVepyrzohIXqyzDLsDvj2x4/5wt4Om8k2vjp0hN1+F1VImnTKS5VrXsuGTinIdcbbp2e8sb1NrMMaF5Cn5i/JUJAZgVsSwSSGgPeKoKUbFdF4FZK7kXXXXRElkFMbog/S0QGezio2tgVx8PrdAtO2tNUFo9GIk9OGpmn5pb/+S/zv/+0/IefLGH75b/8N3n9yxhs3dokE8swK/yp1g//B/afoDDb6Pdpg0SiODia8+eIL1KfyHb7z7IB26jGZJuQN81lkWdVsD7vogdyp272CDM3k6ozRoMuyqlFIp/VqIeuPVppuvyRGiE7GYLlUtmuRvzIafIPJMhYLGTv61qNjXKNIRJCt+ODgghBXVmvo5wUhFVH1bCFyjSiFZ1SRd49OeHY54a2bgrbI8w5Frrk2HPLrD5+R5RkxOnJtcaspibGkTAt8en5uFjmf3dpaT6tcG7A6bbB+i+OHorCJRDqZpY3ysE7dTs5OLqCjgBTbHiPRxzWDxXRl7qtbRbOseeOlHTpLh4oRmwIKI5FgDERxShAUxhpMjM8LGy0wQIUmt3A6nRG1xoVWLizAu4j3nqb1fP3wKT2luUockJWl14UUB5J2tFYnQIIHZVYKdkdEws+sV9JeDAECqCx1JFAUucTBS2pw4plEnWzVsnAtFy3z6oJRt2R4rctkOaeTWQalLFA+9LBK07U5uTIoBcfVglwbLlKCs9Zaxl1Jb5ErzY+/cZc2eCYpNLCXd+jYAq2gaj2b4wKDEWtzGp9FpVaSFohBtBAqkEW1vrlUEE2MsFNkge9oyzTAu1dS3RdkBFpMNIT0+UGcc6vMIJzkhWVa45VHeYstwNXwpRvixOlZS3dnxOVswWRa0XrAKK53eux25WFxVi24qGtckCIUVWKik410uknb1JGT7lMErzBp7LTikMyXS1yAygqMbL8YMnFLTi9aJpUsYh9ewMYiY2usMV7R63QYDrrsDvpcLuR7dtqxdC15N8O14p44rC+4qmbsb+ymayPSH3cZWynorFJpfJjWHLn8CAZ8VJSZwfmAMTm3r7/Aw+On6XwFdNDiwogBi4xnrILMyPVz0dTyEEQ6CDoqHB4VZMQKYDF8cP+M83ZOt5NTBYdShujdSn6FiuIKlNO32gxEjqdTLhLR93PDMU/Pp9w/vWBrq09mlNhRCYyStmHe1Jgyx2SeRd2ytbFPS4bWi3WRAMJfyYyWboL1ovVwARNW40WPQxGiRseAzjJMnjPKNYulLOC1D9ReoZVQC3q9gnlbk+l8zd5ZtE3KOpNxZUThNCwXjqeHkqWVFTkqOApl5foJHrTCO73uwjU+MG8qIhqjNW3tKDJNpyiJad4wKHv06xlaQbP0tA6KTHN6OMMMklsnRqLWRCebJa0Qx1br11C4fmkpMsts0dC1lu88eIKP8N3jM758bVvunSJPEE2B4X3w9Izr2310FE0ggItC0Y3RUrcN1ge+9uQxO2WHV4epWFUGH2qIGquVwEWDvLfg27T+KJwT/ZBGyOMaTdkvqZPNH60wMRBb+T6PJhX1bE5pLW4uG0+VtJR5blksLhiPN/jitWv80X/1j6w1LWeXVxxcHtJqzbPpjDubA4KXzuKsTaHJG12qWcPSR2JdYTuWCz/nH378IcupdGhzk2E70Cw8u9c3ePbwgp29IYeHU27uyneYR4WLEnT8+bsv8M69x0yXFa5R6zg725XCyQVP1JFxWfKl27sEItmq6I6eaC2+acTFpaSIDjGi16HAhsfnMybzBcpo2uCxRjNr3HqjRytAVI0CI+fGasWs9fyD+48B6FjLz756hywvyPOMmNAAm52S0/TZQwi0sZXnrpJ5w8sbW9JcWLHIQnIjrz7DDzg+dUV9enx6fHp8enx6fHp8evwzc/yOdmyUUmPgzwGfQzpY/2qM8R994t+/CvwCcD/91V+NMf4flFKvAf/pJ37UXeB/F2P895RSm+nf7gAPgP9ujPHit3sfwSieNQ1v7I05r69YXqYq0xpEEC9qiOCjUDVTK9hHcZvEPGJMxlCXeL1EhbAWbYqDIlC7gNEBrRJ3I5o1J0HriNYZbRPY7Hc5nsyke5GVdDtyChSR4CP3T6e4usVqEdSF4NeJt0YpmXNHTQgtJkvOK8NzdLwGgsHqgA8i9rKksVh6jVdaUNhJ1qCSU0Wv6SESGaDTLnq+qPnw4yPyHF6/sUObrRw0kY2OJJ/P25arpqGTWZ6eXzBJ2gaUJniNUZHCZPzEay/RxorWR/YHAkqMKtJ4l7KoFPXCcXNvg49ODgnpdxk0OiqsFhx4FVqs1kT9HHqGiuQ6I0RpPHdMzmXrUAbsSpToAy9c3yEExeOTU3wlibe+fc48iWks4hFNU4ge7xQ/dus6n7kuwK7pRMCJ427JoMh4fDrFJb7Ryvmy3+kyygsOlwuayrHst5QRXMu6M2YAb5QQ9mIQEmsEnmsAMRiqUDPSA6yBg8UVzx6ck48Kdq+NAbiaVphW0zhD3nPcf3afu7tjPppOWMS0e40KVRiijxRFjgsVRMU8Ntw7E+Hi52+8RFQtTx8/4db+Jnlu0dpiiOJaQtrXKgZCiHxwfEFUBT+6v8nio2N8GtkYIp0Cfs+br4pTRYmmRquQrIaw9J5S57TRJ+6FzPujdmuNFgHmjaPoGBqkMxCRzsFqRxm06LtU2jH6IJ1OCQ2X3/V4WTMe96imLcdnC3YHI3o9RMOVLvpOntE1OYulpzMa4OuWk5MJNzb6rG/mKPRVg0D5DIbgV53PdL5iiv4IgbLfZVR2Oa1qag+9NCKZ1p7CauZNQ+Uc+4O+CGMjXFRy7+wMRyxijfYahydTChsNeZ5hUm5OvxywdFNUpvFtEIZPkHHcSrBqOwW3NjfZ6nUYFBajNE8vJnz4+IhBeQnA8eWcL760x/Sq4fB8wen5hDzP2Bp1MbmsUc+WSwgyCIxRwKTKB6xRbCbTgTGaw8srXPQsTs/XgEUH/P0nkoX0L955QSjaxtAqz8agx/m0ZnuckWQd6Ezjg6NjDPOq4XavQ1wqTpol2oor07UtxpTEUIGy5EbjlKx3Xq9EyOnUxeTgUsI/aZqaMo0p57MFWabxRtEbDHg5V7z3bMF5tVx3p/t5avlE2OxmBCb8D/61P8H973+Tv/c33gXgF7726zhliQUcNy0vIlDG86blQSUdmzY4YiaieN3tsVxesjvs8+TZBTa54SrfcnfjBotZzTD02PvyTd7+5nfQGEISqLeZkfGtUeBa3nr5Nh88PuTB4Rk2jZAyk4vOUoMKmjf2NyBGIX2vXKJKCPw+RoyRoWeW5RjL2iUafOTjySW61IQmopPxQtMmA0ZyVGGISrpIUXtiilRYjd1bIr/6/sd0O30UmkILUPZsUtOuRlFKgTZE5Pt+oTug2zEyHkvrfBu1GDD4rY/f6VHUnwL+ZozxDymlcqD7A17z92OM/9In/yLG+H3gCwBKVGBPgf9X+ud/C/iVGOOfVEr9W+nP/8vf7k2EENF9y7dProiqpS5WpYLC+QBRToxS4jV9niskcCXnWwyKZRPJvEcbQ0ytToXi2XzGw9MJnWTV/Nz2FmRqvRb6IFRdrTy3x2OenF5yOV+wPewwm0mRVRhFv1fgvGNUFjQx0CWC14Qqibi0tOh1WsBjiBgtNryQhLgxGpSNoKyI9NYty8gKqRyD4++++xCb8jg0YpEMyq91CuL6kXFOUOKsckERZjWjnsx5r8qMg8mM3WGPTGsurqacB7hYNGSruUUIonz3gZ/73KtM6iVNFKjdNAmeO5lJBURkUrVUwXFre8xH0+N10RJVpPURF0TzobVkAYmQNIm0o8KrFqKhSFk5apVXktqz2igumoa9ouDWzi6Pj44kjA21bt0bJXECWghzfH5vl7vbGwxySzfpKPS4x2y2oHGgY+Ta5oCzWc2saXCpkPBRYYzidndA1rWENtJa0RasrsDgwXqZKBqjaWIg05oYWI/GFsFB1EyrBdZY+nmHra0Bk8uKBdLCzWyGNn3OrqZcLS+5tjHg3LUsg3t+k2cKHQNNgCa5PzrWsmH69JIo0S9OOZ55NjauU1cTuqXFxpSXli6NQKRxEYdiY/Mmj54csmwrWpa8tDkCJFjwC3eu0y06+CCLm48SrTFbyvjMKk0nz5i2XmRbSvRkuWI9XmyB2ld0QkYwAYwIu+V+WN1gKb7EQ9Ci3VEJmLm65hftHFr43Cuv8O7HjziaXqJCoCgs8/nq4gh0xx0ya7g4PsRbxdaoR+M8JrXBrVYYo8WirVPBreUeW2UzaasY25xhr4vSEuaqYmBWOar0uTZ7OYeXMwprKWwGRIzNiM6xrFLQ2gAGRZfL+QKtVAoo9HQ1bG/IQ7nLgMXlTMTAQdaGsuyw3+1xayznwliwQaJLgm9pXGS70+HEXNGkCINZNefbj0/p6pxJXZF1c4L3ZJlZW/gHmWHmAsEliKOH65sj8szy+FxGvSqKwwo0K5Z3TD9h5bd45/SCN3e3mLcOjWKzk0E3QyvFPOn3jAoorfFenEUxBF7qFrDwfO/8EoA3tzbwbYtNGVGQhP9pbQR5n17J/S8ZWukGVJomPZRNv0MzXzLc2qL0NdM28OL+mKZJY1Fko6dQmLThy7Oc/8v/+d9h5hYcnclY8HA2w0VQBqp2zlO3wcnFOVXwVImAHbUlti0EyH1F8DCZLdjb3mSylNFYpyxwPhBtQ78coy9mDEdDvvDyK6hUtMzOD+kaS6dXUHsPTcudnQ3yssPjE9nnxyhIgRAUr+6N6BU5SgcBwa6CnqMh4rHKgFIYbRL2QK/xDr/89EHaUAbIQTsA2eyt8qRApA657uBj+zyrTBvMmo4e2OgOOZ5c0C87ZEaI0y76tbNVQi/FWXq76HJnMMJVtaAA0v1uCQSytUbqBx2/Y4WNUmoI/AzwxwFijA3raMT/RsfPAx/HGB+mP/+3gK+m//3ngb/LP6Ww8SHQ1J66dcTarXUbojZV4D1eq1TePz+hUSua2mFzi1Ka8+aK6XRORiRbiXUV1M6jjcZr6fxEG1E+PrchKyW7S2Po+Igyhg8Oj9nu38KnzA6bd7hYVoxQ7O5L+jhaEVwkJMuzZxV/0FK7wLxxWA3vHZxQTeRhakxE95IMVkI+0EocTysBm7Zw7YU+VJ7Ti1Y0FEZh/POLR0f5/8dEVxUjT2SjV6w7CZtBkQ17nC9rOlozW4gI2FjhS4DM5a+NevzI7ZucLufSQdKKns2ZJqpnDJFullFkOfO6gWjZ39xAvy/JxACu9US9YnPIchkU6PDcVq80FDGjVjCL4tpRKkLQnzC6BcZZwfVeB4vmyakmazxBB2wSV8cQUZm4QHxQvLqzwaCXC0UzWZ5HhWVr0MUTeXZwQYw11zeHzOqG908F9W+NpvKeGCKvZGMu4gLdanGs8Px7Fr2CwcdAriWbq3KBZdq+ZsaCinSUZDpNqgXbwz7GBB4/k8JmVs956fZNDj76iBdffIX51RFHzZU4jtLinEVDGyNKO8BileLV4ZBRVkheF+B1S7Ca3WGHZVuguxs8efqAl/bsyhwjGg4luqyTq0NwLacXE2bTGbeTVqeXZZxdzggukucZHWOEnAukHEhKnRMbzzjvEYjMfC0dAW1IDmN8bCk7hsZ7CAqdRUwmwZOri0yhIZNbOSQxfPqDRIGkV43LkkdHV/T7XT6/M+Kd8ytUbKhT6GR3p0fTKM4nZ4w3N+nnnsLkZEFh2+fXmHKBLMsIvsUpL1bjAN0kjr2zs5E0Plf4oAgNxKB5cnHF7a2N9X0x7pYEDW0TQBl8aCEqNnrd9LsCPVVyEhcUxtA6TwyBZQiERJKPRcXvevlFxp2ctqkpMuh1kpg0iS0Wdcs87cxHpivWcw1NXdMvZZNye2ebTlFwtoiMegUHZ+eMhwOubY6YzoU8nNuM3czgCdTOMW9qHp2eUua5bBCRjV5UZi3AJRWCwT/nzzyZV/QuLnh1a0t0hhGSOoPumsgdKbOC5XSOUTHpKzQvFz2+lvRy37vQfG48JjROmEjWEFvh5axS3V0MUtQoR4wGraUz8Z2PD7i2LR3j7cGA/Reus5hOqBEdTeM8nTzQrK4fH8W0EMVYEAJ04pSvv/+Y83RBZ4MMY6TLHnzk+8+eECpFt2dxzWrxbRjqMVt7m3z40ftopShyy86w4GIyAWBje4TyGfNpw0mxQCvPoOzx7keP2dmVYvX46JyXbuzSCdIh8THQMZHXdkYk2Sb3np5hlOIn7u4z6mTidDTials55sg0ShvpziuFNQalJPNp6VbFYSoUnRQcygRUlpF7TZPuHayhm+W44Glb+f6D1hgCNpdrtUvJVT2XokmLOL5palwM6/Z01OLKzBXcHA2Te8ukqUp6jRFTxtL//yYE8y5wAvzHSqm3gG8A//MY4/yfeN1PKKW+AzwD/hcxxu/9E//+LwN/6RN/3osxHgDEGA+UUrs/6Jcrpf4N4N8AsJnBGk2mFUsD0a3ayjGNH+Q/WifeRfoZWiX7ZfRsZJaHpxPOFjMRq0ldI9wDJbvE3OQE4/iHR6fyEFxBmRrZ6WnlMVhcG6lTt2W1K9fWcHXRUBaynV/hrLVW5GsnhUm5SlInNz7Qti33Ty5wqQuVlZqmlnwelDi6mgY6ndRHBVTUTBvHVm55Yd+ybAIXZzVRPR83rOmEafwFyC4ChU02JNc0jJQmz0ueTudpoBcxUTgaALc3Rnz+7nWOruaUmaU0hspHmtaJcwP5miZVTZbSejMPCkfh7TpNO6pIDCaBmYQNYpSIk9dWwRBpWIH9WCPWA3ENK9vNSr56Yw9tLFHD3sWIp+0FNirhxZCcAlEcPF+4dYMsFyiZDgqbOhvaKJx3RGXZ2R2ST2ZMZgtM9PzIrmQzzXzNk8s5C+1otCe6iFdOxhepZ2OVxgSNzWX3hFYE76iiI0uWVZfEocooGufRGC7qOdOlx6TYhS014GR2RWYysqLlQlX4FpRN4x+kYIp46eoReHE0pK8MTfDE9H4u2sC2tbCYcOe1L1MtpjRbG1y5gjycpfNlU6Gomc0rdF7QKwpJyo4rx1OGjZqLRZMqGU1hYdjprIXBIUoR6asaZQ0dbXFhCdGsf87jJ1eMujllZqldoHKOZdqFm1U0SnRoL2daKS029HRrrwp1j+KyWrA96rOYOu63nlG/x8XE0elKQXI1rdjb6PNib4PzakEnG1IJnWq9rBolvT0LBIzErrSBSdWSDRIzx3lJrfbQeI9voGqX9ArhCgEYemgNHRRZYVhUIshU6jm8cTGrqVRN8I65b8ltQZZlmDawLQ0bPntji6Z2OFcLu0mJq62TWxYzWfjvTRbUruVnPvsZ5pNzESG7wNIFBun51s0sSx+4s7vN1z/6kPFgyE4/x2QWm9x5KgYuLq/wPqAzQ+sdmc2pfVx3dXx0BCcjWaUUBPB4sWine9CqyPuXczo24+ZGHxUjmdUED/XKCOADp1dLekoKGo2XnKjM8NVNWfLfX1zxteMDfmpzGx88SmVY42l9SEwpgdQ5FSBI+ppScp8Vo5KPD6SzYSyMF9k6G7D1EatBKYtK4tg8k7GP0gaCxjmH8yKIXXGiYnqWRC9GhzZEVKlRXrGppYCso2Zjo4MOkV6/w7joQJFhjOLmDXFgHZ9dkRULuj3L3Vt3eXZ8TKgaJs0RTw/EBXlrf4uusWI8sAZrpBPbLhe8nCI5bKagcQw7kjcWosa3gM7S5grcIkgchxYDRWKJYJXhWylwk7Cy9sumMipxDysT6KYgUSO1OdPKSfEUPTqIWWSQy8U6ncxpNM8FyK6h9aC8Wq+HKnWr74zGktsVNMG49eZMrkPDwfSKbAXa+QHH72RhY4EvAv9mjPHXlVJ/Chkb/W8/8ZpvArdjjDOl1O8D/hrwyuof0/jqDwL/q/+mvzzG+GeBPwtQFllcXMywnQ7KP5/NSas6iN4hJMhtfE4m8i1oGyXormtRtRMtSww01cpOIz8tNzLjjSE5HpbNcy4KkharU+GggWpZUbd+HbiZZ5ZpXdHPdXJ7iLunzLN1QFhMi3m0CkKgoy25ydjrdLieeBQfPDmns1EKXIpkvtEBUXOkXV4UV4dWkq3b7xlidMym0KQoeK10smZL50Js7YEmeHRY2UgFFFhUDdc3xjybXNG4BqPgpW3Rotze3+R8tgQtXa46NFhraZuWPD2Ulz4IiE8r4Yw0kScnF/zx3/OT/M1vyPz68fk5PvdrW3AbtWzMdViPGzKlqJGWPFFsiloZYgi8UIoG4Keu7WONpfIeXwV+8tou9d4uH1xO+ehINAB11fLTt1+gRfHZ67vo2OBdm5xTcgN6Z9FaYTJDPXP0yy6ZtUxmDZOUztzLCl7bthwsKrEVe4exuQQFIsWqQRgOIYgbyreOuWsJQRxTIHTbTCna1uGjpwniojs4mTBID2V0Q7PU6J7h7e9/SGe7R7Cgg9B+QazXEFE6olVkoCxRCSfkKhW0faXIlOX61hCbWV77whf5meFP8zd/5W9zeiLaj+rijOEw54ODOWTQzhuaBra3BszS2HTU6RJxGBxa5Xg8LmjaWn4/QHCkB6AG72hb0f4sm5Y6FbSnp1ds7pTMXYszkVwrBlnB6WzJMvGLjDWyo0w+VGWUgCnXW5R0b1vN0eUJNpR4p9B+CXhsJvfOTq/HxrV9qpPHdDLHZDmnmxc4nXJ05FskaoM1GUF5sfMjo4pB0r1oDZPKpQBCmDRLhmUHheIqgeyCgnFW0PqGpm1ZVC0+KGrv6XSkY1O5hmm1oJrXbIz7XF1OqZqG2rf08k5aE4RT1QSNjo6Fh1nVytikOwagrWdYm1P2+3zw8Cm+9dzZ3+Dnv/gyrdPpU3n+7nfusWg0N7c3aOctjTNczev1mDt4R6sUnTzDx8hu1uGBn4m+YrXj9qt+qlphwGQ8FeXaA2TcoSLvXFxyczyEVJBFHdegttpHQmjxxqBjTMgI6QSsNiCvdrp8XGvenkz50b1d5nWFxWAVrKIRQxQaLwRiFGzHs8kFzw6v1hu084Wlmy/Y6uaimYwu4ZsiafJDUIpMQUzUW68UbSv8qbKX6NZFypZK49DgAoaILyK6kc/+4s3bHD47YtS39PIuW+MhS1dxtpiy3ZE1anyzz2y55PHJGQ+ePmR6ecX13R1MVTCdSvfsm+8+YbNf8uXP3saFQG5EOlHmGbPk5NrvdOkOLME3aa0UfSVRE+rkNjUiMcjRMrVQHtdEfu3gwdrVG9rElYqKMo80Krn0Ylw1sKlDgCaSWyVj7jQKNpmhSTyuLMtonXw/TQjUVY1vvZyHlX4vSEf7Wq9EB3k/NmhkriDXao5k5hnzvNj5J4/fSVfUE+BJjPHX05//ClLorI8Y41WMcZb+938JZEqp7U+85PcC34wxHn3i746UUtcA0n8f/059gE+PT49Pj0+PT49Pj0+P//86fsc6NjHGQ6XUY6XUa0kM/PPAu598jVJqHziKMUal1JeRQuvsEy/5I/zjYyiA/xz4Y8CfTP/9C/+096KAQatockWrxH20OkJIORg6gNIJLrSiMhpxp3hRo0+coMuDWuk8Vt0M8ERmy1qyUjyA/oTwVUSIXikm53O0VlRtoPENZtUdikB0KF0AHhWEZuyVRsXUpiPl2KyUsGiyTDEa9FmJEn7Xazep6pqvvX8fE2XmnWeGqOEnXr0NCLguGKgiWB1QXtMvSjpFYLaQWvdq0qS8H0PQApkLKso4Ko3htBJSZ1SakQt89doeD5oFZDnbCSQ1byTawUYRUUY0TeMp8oxF2nF3bIZWogXIjUEZEQ2eT+fcvSZjnfuHx6gcZOdlKLXwGlTU1KsxOLIDCcnhlBlF1XheHoz44q50kExmCKkV3+9YnM/oGfhCJydLjpWuD7yyt8Go32XQ7dI0jhg9Wmvmk0s5F9ZgjSVXOZV1NI0XIFZucB35gmaLJRHDftHl0DtOjxZcv2mJXovAO513IakGlsjvsNqycA0r/H4nK7EqsggRF2BWV7grz6DfYXElHYDtazsE7zDWMJsveX24w/3FJReLOVnSDkmjTZOhiBV85+iCQOT2Ro9bfdEbBB9AeUb7uyzyLk8PH3N+XrK7eY2Dp5LV0pou5wtPvWzQslHj/OKAo+klpA5At9fh9vaYumpxTjJqrNL4ILwMQHZ8WqNMxLcRj2Ny6bh/cL4mx968OcbjqRpHFoPkuIXAuJOTuZXDqEUbRURyMbxXKK3RuPV9Gog4BWVuuTw6p9sp0bXi2t51ciNtgk7b8OF732S8MaK0Od4GhrZDYZGfDaCCJIcnZo4PgA8UyvCNJ/L9/OzLd2i9uO3mdUM3K2i9CMBXmpaNosRHz7xqmdU1V7Oafr9H2Ss5vpQlcL6oZTSrNJOTKVHJSDtGQ5kl8jCyTlgLsRGHY2YU7z6Z0ATZufeHPfqdkv5gjDaGa+NdZtUl/bxLJ5NrzHnLsqqx+YImGHSec+/RA7bHfbJVZ6OqubXRwTmFUdJBHmQZV8v6edRIEA2hMLIUyoPJIQSzFucrrVIuX+TvPXzGV+68IJ1gpdFp7H5xfELfGlAaY8VcEFVSWqxJtoqX8g5fn1/x7ZMz3hgNkhBVrcedMQQyRFPkY8RqzbIO9GyXOy/tA/DO997n4YHhzrjHa3f2hfXjJa5lBYFUmSZTkVbLqDPLMzqdDjvzGRenMtIadg25NdQuUOpAY+X+XtSONq118fiATqY4n5wzWy7plzqloxuenYvG5mx+xcv714hBMZvOUB3Ls+kptIG7N1KswPk5NazjT5oYMT5Qo9a5Xb5tqK1eSwmMTl3hJuCTYC604iZ0ZOvR0dtnh7QI1BISndgovnrrFbqZ59HVjI/OLmlxNOk1mVHSJWvAapEiDIuCunXriBmH6EyjCQQfJOncanl0rfUfkVFWEDEE5aWTbbSQt1dDEmO4Nh5w7/lj/L92/E67ov5N4C+mkdI94H+olPofA8QY/wPgDwH/E6WUA5bAvxyjLBlKqS7wzwP/o3/iZ/5J4C8rpf414BHwh/9pb0IEbYquVpzF5wAjTERjwMbVqp90IiudiYyQlJHCRbCjBh2eW4NRAWtsUnJDYQtiJgteqkfIMiuizRBw3mNRjHoFu6MxGwNpO08WDYWxyTaq0FahsDJASnkuIYoVPa6opkpGTEZDXFlWoiwsxgfq1mFMxDXgvOMXf/M9AGyWUWxYnJO0wYyASw+8NZE4wGIhwXqKSFAGT1xTO0G0Fl57VBS4YG4M3SLnbDanShlceQFGF8yqCutbhp0+1sL5bJGiAkQbo5QsJMYkOJuxXMwrNrqyqJba0mqVZD9RspsUNEER0mgjxgAtycqueGUw5ku7+7jo1kRTY3Mm8znDToeraoHNS7raMuj1eCs9vBZNxXavBB1YVnNyk6OsUEn7IykAqvmChfO4zDPod3FNTuMcniWbKccnL3Jmc3E+lCaTvDCVUemWGFP2kDZgpFDOY0YbPWVhyG3JRSNFiw+OC+dpgONnF+TGsgwNO6rHSim4aGc8eXbCuNtjo1/wu//gl+n86vd4fHXB4UQelCqKRsQ3AWsExtjRWmi16aYYdy23Pvfj3L3zItdfvsPXfuM9/m9/7s9y6/oNfvInBB3/zvtvc3B4wu968w2my5bHjz7i2dkFpeqwlUL6zqZTbm6NyYwRnUYILOs6Wf/TraMljwfvUt5ZxDcNuTJME+F2QM64KLiMMKtqMhOpo4Sy9tMos23kWldWoI5aITP7aJINlSSgF4Dj3tYGm4Ulz0vmTU2TXlMpxd54n4ezUxSRQhliB/qFpUz3uy0KrLGCJvArL53ALufpPZ/MZpQ2w/lWvucQGHZKOplikUSk06ZisWw5m83pG8N4NGTiKk6fHa+DBVWELCqMkYey0hqf4hXKJMiMypChhFisRAcWjOX2bp8izQmu7Datc3x472M0GS7Oya2hUY6clX6uZd42NNMzrm9eJ88iPldktuDOXSHHhgfHnCwqOkqhM01HK3azkpHNOUrjj8ooQvAiGA4BnVkBiIoiab1G+eTWqXzLbz474Kdv7ROB06X8nEJbykzg+i54MmPIlYT0rmzIKiBW87zgyXwG0fP5zU2atlkbQIwSfVUMjsyWaB04nlzRt13KVLDlNsPmkeO65rv/4G3+2M++SeE1tXOYlVvQByoihc7wwhHAhchbN65xnECjIQa6OmM41FxM50SdYaInN5rZTM57G6fcfe116hB4/8OP+fDwhL2NIT5ErpIIuVOWLF3L1riHtR3aMEfZkmF3yMlcBhSxtQyHmsvZjMGgQxkss7ZhVJZr3aYFlHMEpYnKooyhns7w3j2XY0TJ8FIxYCMcTJecLOcS+LsKUSXypd0bDDuWqm253ikY7m1x72LKQXJyOSVFY0yavjJmWGu41u/w4FLGZzpLm/0gmjVtNCDPMmWeb3Ze3hgJqTvpfUQ+HFiVKw9nF9zd2lk/gn/Q8Tta2MQYvw386D/x1//BJ/79TwN/+rf4/y6ArR/w92dI9+f/88NoQqfHomopM0Ndy4WoMILgl58MiT8RV9oSRNyIkgBKHVa7Bp6DYxS0zqMJECP9YZdZ1RJbt95ZNM4Jg0ZDkRtcHfjM/h7EQJs6LefTGYUOoOwa7b8Kc1ztOo3y+CicE6Xlorx/ck7bhvW8UaHxrqJuI1oFWq9Bib1wtatqolqL4/BitZW5tKZKTpzOwDIY5LjoaKJiclQBXqyrK5GtzYTOGwM+eFzUDDJL3e9weCm7mF43Z388pswzOiZPyPWMTCuqVWig0YCmX8gOrUlF4KCwvH5bMp6+/+yc988PeF56imZDWbXOZlJeoY0QhDWG33XrhjhOyOilwq/xgUGZU4VIXnaxWsL3atfy6EzcFhfe473n9f1NTJZTLWvywtLpdGhSAGjZKcSlEjV40Jn8/tJaVgaI2BpGgy4HbcuD4yPcSDF1Hqvt2m7pdSCLkRYNOqC9EHG1VgxL0VFUdUPTBo6OJwyLkqvJgrwocXmHrR25Np6dHLM56vHa7dex1vEP/sbHUIzYGXS5/1REgGW/JDZBcBxRsqDG/S47RbEu1Pdv3uaDh4/Z3d7CdAy/+Ff/Crt7+/zHf/H/zr/7Z/59AC4vLvnKV75CVJ733/+QO7deTp3FhsfH4ghTsaZpa1zj0ZlFxcjucIBXgemKMhrN8x14bFAq8uDwgqPJksFQPnuuoW7EYWOV7Ea989QqiEUVGJQFI1VytlgKFl/J9aHWDrpU0PlAoQ0dE7laNnRC5GAy5dYLL8k1H2rqxtHMWjErG8PCWjqdjMP00KnnVxhl6WaW0hZYFejrDIJFpwfBtdGQRdPQzAPGGoZlhlGBxTIySVbu88UEreFoMcVHxUtbm8ymc8Z5xqz5BI4CoRrHVfFpNFobdGLUBFfjYgpC0Ua0NSYyGA4guQ73iisypZkuIqOOuD59sGKYXRUA2lIMBvRNn4PTA964eYdxv0PQGe+/dx+AGzd3uZp2cLVkSS2cwmYG7wM7XTlfj6/aZH5SZLkWcXXKH9Nm/TjFi7sBYxTnbcN7Z1Ne3xpxepkIva0jll3QhuAcznvyTOjmq46fTkXjy50ur+Qd3lvM+JVnB/zuve3080mZYhGjLIrAxdLTVJrX3nqBBxdyX5isgykcp8dzxt0OpxdTBt2SbmbX3fFoTCrIEjPJQt9aLqqaeXLnFE1A55lcctoSQ8vAZiwWNePE7Lq+u890NuHo/JLNXHN+KRy0Is/J8qQhMQajNZPlAmscxlosET0wqAt5zc61bY6OD/nW2VN+7PXbHE2vMDFQ7mbPAy4VQvVWEoJKCJS9LovZfB0JVGQKYwzKWgptefvZExRWjA7pebFXdri9MQY8roWqcWgCL40HnCU+TxMjwTkxcyBm/xubY3oxstUTdcmzqwXPZnOhV4dARHLDglLrhs1Wt2CrW4hzK+g1hkX0afLcHgz6KAu/XWXzQxGpoJTm4mrCjdE2v//Lb+CiiAW/9s2/y72ziTiBYipknF8nZSudWDQBmraFXJgOKj2EAIl4V4qsyPEhcHa1FMS2irJbQap9mxuMUkzmc6L3DJJtemVCKsuMxTSD6AipsDIhiPOG1a5Tp8wl0EFhNORaMNhrh0hoU6Xb4KO0YqMS1XnHSBelCg4fcyq/oNSWAkOjpMDJU3eojp6WgDEGHSIbOwWTiWbRejaSBVsn9oz3gr52EVwEPrGrmlRL6mPPa9evgTW0vqVZNqAzVFLCl7klBElRb11L13Yo+hmn8wWPD2WH8oe++iX+7f/oP6ccy+8MyDgnhIBJ3Q8J1RFnzI/t7687c2WmWaSCJM8sjdNkeUbdVHQyy7RtGeSWxxdS2Gz0O3z9yTkPpkt+/2dfotPJ5TsMClOkNHYiLjbrXWdbQ5Yp2sWK3iFZJpNlzfdPjjAaikJz6Wt6NluPbIZWUSGhqAITkwDDAOsHZa4sJ8slNYGLZsn2uItrM25d2yKZapksphRZQR1qdDPlD/3xP8a/93/6d3j05ICf/8LLALz/5BTXzVgshUW03e+Sq8AouQYBvn8wZTja5dHpOXv3zvi5n/tZvvb3/wH/6z/xP+O9tz8E4GSy4HzyS/wLX/3ddCOcNhX93ibz6SXDdM1nesyvfPcee4MeL72wy0avxESFjpbtkbxm2bbM5zWtc+RWQ3BEpyj6GZvjfrqeA5kxuNZjjaHxLUZpgbCtClolkMitTsHjZxdc2xqTmUIyodK9XFhFXQfy/ohbd17C+Yqm6HLwzW/TLJKdOevybHJCVJGs6FDkhsxqlk1Lk9qv/aLLoMxZtI7T5UxwCFrRyTJ06pBcLityk5Fnlp7NqZqKadWy9O060PakmksXNyqubWxwNZ0TvLgl1656HVDRCkBzxcgJWjZKqbHaOPChlQ6FFrJHUIa2qtbrGLOWhZIHXDQ5LkQUnrpRVOkamy8qdjLLxfKM8XCTCsu4s8X51Sn9Mo1Wr6YUZYlvNa139EzJtKmovMOsCkikQ6IVxKhT+nbESbgdAM4FIgITzHLpqn3//JI8RvppzL05HOAah88EutkGTxMiBkmMTzehJIQHETW/2h1w0tQ8ah2v9cQZNFtMKTOL0hZtDH0V6fVzzhZzPk7AwM1xn+gcGM+1rTE+KiazioXR9Er5ootS8ukyncIyUdQ+8ncePkGlzk/jIm3l0L6h3ytoKwjBs7HRIy5l3Xj85BEboyGZUSy8YWO7i1KaytVcG8l7jhFq37LR6/Hk5JwX9m7y+lbB/Ys5o5E8uw5On5B5xd6ox3cePOP2eMTmeECh8/V1qPHoKJvlqAJ129K6SG/YW4cmK+9QOsdGzdPZDBOUOAlD4HObUpDc3RpTVTUhSIAsXhGtuDe/dE1GY49mSw4ml4DCu8j25pC8DQTDmiF2bdRlZ9DlG0+P0cjm2nsx6OwmxMFbm3s0UQKH1/yjGIlG8eRcYnpu9DZ47sP7wccPRWFjlOJf+Lk/TN633H/wNo9O3wfg6fmMjhE4VrQy91VIdwZAR8mQUjpiMo0uZH4accRV4JTSKCMcgRhT1H0TMYp1xlPZyTA2nQgV6eYZHSOhY/OU42N6XUyu8E4JHM48v8DiWqsDWCXdISVOEJPlNFeLtZXSeU/TONG/BI1WUhlnNlu7AEIbKZVG6RxNoA6BHFHNt6tqII28mhBQQaBxOxuSCbUOOkoNQmIrxNgQaWtH7d2aQKuipnY133r8hH6Rc3d/l6qtWVQNm0nX4XzAtX7dZtYq8Oj0lFxbFn3hNhwcn9PNM0yEKx+JWYBWqJor9b7Viq9cv01UcHM4pHaBwhoa52RhBaE6mwwXWgqbMa0retbS1o5R2nXWi5atXo+utXzr6SF3NwcMul0W3qHdSrNhMFkHHQK+bWmj4+NHF9zaHFI1q6R1WDaOjtU0XmGUp3JORpZp93riLFvGrHcsPvF5IlGCOoGLx1OW2tOxhljDXMEru/uUmebgPLXubcn56SX72xvMnOPP/9k/zeHBObevb1KnhOI3X9rj6VXNrMwZdwomVwuWrWO0U66/w7y5oj45J279BMdnR3Rzw3/7D/5+/sJf+Eu89JoUSL/v82/wl/7CX8ZNruj3B/R3Nrk4nbK/f5O9oSwpHz5+QnaaY4cD7h2dstUteXF/h0Jl66I3V5bY13zjg8c0yvPK1hAKwwujAXspD2i6rJJhX+z1eWZpgidDig6QEWSmLV0D17Y28N7TtoFRp1jzVTo2Y1h0mMcFDx98jx975S6bb73Fe9/6Ddr0Pef9HJsbbu3sMqtmdE1GaTKc8nS0POBq5wnLljo0tF66X4W25MasM4O+e3jEj1y7RqYCh+eXcl85IYifpbHFOmu2lU7E3Hm8irTePAchukCLTw6TgAmWPDM0LtJPo97gA945ojbJihzRBHItBGYQ2KG8NyVW8hiJGBrvcKlj/MHBKSfzGdZoRmXOBjVvXxwxzDuUSLUxuZrTnl9ilKUz6HE6XYCNGKWokoZEuYDNLN47dJaJTjCIO2jVnUYpWVsjEOXvNYajZcMrCSro2iCFWgSdRTIv+IU8s2u8QwyglIwCjQr4ENktuzw4P8ek9eel7gDfNCgFHx2f07eGV2/v8hvf+4DP3RLN4YG7pPWGz21vsKFzNAJZjAFmKVBSqYjJbBqMZGQK3j4/Jyi1bhzETOjoXsGyFVq2ilZAgPlVulYNhcmYLOZgNTmaGo9WFpdGmRmG0uScLaaURcbV1RkfmE2s6ZILHY/r21ucHVxyMquIJvLkYs6L17ZQKqz23MJk06JlCtFioscrx9VsyWUtHchr3S6owCIE3j49ks2gUiyuGq69OEznQujcVSWFuUZI7VFFHp9JsWGM4aXxNh9eXJB1DNc7Ba4S671Lep4iQVXfvLbL/fNL2uR8I2o+syHstqgCyit51ilomsi3nzzl+vYuL92VQmtZeR4dnBDX6dD/9eN30hX16fHp8enx6fHp8enx6fHp8f/V44eiY6O0ZnrwPbZ2b5D1tvnoG98AICuz59A5B0F7NJoiiRLDek5rUCawMxhy7+gUY/VzRo0KKJ2J118rmYfHQLRmndwNgWUVaesWm2d0jCXTCmOLdUtQ1y29bpd6OkUZkjsGQlREvapMZd6OMago2hYdnzMaQF7vNeAlzyrTkoTsvMZ5qdLbNtANAtAKSqOIxABNiGQJ2NEGCMqRKcsScbU4BV4/p4O44KXNGJW0Dk1Ae+F4ZEmM3apAbnOcjhzOLnj83ilKR376ldfIUzbK4emUzW5HgH3WMGkryqxgVBakCRvvPD7ic9e2efv0DJN5XB3lF8W4Pk9ffeEON4YDlNa0zmNzy2xZyy4vVfeZMbjgBebnFwRlicbx7WfP8GlHaUtL1SgeXR7QzTKmix3euqEois56vJVbSxtbrNL8ynsf8eHjM6ro2R+/QDOVFvfx1ZI/8tOf5ebGC/xXB4doozExUjnHpFqllrfEPKdwmkFWCkNDRxrvcfPEzAmexkTKIsdmituDHc6ujrmqLOdT2VH+p7/4Tf71P/wVfuwnfor33v2Axw8/ZnunYG80pJc4G987PKNNLeCJ91xUDRBpo6dr8/S7HCjLow9/g6vDLX7yK18F2+OP/it/gNFAdkwPHj/l9/7Y54nVFSZEfDvkxrURrWs5OJf30+ltYXjK2ekFFkU+vkEdArYAnzpa1lg+fHCCUWCi47gpUbYgM6z1M+O8BCKLtsUpIEYR2YeAS/TU0lrmribDYjPR4YQATdus4ZZ1cCgM47xk2OkzuvMaf/HP/zn2Rl3aRrooF9UVm0WXsiyYV3Ohz2YZW0VvrbWY146TxYxlI5RtjbhaGufWmQEXi4pFU7OsA0sfOF/MWfgWrbJ1YrvyGh8CWHCupmMMXika49fXmDYWg8DMQowoAj7lkZV2pakLZEaYSt47AhpcJM/suiu0mkmpAEGH9EePVZHLFG9RZJpBnhPRzJYznBqiycl7BReTRJfVUOQlnTKndjVvffZlHj075upyRkxjpuggixqVS0clahmrBq2wK9BnjMIKU7LuBA/jYcnJdMFmnlxj+XPXae0VZTToLGPZunWnTqWxh/xiuZ7e6A/RCu6lTgJRc7fscDF3PDq+YHvQY2QK9vfHPDwUF1u2UWJ0ZGRLChMIK52bgtUCdLVoMdpRFhllYamikKStNetOS4yiLlE6UjWOpon0urnA71LXa2srwwWNXojmxRrNuFtytpjTpjXzsm7IlKb1nsGgxLtAExw+zJldybV669oebbdCa02pSmxu0CtPy6qDFLxQ670iUnNRVXz/6ATnAteG0i3//nTBK3u7vHv8THQEiVbf63fWsUFBG+qmpW0cKkahOWvJO+vk8rmcC1Rty63BkP1+hzo4up1Muqvp2bQIniIzdIzh9Z0x3zs+J3j4wu7eOpMrekcILRFN7TwfH5zxcmdEf3uDppJzutktWNqM2j3htzp+KAobTaCrKvL2GDdb0O/KzYOCxni0F/FSCEoCFFewIKUSAVge5lrJWCsahVrZbJSEsYGCIEKozAgML/p0IyNCzdwarqo5djxGqYhzzXrRCUQGZcb8SoQqmVW8fzLh/tkl6drBB8M/9+qLqa0ciTpitEWr53ku3nuUD1QhYmLAW7nZNKBSO12ZBh00VWzItKXQggPUeOZ+BW5CoE1KSMKC7IRGsf5dIYrVNIqSmagkpFJri01RERpDGyUs0BqLSy3rf/jRR+sQzFvjTUKKEbiYTTFYtoZ9HJEnyfqqTEHRKsZZyXFcgnUQJYdrO2VX7fe6hAitC6LDWdR0rKZaNnQSKrpxtRQlKDom5/F0wj+6dyqRDmlUN6mWtEZzczzgqlpw7/SYOkR+9pU76ziOuq0xGr796BkPT6/I8pJenrNoLzk9l8Wns1Vw//SCu9tjfmxrG93J+ZUHDySLJQkFs5TN080ygq/olzmtd9RtZHYhP+dq0eKbhmq7RydqKh+4XNbYxZJ/98/8FwD8jf/sT1Fmnr/y1/4z/sAf+O/wt//e3+f1uzts9Uv+q4dPAegWljbAZOm4sbVBnDegFd85POWVbXEzvdDv0gQHTnM+OeUXfuH/ybWXX+fnf/orfHz/I/med8f8pb/3kL1rL/DS9Rd4/Og+Sg2pljX/4s9/BYB//z/6D3n91Zd59OSA+WLB5zZE4zJpF+J4AJrgeHR2yaCXoymYTU7o5h06Zba26xY2o/Ut1zsDjuOMuW+wQaITshVAzEcMhta1qEZI3SZltTVuBYXTTH1LaAPLpsL3dxh0unQzS/X8ScC4U2LsgD/63/spHl9O+aW/8xvMgl+H/XkXZFy7yvNKf+djuw4fjFpxUdXYCOfLOVWMWJ2l4NOVgy/KQzN4FldzjLEQg4wy0mf3ybUcfLrndCREMcKtBLQq0xjEaSKXb8r7yc3zQqJxeCKRiNFwPq25f3JBJNBNAZfnk0pszm3kzs6Qe5c1r251uHHzRb734Gl6PzWLeiGhsDFycjijkxv2X7nL2x+I/mrv+k1c67hcXmCNZlrXoBU6KP43//2fA+D/+Bf/Dk55rLL44OkUOTFGvIcHExnZjLbHmCjrooqRSkMnZa/5ldvUaLSOSUeoRcKjFK91B3x2KL6Tv3X4lNde3uD46CnBw+72Lh8+eUCR5Wwmh2M+LIltg41avlflUwwDa1cdaNoAzdJxelXzreml7Kt8XEfV4CQLTrWR3BratmE6q+mUxRpKaZQhmIDS8f/N3p/9ypbl+X3YZw17iDnOfM6dp7w5VHVNPZJNdlMi3aRh0pbchmCIkocXwXqwQECGCb3oRYAnEJZpGzBEQZZFwTRNU6RIDVSz2WRXs7uruqq6KrMqK8d7b97p3DPHHLGnNfhhrYibZJP8A7pyvyUybpwde1jr9/v+vgP7rS7b3Q65EoyLOhTHgPCOJNNkSQvjPUmiMNWMykCnHcZD59NLUgR73W1G0yVzM8eK7SCS3GSogW+CQKF28NHFJcIJWnnCogkF7UF/m0eTEUJmONlQXK042O3zzu7e62feGVarKih/XSCBTxYVjZJBSk+wTem0M5aLmlnd0M4Sah9sPdYNY1ukCBzTouLDk0uM8/wP3nqAwG/I3gCpktRO8OjskmyYo1RKbZabcGpvLN1Ek+h/fvnyE1HYCILq5eX5BaUL1S8EomwuEyphgpogOi2sOdoeovw6KHHqxtLOM5Z1wTr3hIh2QPA2EIiYbwHGR4KWAeslGoFUCZkO4ZtJomiadQiNp/ZZcPlUGuc8e4MuWr8Oa6uqUAh5a4KbrPd4DI0HEVnuhakRQpIJiU41TWNIE4GWCVG5iPGS2lpaicZYT+UdGWE+vFZJJEJgnMdYQ0toBJbGCUoaghI/dATI6GnhPcHA2aE8mNjppMJRVg7d1qhqPRcHlONkNgXgarXgy4e3qEyFQNFv5czKik4qyFcxzbYqMNZxK28znZVUIrjn7rTb/MtHN+KtsNR1yNZqq4RaehprEXjqdaElZSh6rGPuLc8vxxz1e0xXBZ1e4NicFyvKoqBY1aRSMGglvLw453h3QK8VOotektA4x/eevEQ4DSahFiVFYWj3o6twS/Ht41N0ormzPcAXhsZ5lBEbFVvjG5QP2UeTuqK2ntFigar9RoItpGB4MEQYF5yHjWPYadHpt/i1v/uXAfjN3/gd6DmSbsbf/6//Dl+/f4NhP+cHZxcbgvGiCcR4pRWvphMEjoPBkPF0zscXEwDKpuHO1haIYAHw5OwKoR/z92rL7et3AdBJw+H+AcNOi+XknEPlqTS89eabXE2DGu7urbs8enrCrYM9FmXFZ2crEIZFIbh9GIqop+fH5LmOPAxD4xRtW5L4hDxenzTVKKeZl0u28pyWzVjakrpxG9k4IqbdiwQvGpA+yPsl5Fn4npPRjFY7x64srW6fv/9f/Ge0Wju0BglyFjpBkWhO6iWUE04m95iOp8zKOabk9eYlo6IMNgpKKQNHysf7lQjB+WIJUlLGJAHnHdrLoH4DrAvfMei0aBHUeo6wQWxCeB3U1CQq+LgIAp/FCrU2R8dbj5cEdJfAW7EIXG1eR7pIgXQBwXVe0m+laAHGCYoo4bt/7xbL5YKTy0veOx3z9bcecv70BSdPHrE9jPfr9CJIyK0lSVs4M8c0jiejp3TaoUi4HF0gvKedaXZaGY21VD48gf/H/88/BAg+JUIwMzXbvR7SOSbLCiktixjK+aoqudXKg6hDBHWq86CVeu2LYk1QOymJbYIMHm9wMSYE4O1ul197/JxOorh//4iL6RWZSrEClpFn8iDfhY7G1A3O1wgrAknDO5QKTZP1NoTXOsOFqTAxGNVZNmiVbdbWFw7lBCiN8CEwtR0VjtOyZpBkvLmzg5IKhUVIzdeO9vkgKgoXHsrG0FI6WISI4G3V7ijKJnDqhoNd2onn6fEFCEW/3eJ7L4/55fv3NvuPlyHbylpD2dRBHCOCD9hwGAq/wdF9qpMPudbdYvTsMb2dLne3BiHyJqL3lXFYAY9fTRBacnI+xUu4fX1nw9vcareYFw3OW8plSVNV7O1uB6lNEhEtFziHp5M5jXd006B+kkohImVeScWvv/eEeVNxY2uH0eUcsdVn12lU/FtKxPiUzzmL/9PHT0Rh4wljFu8ddWM2CqJES7JEYWtL0wT5t4gdAKy9L6LAWEJVNbR0wqLe9Hgb63YpZIx+d2CDr8XaAtq7sOmLJFjh9/OMdpqSZCl1lH8mOuHTF5fsZBnOB6n4XrfFXrf7Glo0QAIYG77bBdVSYyrSdZ6LUGglggmhc/TyBKUzlHBIGVALURsSqZhQMhQJtffMsCghSdaScBvMzZSH2gclSibgS71tXFzAtdY4E9J3g+m2I0dyZmuKWLBZQGsZuke7vlbRTl+uoWnHx+evuLmzx7Veh2VTkWtNumzCAk0gsCkVfA0Okjbb7Q6/dOcmzoQkYSCY5EmHry2FDjCvrSyJ1vjYNaSZoqhquqnmBy/P2O30mK0Kau83RMqiMAjp6bU0y9pyVVQMkpRf+/AD+jqodb50bYd3nxyjvMfbGj/ISWaCa3du8sNHwS8oW2Uoqfjtp68QUnJzOOCXb93it189x/noTeQsuVIIJDqTTIuC+bwiSzWdaPTX84FMuawM/Vab2WrGcrFA+IRX3/sNAJZlxeqsZGe7w7DfpjtMef/skkVpNmRdJcFagRaQCYGVCaPZnN1Om3G0aq+tp/RwdTnj1m6HnzrcQfqK0ZMfs1qGAmC5KkEIJlcjtgcd3js7436e8MMfvcdoHpRly0XBqiyZlzmfPnnGH/2Zr9HO2iyLC6wNXfnFckVHCsbjEmPgnTfuUNZTFGJTzDdFCVLQbbWYN0vaytPRPRa63DSmlfEYo8A6SDTCCqwKgX9r4v3RVpfB4Dqt6SV6kPN85Bn2W6xWS3ZiHMlFYdi2njE5f/PXfgtjDY33ATlZG77ZQIhf47hCBHt96f3GC8t5y4wGQ/BrUc4jtQzo0XotFg5jPFv9XWbnE5SWMXOOTXcfOgAdf6cHL/EeMiCL6JBzLqAdzsbFIQgOEBIbYykkNkh6o/Lz/VfnNN7iIKCxwOnpcZC6G8uNnX0uJ1Nu7e/xw5evODdhw5Veslw1ZJ2c1HpmdYmXljQZcnYZ1Iu1t/TynCxrc7GYc7PV5dSUNHWDituNVwLtoJqWJL0Ok0WJlx4pEyKQyYvxgrvdbiCTEuJdrPdoIYP3E2v7yvB7ldQ01kRjRoGPBdvNdk5LJjxZzTmej1ErS6oDcmw3iIRH0aCERegU5wzCWbQUm7XOE1RqqVJcTAvWmcl8XkshZCBNGxFS5gV431AbuIiKnixR3Lm2Qy4CZUHEeyolvLMfFEY/OjkBEhpC8GsqBIkKwZxrzdxyPibvD7l9fZe6dkyWc9ppxu89ecbP3wsWGSpo7EkSEZDP6oS0lSKV4MGNawD8+OUj8DnzYk4v0Qx1i0xpVnVNUb9Gfp7PZ5wuVjS14WCvx4P9PY7nU4ZRNfZyPqVsLE4KvDfcyXt8+PQlX3149zVNwnk++Og5pfKkqeIrR3tYD8q7zWvx9773EXsHA7aSPucXMzCWrWGO9BITJyBOiaDC++fXNT8ZhY0AWspRO8WN3RYfx8o4TRRaSzKjaKjxPgQ+rlELiDH3OLwI8tSjnSFX0/mG9+K1REgRugU83oY0cYTduJVKF5j7pg7hbGergpezGfvdNp1o0BesHxxChVBEhKcxPsDTcl1ISLACqyTKhVm1QHCyWCF9VFtEFwElAlM9qyVK1aRaU8dqf9XUPNwdcmUFK22RCJQN/1ZEmFcTPECcc0gZuuqFa6L6K6qQVDDgckFXjlaaBk+GpIzXMNM6BHY6G1xmY4ZIWJDC37LGUbiCj1+95KLb5Y2dI5pxMLha3wkpk2gq59jLM2iFjlOSUseTzlRQhTXO4auGVqrROqX2TfQDCnyVTp5SuzCgm1U1e70eQ6Ach+uzlaQshGFaNAzyhKVpGFUFvbTFrAmGVN97ZlisSnrpgOP5KXa8oNvNmL94yY1BcEsuRM2srpDK8ztPXvCv//SAHZ3zi9dv8Q8/exKvT4ZzsN1ro73jyavLcB1d4GoAXN/eous6nF1e0s3bTIuaOw/f4OXxM1wnPId6K2drN0M6yNspn86nJK0EZezmeTbGkSQC0ziEFmSJwBhBhedrtwPqpZzH1QUPDrdYlSuUFljreHI+Ji3CDVM+5+b+kOu3b/Pb7/6Ap8envPPgFpURPLweFszVasm3P/uM+eiUnWGPH3z4Iw52rnPv9h3myzBeTOQFU9PQ6ubcObzBeDEmE4p5XZFEbkwiJXXtKEwocCTBaaGVpNRrlQ0NSonAL6k9Uoc1zzo2IaoIwacnj1BLz+L4Ff3eDj0uuP3WDR7eCxvK733/GZ8+u2Iuxkiv6CUZGYpM5zQmdPdCK4S3IVDUS4S3ITfoc0pADyEvRwWEJaSWCaxvcBvXZcF+u8vjx6fhd4ngXZQJGQt4UDRIoUgjyosKm2Ca6I2Hh43NgvMSLXx8v9YoQty4fciES3TApAftNqfjWfiKWB3KOELfzVNsvWQ2qdi594C73SEfTC/idRbs9FsBFbINTjhs7Xk5OaYVddo7ekA+6NDOYFVqnk8WfPnmHu+fndOKY69l3VDguH/vBpPpmMqHTVgINmG1WsF5XXGYZiCJa0cobtaqH+sF3rlgWkpQR0oRhOdu7azrYZhJHoo+I1NzshpRNA1BcB6ORIXgS+tA+jAmarXbCK1xMbRUOB/WG+lYmbAmCwJatP4ibxzea7wKyjNnfFCuaoVU4UNNYeg4szF8dV4grcMJsVmjvnx0yI9enYLxSKVDg4YlSzTrMNbF0nA2GvEz77zJb33399GtNkI5siTj0VnY39482g+FsgjThj/xxl0eX405WdS891HImnZCsrV7jfliRuI0TVFRZym9ThsTLTIWTcXZcknWTlAZ3N3bocFyZ2ebafSkkkhWZUXe0kgUz8qCtlR856Mn7ETqh1Ca7e0uT04u6JkWecwHbBrPu0+Dp9D9u9d46+YtzucTinHB4Z1DjHe0ZBL9zgL6KbzkNbrwB48vVFFfHF8cXxxfHF8cXxxfHH9ojp8IxGZeNfz6k1fc6LTJZoo0EklnRY3WnsbIEFvgI7lvQ7RXYf4jiG63gRszaKfMi4ASyCbAwTG4CK8UwnlcrjYGWV4IEA7nFWkmybXivc9O8MJvZpS5kiRZi91OP3IHAkFY4DZwaGk8yosQ80AgyQovUUJtfCRAggwQJsYxiTW+EMGaHAAbxgBJJ8B5jTUoBYlMMNGIrO0SDLCQ0BIejQQRHDFNJBhbC4lwAS4WwdH0XFQ4LzeR8nmeUpQVwvmNCZxE4hWf8yEQOBucmSflkm9++hHew73ukNv9bSCgQ9Y6dCJ5dH7KtRs7FL6mKzXZ57JjmsrRzhPqokZIQVHXtPMsxEcAmYCPzs45n62oyoprOztM6optkdAaBPRsy2c8m8+ZyZLJqqaXp1TWILylF1UbRV0z6A9Y1SWDnR5NVWNWDpU5RFSf7eRtzi5HpK0U5zz/yW9+n5u9Hr/wzm1uicBJGHlD3tZMF3OKqiFJE5zxuLrBx+v1ajTiL/zqnyW5ccjf/E/+c7SpaeZjhnmXqzqMkLwMLsiZTLhqSlSiEBL6WU5dhnu6moXnxyuPc56mcWglOLmastMJ45hcSm512xhryHSA95e1YYXmsB3m8sOtLkmW8A/+8bfZvTnkP/r3/zxpN+Ov/s0fc/PNhwCcnV5yZz7D+IxPnjwl04rVsuHs7BV/5Bd+DoDFvGJZziibip3BHvNqzrxYsdtq4aIrtUk0SaIQxlE7gdQSqSXKWvoR1ellKVVjOJ8tUFpgon3/5bRARyJOmitGr6Zcu7bLrb1tnp6eIFwb+/ySp09Dh5v3ttnqdclci/F8hHMer6Ax9cZ0UdvgrpoSeBhaBuJ+rTQTH5O7S4/UAUGS3ge3ch9JP3HM7awlTVO8FPEdDyop4/zGSRsvkNIypUEACQIpJVu9HNuEzzQmjEykB1QYTXsbB2Ub9EMHAz8F2itubA84vpqgZVRmERRGQknwgtI6htvXcU6QdRL6PrwXk/EsnkWC1I6MDLSjUzW04mhsvFjSb0GqW9y+fh3R1Ny8fZNHp5coG7ab270esp3wbHJJYR0iE8HpFrdBPxqCsmnnICUREnRcR53cIJDeBQ+ZRe3oZynGeE6uxuzf+SkOj4KC7/Tj3yeVnkwJ9nTOJ/OKvJ0gkLRiGvvFbMFut4MQipVpSIVjURYoIItJ68o6fFPz2xdXIfJChIwm6xxm7RStZSDGe4WtQx6S91GQEle6wNGKoy1ARh8ePqdmcs7y8OCAT85OcD78N8BSGYh5dlk7IVF9ispw49YDXl4+46jVZ6vTIo1kSiVlNMj3gKWylluDPo0b09aBumCFYzR6hfCKSbEiySVXkxE/e7jPOKoFF8ZiCo9XNb2kQy1AlJbCG16NA/qatlN6qQ5GqEqhFfTTFifLgo8uwxq1f33AmzsHHO0M+fHjY7754VOUTDncOWC4FXhcX3lwm8l8wenljKui4EGe4prg/bUeB9cNZNla8vfPPn4iChsIs+sXqxXN2HI9KkCMs7RTRYNl1QTo1sfoAyAyh8OwVMahappK5kvzmvcSsgrwIoyFlBDITAY+QyQBmiY84N5aEqmpnedqvnydi0QwbtrqGx7sDUhdg1AprSxEELg4W7TO4gQoE0ygnDMo7Wm1U7yNigxraHyKwKLjg20rE5RLcTHUicIaT9E0tKUilQongqPvOl/GS09jDG2RUGNCmJxUIa5grUZxIsiHVSAQWy/IY6ZSFmevxhl8/DdaBCmhSERg7K/vDUFZJWWAZ7sqxSvFi2rOfB7g0LeyLX50csHlYolUiuPFjP3dHWppOIqysUntyfOUsqpJE01Z1+RJjrGOLI4OPxuN+Ww8wtaO69vbzKuC/c4AarPJWBFScqff56xIcW4W3EZTGUZwUZKRJ5rRYonSKT2tQaacllOm8xX7d0O2zmS2pD/oMLlcAp57t3Z5dTHlH773MfO4cbf2O0w+mHLr2iG28SRast1JmS1L7l0PplUffXzKX//bf5c/+Sv/MjqFW/tHTFgxW16y24QC6cnklN3dPk55nPJkQsaZPOSdcH2kFNiV38R/WAfXd4ds9w3DtUldqjGmRniJVIpMS3SScD9NeRUt6K3fZ7VacrK45L//s/8j/nf/6X/Jn/8f/glu3LjGD977GIAfPH6fr167gfWer9+7TlXXGBmUJb/2678e/laScLh7kycvn/Dk+RNarZTT+QhXW9pxofOuRuQJxvuwgaMwTY1MU+IlxEQxQLeVcbVYglDMlssghc5a8ZwtQiVkIuHFySVbvRbeSPrdbZ49exbuhbFcFRO6vkWz8rQONWVhML7ZDC4aQgRHmPH7MIpGUNp604AIJWIzFP6V8HFsIuzGzC1LEqqmQbjPrx9sRkzxxcD7OHIW0HgP3lAsLP5ZkCoPWi1aSSAMpwIQCmctSSpx0ZFbipJEB7VirhXzomQ8W3G4M9g0Mquy4fxqiTGG7b0BeT1hfrWkNxhwOQrj10E3ZTKrqJoZnbxFN8+Q2tPrZ+h1vpU26M6A0dUZvqn5Ez/9FWqT0DQSoQKf8HjeIGdQKItQwZAUJXHO04vFxrKqqUzD08WKh1t9RDRL9UJg4nU2xjApC57ORtxqD/jyl97gl371X2N7eIfnLz4B4Fu//dvkw4QPnjzhcDDg9vaQUVVTW7OJjzktloxXC3Y7fbIkDUWeCzYbtonxH0qRtFu42pAmEuFCExhqjkhLsBZrQ6SLt68bN28lIlkTnqvArZEe72QYsxHncHFBdEKS4Ll/sM8nZxekqWbpLVawKUSTVCHqOb/79Izdbp/9wU3K1QVlqjlfhIJES8let4XzgsaGdx6huLe9y+UqEuYdaCReSXr9NtOiwBQN7z+7ZHsvrC1+5bl/dJ37bU1vu8Pff/IZ79z7KuPxM1Rc55VUtLOg/NXCcd4YzpcLtFLcPAoNkXOGpxcXLMuKVmtISk1bZ4znFxCdxn/z3fdxtWdlVmylA9778UvevL9LnqSkcW8yEsrGfcGxieBHcAaWnqqOeUhpzqxYgYtZMt5/Tt4XUI5QTweykpCKxXKJlHbTTSs0xlqEDIVN8LWR4OVG2hy8Gh0yifwZY2FNLFwTjIVjvip4OVnwoJfTyjRRW4eI81mFAm/xKhDmslRRNw7hXxOekRrpwyYtlMRZh9MqKJiibNxrz7yp0AIK63DC0/aBwLrGfbQHmYbNseUVJILSGowLYZXr66Oi144QFiElSickwlFGxUFdWSSBhJ1GjgyoQLxcV4cizLC9F2HTkDKE+lnPVIYZd//2W3B2iRQCYwzfuHeLXqIoGss0enEoJynLiqwdguA6WYJxlpZSXKzC+Xx4cYmUmv1BRiqh2x7imzoI+teX0AssgmvtDimSJ/MplWnopgnEyIlZWZCnGqkctfM02uK9oJWnmHq98AoG7S5se5yE49Mx1sJEG7IYPeCXlp/+ytvc3urz8eklXF7SUoq9vR3+rX81IBv/6//z3yFvS/72f/l3Odzq8dHylOWihkxSuPDbpZHUy4Z+N2FBSDiWMsyw151O3tLYzFGMwoZrnOXVxYS7w5y9YZCR1rYh1WFz1EoFXyTnOUgT9q6HLu/3Pztnulrw5oP7fO9bP6RaOf7D//ff4xe//nVWMbhzNS9ZlQ7ZaahtAy1L4gWyXnC5Cuezd/eAG9e22Om8wdLAoxdPActyZpi0QkHSb+X4ygWSvwqS5RSFsR4Xi0yJCM9pmnE0zLlczpnPC3b2eptuFyT3br9BIlbsbUm+evuQ956+4vHzz1grTbWtaWrH7t3rnPz4ksPOFrKv0bnm+PQivsuWonAgLc47KhviCZwHuZYqiRBj4jeBnGGzE15uNuXdXpvJtIwcF8/aalUIi4nu1koFvywhZVA/CY+MRMy1tNx5WFQWrRWV9TSuRnhIraYbO/dZ07DV7bBcVaxkwrKsuXm0h6kbRCx+hp0c5yUikwzzbbb3h5w9eo7SmjQm0a8KS40N6pRU8vJihlCOnZ3uZsPN04x6ckkrUwgh+e3vvItKFHk7R0W1jq0KXKJxqwYRTIvWbhJhAwZSHTKoXi1mXJUVP390EJhKjo1LthWel6sFVggeXYz5e//Pv8zf/Ov/FX/3b/1VHj16DsB/+n/7D/hL//F/zovTK4qqxuIwOBKhyGNUhMRTO8vpYopzYVUatHIOBj3WYIxvKkqz4ksHezwZzWhsTao0la03pHGpHc4pvA2p7G6dIecJrPP4rDoR/HmUdAiCY/uaXwOB8G6co60EN/oDnldznAyquCTuT5W1NKkkVyl9mdHJ4NFlw+Bgn3/3f/UrAPz7/4e/gjaGr929vt4CESLsKR+eBbL34c4QqTSZ11htsZMKmSW0ej2qKvytw90dFrYhuXGLb33wPo21zKdnOGk56A8AeHi4zYenJwzTnP/Nv/HH+d//tW/yncfHDDot5NoXzsCeThh295kvR+AFo+mMwSCjrsr4mkqMdDy491UuXr7kYLDH85MLrh8qbJbGZ0yT6X8xx0b8i2yJ/7AcaZ74/du7NDbAg7f2wyLum4Sr+YRUSGrnMDZEIqwJWkiHcJpERdhZ+CA1E5JpJJV5gikfMjDblVSkqaSoDbZZX9swqqmqmr5OkZliXtaxMIikVu9QQnF9p8sv3DhCS4FCIxJimF/IzXEOfGOpvMFbj8Dz3YsRl2urdiFikeOQSmIsm0TuJra4KtVsZy2yw5zKVCihENKRGkVcN4M6QUDhgqG9tKC95K18QBbN3Lx1JCII9QIH0THJAopztYgGWc7ibTCFk0rwfD5BCI+zr9GqEGQZJBtCSHIjEDp4LSRZuBctFLuDbZracnE+5U//7JcRJnTrVVxUB0qSaE9jdEhSLkoSrfn9l8fM1yot69htdyiN5c7WNsJamqrBC7npsARhUwnDBMWsqXi2mDKv6k0UQpJpVqVF4SmsoZdnLCpD3TQkIlyfw8Ehl5djWu2c5eWIhWiYz1e0Ox2sip4VDfzsm2/T6bVotxLef/QUs1px+2CX956HxXm2LLl7/QjhEpbLSVh4lGS8rFDxGq6MoVwZtrd6tFuCsalI8hSZBKQAAkGzbhx1Ca4MqpCWUFhheGM7LFB3tno01pNEJdDJqubJxZQ39wfc3Aljwbqu8Frz0cmIwqT8v/7ir/J//29+h2cnhourUAD86V/+k/zwg/dwZszSV0grQpCfUjw6noZ7KrvcvXsdQcbl1Rl51sIJS2c1Yxo9l56cv0IJ+MV7t7iYrVg1jqwr2c5ar5V3DlpacWkqtIWqNvz40Su0EnRjmGaWKObLhjdu3OLl5Rk/deOA73/8ila3i0rDfb8ajekPt7mz02K30+Ozi/PQfWeSSQzB1F6RJKBlzrCbMhrNEXiklNQ+nM/K26BS8sGsDSHCuycEnSj77TSC49kUpUSIZ4ldPGjsOtJFqSBMiJrnsKkHtd86V0irgMIgHApNKgVaa7JUsKzCM+acJ0k07TSlkyVcTlckSjNarjZrgpCCg+EuJ8uS8eVLTucL7vd6pNkWdSROtzqSk4llUU9ItWK1rMm7CYlV9NqhQFoaj3OWnUGXVWGgSdneGlDNl8zrmPWzt8/Hpy/wXtDNEk6XC7J2ElGZ+C4nWfDU8oJGOP7E9Wt4H0zr1mrTuan5/uMXdLKEpJPwjbtv8tmzC5wy2Eh87XQ7HO0OWM4qxqsZT09PQUrydsJOtHeonQ2jcwlFXYWRO3Cj26cfEQkhQ6MaADaPFvDD0SxKxiOCvY5tcRZs8EDb5B3FQpTC8At3riOjOlQTCg2cp4jr2OPpjKUz1NagpSLLQhgxXm5UUcZKEh0USGbp2UpTbl67xWy64PsfBmJwIhN6u11uDLvc6g9x3lI7x7fOTjYhhSqR6MqSJylSSYp5TT9JIOlQFOF+GeCN+7eo5zVSw/nlmM52i9JVtFah2WmakjcfDPnO+8c8vLbDj16c8PD+W7w6m9JJwvOztbXD2cUZTmiqpWFvmPFqPiNTina2NkKsWTYlhztHHB4c4auS/uAOpxc/ZK8T/paOCsJ/+O2PGM2W/8zy5icCsUmU4la/y7hpKGuLacJFHLRSUr3H8eUF3rlQzTdBsw+ABGEaahGgQq0UXjhu7O0wK2LGkwqzaUcIqUyVoKjChifXRQtRuVBaOvsZk/VisqmjQ1XvccyKGhN9VhJpcbUiiZwg4cB5g8OADexwqQSuMjTLZnPOSZ5t4FThA2Tn5GvVv4/cgbIuUFKRK0VpQ/bHOsyu9p7G+uhoGdyqCmepvSPbJJurIBu10Rxs/d/44CJMkOIq4bFeRIUIeBcC+T5nDYIjSh+FJ8vCmME5z5o6VChL4RuWynHv9jWquqGdJ1B7zkdBPtw52MJbRTuXFKsm+ERIWJh6kxkknWTYaSHRNKs6eBQpGQwX47jK+RDyR1x8ulpijKWXJyzigumqhsZ5nIJOluKMZ6vdorCSKqp1qmZFp5XhGkN3f0BeluTtHt2m4rKOs/Jc8+mrF/zS136G85ef0u6kzKylsg07WwEKbqc9ysUCfIqxEqU8tQ0uvoMscAkyM+GSEq8txmt0I6iKCoZq4yZtRDCzQ4DMNKp2FKYmkZIPriYAXBYrvr6/S2UC9P3+xRhjG7776pJn0zCS+IVbhwgfjNzOVzV/7de+zYdPT7l1eId55Pzgar7+lW/wrd/6dXxH4KTDW43xlrj/MzdTZrMeHz96xtHhPovyim7a5uDWHaaPgxngna0tzucrKmuYrgTDo31evXyC22HjvtvNOryaT8iFppSWsmpIOwnCCWbT0Al+6dYt3jzMaO1tc3p5xi/94s/zyel/R9JquN4LKrbLy0sWszGD69scj8ckSmGF52Q1x0QelxA1vpIoUTGug4pJeEUmJVudcL+6kwKRSS7qJTJRVE1omBpjGcbC5mR6FWwnnI+rQ1DQIOzGuqHX7zOZXsU3MoxwvRUcDHvkndhcOIchOhN7Q2kdmhpXskl5PpnPGeQZTZrTUj1Kaoa9Pr/13ic0xGRqn6HealHNZux2u6y8Q3T36KSOrewQgMXskmE/w45XWAt7e7ssiwXdPGe/FwqtlSlRQjEuDWVt6KWKzy6eR4PM6FEzGXPn4DaLYsJCCrKqpBzXZIOEXIRzFlrQiWP7BMmT+ZyWlxz2BxTxHRytlrTyhK20Dankh48fcf36kNlZwtiG4jmtE54+e8n2oMtkNaNpwClLUglML7zviZQ4TFjvdIKzFu89p8s5r5bhXd5q5exlrY1/kPGCt7cHtNKMVVzrPnp1yqIoI4EmjPalAFTAqAFoSXBhbfLOU+GZNQWjsqGKo7GlsdTOILyidBZkgxAC6+wmjyxJw/qIkDSqRuucDz/+kHt379COvKDOdgfnHVutNkJ6bCP4cHSFNz46tgGNpa0yZmXF3k4PUSc0CLa0ZBYnBdWq5vTslDcObrKyNQe7Q8aTGfNlge+H37W7tc13PzwnaeWczQqM0Dw5/oxMZrTyaKcwPiVPJEVVMa2W2DKn09FIGxzwIfg5tZKM1aKkfWdA2h+wmF9R2wonA7/RudAgvfbA/4PHF6qoL44vji+OL44vji+OL44/NMdPBGJjnON8VTAvCoraMl2EDj872KURsJVmwXfGKYYHA+o4x7S1pZYu8FpqjxUW4ST3Dq9xPh4DoGQavA2qGuscK2tCRgpiwwEIPhMB0Sm9Q3gTzZvg9SQwELuqpmFRQ0fUOCHR2rGKJn5KaZSPDqKRbCgRgdwaZ7Tee5pVGWtZGSBqGYh5ryOnHK706KEmkZ7aWzQhPdfHyllLgZERFQJ0IlkVFiFDTAIElMV5gVA2uA9iMEVNIX1g+rM2B5NYa2HdjX0unTf8dzAWBIG2Ei8lUnt8BWIddewDvtVVkrlb8f2rGZW19GrJz965B8C8aRA2KIsSLUkUPLkY4+1rAvZBr8WL0Zj7vZ1g1y492DBuixICZGRWSaHwzlF7z1f29lBC82ge7vvCVeROMGsajHeU3jJfNnSShHSd+VJOyBrJ3DnadZsv3z7g05cjLor5pteY2gJdJ/zmd36f7Rttbm/d5eWz7+Oamm4rdDrLYkGTKO4c7fPs+THdWnO2nNPp9KhNQFHu33wbXz/Bp5bKWLpJztiXOOlYLtfmhAJjQSaC/bzP+GQc7Pm9JIko5bho+PvPjvmV29d5NJoRGGKSVEiuoq/OqjF0soRXoxWzpuC9V4pru0OwDfMyqCRU2uHZ8VO6Wztc1mdkBH5VXRparYBsKO+4Wi64dnOfq6tLMq3JlefkckxnNxCwe5kiSU6YNTlf/9kv84/+8a8hyDg5n7DdC4RD0wrv3dl0imkc+8MOu8MuzhuqOnR5rX6L8/mS3Fzik5Tj41dINKPRmIQwPrMuJGV/enJKnmuU0FyNFtSp2+RAERWAXgBOUOIQwrMoKy7LzZuMKgU7rS5XiyneQaJViFSILX/dWELwsohp1SIQaZ3AxYye0eQK6UUYD3uPj2rIpB2UYgCaED+xHp874cNIJIUyvmD73S7GeRIlWVQFLTJSKZCpgCISMrXh3R9/wu7ekNHKsdfvIGyJ8j0+vngMQKa6tBPB/tYW2igSWfLEePa2uoiIAAgXlJydVFEtM9Juh5vdPouyooiElZPLC+bFnP2dHdxkRSYS0l5CN5rfEZ86nQjKxpJryaQsyfM2q6oiiTw3hEJYhU9gXhTYwvL46Rl4xX4knysrmAPn5xd47RkMUrI0wXuPasI1K2xDTbD/B0+iNdZbiqYCFdDys6Liqqp42N8O40MVSONVUwdzRuAruzs8Wy2ZFRWLsqapLYjoWh9Vmb947Toah3cWrSTPy4pFE66Njt9j8SilgoHghucZxpprx3If0XiHIM8yRs2M3b1tpitBFRGtNpYExZPLCW8fbPPZcs6ibHDeb0wOezJBC4UXFaPRnH6ny7W8y6JcbRLk29sJ3e4Bz6djimJOpjPOp2OaWlDWYf1pZTmNscztkrls8eU7t5hXK6yDOnIgBYKaIIKRqcTUnp3tPYpyxawMSG/iBciExi3Ymz7jb//gY2odnNovuwGFu3d7n6Fq/Yu4wz8pHJvUb90YUDc2DOTj5q0k3Nwd4Iogt8Q5HI61p9eECuUEjQ8Oo8IJ3ryxH0ZVcUaZKhngQa9woiGXLSbFCm9qmrW7bFNjvWFROfqpYrwosLgAecZzMcaEQkVJvn77NoepJc/0RgoKIJzA0OCMDH/eB/ff908v+OwyzEOd97FwCJyRmJnH56ZeSCWQWtM6SuklOhpdeRLARai1tIZ2nuK9wLoY7Gk9D9SA7STA6UIEcqOL5Glv4cKXFPK1ZN7gkB4WtSVPJGfLSVASyNeqAYkg5seRIRm2OkyWK5a1QbXiPVQJW912eAllGA0aY1mZim0fPvTW/j7b2wNsWVFbyycvTgBPN8tZRdWPc5LK1xyqFppgaBZg36hmAYQRoDSIMM33BLWDlMTFD751eozxnmXVcNDtsKwqOlnGqq7ZjQXJuKpYLguaxnFj+5BiscDUCiPMpqBVuaYWNQ/2bzAaT+k5S2s45MVkglk0m88sVis6KiFvK0arklW1YqvdoYwjyK+/cZ3zRclkWbNsJhz1j1gJx2V5Sb02jnMOlUj67RZ+UmNKgxFhnLY2XVyfl4vEdu9sUEgJv4F3GyF4+2CL6arCe8mbNw/odTt4r3n/OBQ2q9WId+5cY6ff50fPP8M3JhRPDVytwh/Z6nU5ubjkX/lz/zp/5W/8R3Q7KVSKVVkj4/nsHtzk6/eu8/HHnyI7CaaoOb685Gh3l24njD8+/OQTtvf7LBYlMoNu3ibPFLNVRRplrfevHfH48TF5C7baaSD3yjbHsxGT09Do7BwNqE1N4hQ6kZTLhtFsQWu3jVmPjOOIWYpwTRAaIR3G+s9dOxtDPB1aSDppyl67xy/9/Df4zW+HAN5PTk6J4rTAi4vMESHEZn3ykVeBCIG13gukEDy4ub2xTtAyZDaEIFuJF2FNEc4ho5VEszKkUrLf73E8nlP4hnt7exxP5rz/0bP4IAazv0wrhsMeB72MNOtwY+eQ7zz7AIBe5bF5j7evHzGfl4wvL7lyNf/O/+x/zF/6f/w1APrDNkooXpyPuX54wLKsyKXB6XzNsWU1m5JouL1/n+nFMXI44MZun9/74APKVRR2DIfMzZxEKrQQGG9xjWVbtxgMw6ilWTak7Q5PT8842B4wK1YhvkDlQXkJdIc9Ls6uqIoSn2mc9HSVoCU1Iq7Pc1PTWEunp8nTEKBqbVBztnUojOe2IhGSREj2Ozm9vI2KareNY2A041tZeDqZsSwLllWDStRGEv7H79whkx6lBAjHp6MJp7MSJ/0mKkJGFZzB4TykIlgcCOsR8Z6KjdbBIaTAWuhLjawzLmfBvsBI6LYTEq8oTU3lPC5RuOb1SLRvU1aypp+2UUkL6WpG8xkrZ9iO/DQpEnYP7vHi+ae0UPT6Q+bFnOtHhyxjLI5MJYurFcZ7jnzN9lfe4d0fPqI2U7Y6ocgsyiXOW04mC8rU03cthJTkQqIi0b3X75JIwbPnZ/S05bRq2N7tYmvL5VnY46QM0vHR6ZzpbPWTy7FZd50CExj1av0gBsZvkmjqug4PihAbroW3EqQLkQgihFk+Or2M7PLwEOaZoKgM3nv67ZxhMgtFikjZakcZsnekKmVVLqllQq/fRUuP0hm2iZEKQmOEY5C3uXbtGouLY+rCI7RGsY54AC0TVJIivAHvSLUiT5MNcS0cwaHViuhPIdeZV3HzEh5pPX0nmC8aOmmCVy4k1cZv0EqzNAZhg2JMIyi8xUq/mRc7HFKAFRZvREgld5BITRl/l04SqrpCSU9bR+dMsfEejqfrESos7c4JLuZlyJ5K/MaGXavg/eG1QCkdXEKVIiVlLMJi+J3Tl1wfT3njaIcfPn1B0TQIoekkrU2K8Z3tbczCY12DtTHcNNg+I+JmanEkEqz1OOlD5+QFTW2o4wK1pXOWriLLc+bLiiSRTJcF3VbGxSJ0MalWDLo5s0VN3UDlFINhn3K1Io0bU/dgn6uLp1xcvcT1+zQrhZ1N6KQZy1a476004fHJmDdvHDCal3hdkzsdfD+y8JnfffwMicMrwbWtI85XY1Ish91d6lYg71VNw1BkNNZztVggU4FCkjixQSmd8HjrkAQlFw6UDkTvNWhx1GvxU0dHvJjPefZqzIefHYdnTEAayZbOGS6uJjw/HdPLBAsgSVI+Gwt6YhSeQ32L2i+5/mAXWiC7OT4PCfHrAFlNwfufPmH/YMjh0XXOXp6TdrYpZnMmEXnd2++R6IwyrRBCIoTEGUuiMybnoRP8rHhKf7jLZDnmT929x8/+4tv8lb/1m5w9GyG78TEU4be2STkdTamtBS0DwTbylIRUQYUIWBHiKbyXIAxr4yrpg8N2XXus8NRFyZ1+h6os2RmGovehvMnLq0uqusS6oHIUXgRUJ3ItwvLs4rMZ3hgtCR4q6zLT+cg18KBckBbH4sZHlEDmiums5NVswd3tLRZjx/c/POPBrQFbW+HHj0ZLpPS8efce48mIZZmhtOf9Rx9ycxiI5TNXU0wn/M7FiG986Q26GWSF5Xe+9fvk22ETrKyjm7f42le+gipmPF3OqDXQLEiiuqrTSriaLXh++QLp4XamOH36CnzCvWtDAD65vKDf6lDYCiclLZmgpGJua97YC15Jf/Ev/Qf8hX/nzzPsJNRVRS5zqrLgRi/nh6dhc2/nit1emxNnKJwFCyPjudbONhL+XEsaLFezmlba0G6nwbZDyE3o7VBlIELUzNmi4nixRCFCDELsBmssrmloe8GXd4b8aGSwzmPdazaI8y7IyJ1ECLjR7/FyvAxcQvXaUyg0oh4kwUPLQjvLNio/sWYmehHEH94wrUs6RpKo6FFjChyC0jmWS4OrHOlWaHhHq/BebA12SGuBx6Cko5t1GE0LjrotvvbWLwDw+ORT3n3vd/nq3QfMV55yNuPGtT3+9M99nf/6H3wTgBcnF+Rpi6wFCzmgOB5zNjpFZBn4UPwYF1zub+0MmJU1V/Ml3b1tcimZLcJ+Ya4m7O1v0R92OL0aBW7aquH8fEZ7vbZIz9nLOWbznvzB4yeisNnItoXEa3Dxhff4YBudtJG1p8ahpUSsLbJFCFHEgxOBfNsYg9Rik1OjRYqjwTWG8XxBt9sPC4/wTOugnKqbhmePTlG9hLRpqKoaKSVJKjfJp4mUyMZylSpko9jOHU5Knp1ecuta8DNpJxqEItca2wiESDDac+vadUT063C1p3SGJ6/O8CL+Zh/CHzcZWAQy517WQ7kF1jgq42iM3/gt6FThTFBgeB+iFTwSIz0qSpVxBKt5F7oWYSVKCJTwcbQUkCgvPcJJhJL4CJ+GrmSNAQSpNx6qOtjOZ4kkVwkmLiyJSlAiBIIKZxFSoBHkSYaKAZcm95zUS+yZwyIRWtE0hlGxpJ+HLi+xAovBGYHUIviI+KB082sxnJA0dY2XgWwshcRLUDrBRjbzrU6XV0XCVbWgnSfkKgVKFquKLKbOruqafp6StxKuphdMZgvyTDKqplSxM90pCt66fZNH56+oJ1OeL1YkFnb7e0HtQpBo/htffcBvvDrH6Ia69lzf2UFLxdOrINtUCLZ3D5hOL5lWI5T37Bzc4NHpM5pROGfrPHPvydKMr719n9loyrPZCGsFSbzOyyYq3IREWBe9kOzGgBHgy4eHlJVlP2vzmR6jrQIpqJuG5TR0ValOuJrMSXXOwfYhujynrA3lasFeVFddXL5kb9jm//v/+1v0+51A0hYOud0m3lJGV5c8uHmTi9mEl5MT3r71kOnxFXVdIuOzmus+vV5KN1G8LBe0E0VRKYZHD9lLXgAwrw3L1SX3dvc4rgq+VkMryams4e39MPa6KhZ0shyEZz4vyNs6jFY+R1QUeJAyIDexSBfRcU2sJYVSIPEgQ0FivedF0dB++oxl9A/RGbxxawdhU85HU6aLJfOqQDi1sbJZ21OEtSi+l1pFMn4sotboqJdgA1rrfXTQWWcqeUuWafCCyjhuH27z8YsJlwtD40Pz9da92/T7bT5+9IIszTgZHzOcd7m2tU1ZR7WPSrm2tQvtDo331FKgt3b54PmrjZLLAovZClsfc+fafby4xJsGIcMYFELmXq4k1XzJn/rlP8aP3nuPrb1d3to/5Pw43K8Myc3tLR5fXJBoyTDNEYmlWlT8ka++A8B//H/9i8ynnt39HWbzgsvlLNyPVo83boT10NRLLFBrSITENcFv5rJYkceRlicEASM9qxIKW7HfyxDCo+PYXWnFrFjipYxNj8MpeO/8fO2Zx07W5lqnG9LZveFLgx6XXcHxeI6uY6MnBdJavHA4J0gR3Bx0eDSaItdInQOpZWywxTr0ibJuXgswRBBjKB1RVRnW9Ru7u1xMwjM2qRzGWGajJQ9u3mI0meK9YyHspjC+WCxIJZS2YUdqPr485d7tr7G6esqTVyGxXduGO9cfsKgtTimk0hSTCT96/D7jWFzMyoKHhzcY1SuKy2Ps8DD4nK1Kykj6XcxLnHBMppKtfoetrTbKNhyP58EGBfCVpRY1loRr+9d5+uIZy3mF1hqxDn71oBJBOV9bOfzB4yeisPE+4HbWuDBSiliB0prL1YpeZum0eyTLFVJI6rjI4/xmQxfebbJVnJf4qLJZ1RW2Ic64XeCTOI+UfuMR4Z1DqgSlNMa4oKQSCp1ommgApVsJLk3ZarfZyWqcczgjqcuaTpRXl1VFnjqWixqHJVOW2ihwhjsxc0qoBJzn7YMtnNJgY06VVLj4EK4Ky3tPn6C1JpFJcDR1lqa2+Gh2FtAsD9oHBCr61eDE5voZ2wBBpQMaLQUtmVHQvFYPRATH4Hk+GcUmJIy+eL0PBL8VF5KKpVfsdFpcVsvXc9SoAPA4tPKkUmG9wNl640TaVgqTekZVSbEqglRSaxaN4e52MIkyVYVMcqDGWRcWBk9AxSIk4awFHJLgRu0RkSMV8rAAhHdcy1Oud/d57+KMpStpJzrI9+NJJwgmq5J+u81oWZOmCZfLMTu9PU6KYHbnsWzvDpg+/SgstKuGf/Nf+VX+xn/7a7S3QgHwePSSYXqNn9rb4VsvT1gsV/ziV3+O786eszMPHXfeSxjPJvRbOY1zNA2cTc7DiGQNtSxqXCujk7fInGF/b8DOoMe7T54xG4eFNx3m1M4Ed1WCD44zniQV3NwO3JiWDK7G3nu+cv2QR+dnJF4wbHXpZqFbTKREa4VWEiEanjydYpXlzrCPjYXxZHpBplqc1i9IswQrQdiEQQrziMLR1Tw5e0U6TMnQfPfRB/ziW19j+JV3ePLJEwA6vZTxtOLFbEQ7lZyuluQ25Q295CTer8ovSFTCy8mI0+mEHz16xmi8YGevi4kqxUHSQniJVcFUs1wYkk4SUJQ18O/DMyGECCPfAKgED6Y1YkMoIGTUOwkBw3aL0lak8V0W3qOsQFJyOMw4GLS4mpWMFivmVUD8hBN4F7p3KR3OSjqpBhFDZflcdw+x+FqPtSTz6N2UaAm5wpcNmdYIY9jd7vLOm/c5nYd//OjRu5x88ggjPaaxZF2Jt4aVL2mic+zu/g7z5ZJ2f8h8NGd//w6XJ89plZ7rD98G4PR4yifPPuDhreu4vGJvMORifh6KrXUzmEhWHu7feoOJXTFaNSxPzii8pevC83P3+kMen3+EkynjesFut8fXHtzmW997xrs/DiaQ28MDvvKm4vn5JZ1WF+ss42ZBu9PBVPF5TjUfv/yMVpZQCSDxpEpQ1wbr1+rU0MR6R5TVe6aFo5NIktjlaiEQicZYj7SOTCYUrgYMrEdaTcWo0WylGUpAJSRbCobDAdPonZbKkNnlvaCoDQLH3cGAs1XDKsrqpVY4EUb/a8G4I661cRQOBqEUUjpqD7lU7A22mC0mDPvhPW0uKpK8xfB6l7PLCwbdHKMFy8KQx8ah1dc01lKXlherC4bdId/+wW/y1TffZLUM57OsQ7JWK7O8eHmKH1rclefdVy95625QFHZaOVXuODm+Yj8fwnzKdn+A8yZwlYDd7R4r75hPZ4yKFb4MxdnBcEAR71eRWJbLhtu7OwjhGPQyfCZJndig7q4U+Mr8E16W//TxhSrqi+OL44vji+OL44vji+MPzfETgdhASI0NqIMiU5FP4IKtfKUMfeEQiQ7jmjUsFgl5QhIQBRNgaO/5nKuwCp4sTqBFQEWsD2ZaeRpt2MuQOEz0qlE6QSciOBbHsrNYVYBkiUD2Wwgkk7qicQ4dicoSMJUjlQLT+MBV8Y71lB2CskNYosNvg0fiZXBObkclRb+r2X77AU4KTi9nJElOkkhSqTYMf2EFs6rBCEMtg5GTEFBLu+GihHFTEztXid/opdjEE6QqwWCx1iJReG/wPrCHRfS1ECIQJL30OOvZaWdUtYscj/A9Smicd2QqZHBJITHOREPF8JnahhmuU9AethECuk1K5thkRZnYAYkkQViHcA3INKB6a3ueNVrhAm8IZyNyF8ZREPpirQXOWd4YbPHxbEyqNLWvN4hWVdZIqTHWUTeGtJtSrAx5X9Nphc70qlnxzQ/fpa4sb93eY6fdY17M2NvawkcVWUf2eXE15Y3dLX72aB/rYOFGXE8zLvQkPGOV4e7+AZ9dnG2esdFiTlNZfIzS6HZyEiG5s9tD4SgXc6xWfOWtt/nBBx+F6yODEaN1IXXYotFpmNM/3A4jUSHDnF4Abal4c3eXxgoUryMDHMFlV6HCu5IpWjJhZTNmowCVbw220K0cbFDsaRtjH5RDufDbW12NRDAqK3wWXKH/0e9+mxuHh7x1/w0A3n/0fVydYW3BqlHoTGFETd5KmC3DqA6pUDKhjET44+MxUise3t7nwycX8RquGGz3yFsJ/a0WpgnRIA1iM1pVMjwfktcIxPparN/laHuF8BYnBIlUDFoJtq4x8TNaQis6O3ssRdWw3dPc2NphWQay5fvHr7CeuHBohDQkiQ5rklpf5zWL1IO3SKFj1hzk7bXVuER6qDNJ1Vic8ygcf/Rhn1///lMAJpMxdeNod1tsdzqUleXhvQNSJVCt8D0/Ho8gzelpuHHvOscvX2LNDOsVjx6HCIO7N+/i7V2MUpydjKjreXjfFMwjGd4Lz1any6PTj3nvmWHQ6QY0OktwkURalCP6rQFJKjFiwMPD+7w6W1GKmmevjgEYzeacn5zy1v17vJgscKtwX8aTKXsHAaG9mCzYHQ4RxrCsK2Y4rJAoKQICHa9hGCPGpHAhsN4zN45FE1ACi6SrBbkO5O4aG32yFCa6CgupeLWccbpQ7LVytvMWjfMkGrK41Vrv0V6C9+SJxjcOoQW/dPuAX3sSDDlDenXYa6QIHB0M4Z6vuZReYWyIsrk12CZJNc7VXJUls1U4n9sH+4yrFVXtSTNJ7S1DcnQimduACtamplhZJuMVUsNovGB3b8hkuSKNMT0rY+j1B3hj2d/bZuUKTGYpbcmnx4Evd3tnyI8/fIJOU8Y0pK0cN3EIDWkkV2/391iOThBW090ecHVyxaCbc342ZRC5Z4c7ba4WBTpPkV6j05TpdMnKuI3aC6VQqUDU/3xc5iemsAlDcMBaRBI2Fe9tMEmqYV4WdJMOti43pDLh1wKFwP9Ae6wxwc48QtzYkMeTpJJUJ8GG3rnNvBSg0ZCkCVZ41opP7xzWykDMJLgDay1xQiFVElQQribTijoSDrTXeNEAGrWOfhA+SEY3D/z6xAWh7CCoN5zAxvHZOvywbjwvL0ZYBFudFv1uh7wV5qHGGlIkmVcMhWRZWLppSiMcMouQe5SHey+QymFtg7FEB9Xwt6y3QS6PR0XBh18XjmJtYBhkoghBphMyGYwPF0biZCRAKoEQAhkVIs4FFUkwqQo/XQKZVFQuKFecC/P0LMt4cRVewOs7QxprkXHDbmoZRk9SbIoyHceNSlisUHgh0cJhLDSRS6CSBOUFTjjaWvPOYJtPZhN6rZSrRYyByNusVhWN8nQHbb705n2efHZMUa+4uR14HU+uXjEdFdzd36abtRkvxvxXv/VbfO3Nt3j/x2HGfXD7NnJ2zryoQVha7TbtVNPLJdVRME/79svPODSCu9s7yHybj88/xHpwpWXQ68RH1XDz+pBeklGbBqSkWjX86PgxD+7eBeD9Z5+SJhpdO6yWKOEwVrCdJZvr7OK9cj4ogLyTIcxvzfUgjOq8F1SuoZtrOmnKeFXwzq0dpi+DEmdn9zb33rjP6N3jaBUvSKViYT2tSFzoeQW153g1p5hYZJqQbbX59MlzPjsO47ztboeH9+4y/+gTnCyp5xUPbt7j2cuX3Ll+E4DnJ8d470mEYLkskVnKVr+FaxzDnbAezBeCQdZiUtVkbYVbeawKHCe1riQQEEm+Io6fXKRCfB4Z9x5EDEzxeC6KGQPd2nwmUTKabUq8VFhXo/HUztNrhbXlV96+ye+/nDBZrmIUg6CfpwjJJpqBqKAR1oegTueDFNn7jQpJi1CIp1mCrS2rZYFH8t/+o+/jxqHI/KVvfIPf+M7vcevoFvlyQtHvcHIx5da1I5LdUNhUkzlXowtenJ/zx77xFU6vRmy3eqzsjNNokrkql7wxPODR5RTbycnSjBs7A2bLmu5BuIZnV+fUpkElGR0LnTTFJRLvPLNVIJoO9C7COvpZiGv49Olzhtt9ilXBPK7f22lB3hg+/uwpk9WcpJ2DhCejY4rYyHzpjTtMpyk/fPoJVWXZ77VYes9CCGT8jPMuOD+jUFJQuzAebylFGlVR07KkbByNVejE0tZhJC+jWg2g9hWVEyjZcLJyWO8ZZm2kEnzyPBTY37h/CH7d0EpEJhAyjPFN5FtqpUCE73ZhaUIkim6i6LXDu3y2mNISGTf2tmmaGtPUJImmlybMTSjGXp1f0u5LRuMFZWXQmaMqG3r9Fh0iwdgLhLHcuH1AsZjTbbXYqgwm7TGJTcHPfeMXefb8U3wjsMsVWkCv08PrIbNJuF/zpiJvaS5mc7qmQ+Mn3Ng5pGoUZ5F39/Lygp/qb3GaFTQy5c/+yp/i1z/+CL2cU0cO0tX5jKOjIfNliZCWu90dnuuUs+Nz0vZ633aRxrGWuvzB4yeisHFxQ7cuOPWuZ6tN7ch0Qt0YpkVBW+Y4H3g1QOBcuCDjFMHPPKAjYScO3+0lSokwl05kcJtUgUS7jqkxlaVsGtIkwSPQKpCGvWlwm4wQifSCRIfwMotnq5PTyfSmaNGJAKtD7SJVRJFCnMM6iyTAUkHF5BKJNwYlEqT6nBOyCEtuWcyxLiyy02XFdFUSwSyyPGVvZ5tECWpTk0rBVjunrKrXKeExwE/g8T78plDvyU2HK4Wktg7pbeTRuBB46UHE++JF+D3WejIRPD+McQg8bt3hCoUUEqWD3XljI7Lk2aA6fkMSD6entKerFC2lUNHz5NXVmMPBVkCZvA/pyzJ0vevr4wnk74DGAU7gpUZ5Gzto8Da4dwohqb1DKXh7sMNHoytERFqWVcn+do+T2QInPT/++Ak393eYjGeMl2EjGGRD9m7t8umTj3k1njGvam6kCe/98GP2o9zy4w/f597hDsZYbh3usD/IAvfHwsP98JmL+RZkisXCMV08pbQCt2hI2wk2C/frZ27cois8VVPijIck4fsn5zhhKGJneuvokGevzpBC0BYCJSQL4fny0U7IGwOE1CgVbj9exOdPBOlrfHdszFgrrWdZWd452OH7L84pm4a5C4XfzQR+5/v/HS2taMngfu1kuO82Ps+VcwyyNIQs5orGWJxrOLo+pC7DZwpj+J3f/xZvP7jH9aOf4vj8BR98/An3b92lmMzic7Lufh2Xo4JeJ2OnkzMqCnRsLg53ezjvyIWmKiv6nYxKSszGIzsuCQ6EDFlQa6R0zSmLi0LY8JxHKBh4TVckWAL3CEAhcUqSOKi9IdU+KOGahs7aq0RqfvrWNpIdKjJejqdkKCzudXMgQQuH0gJvJV4H5MYr1ka/1MKhhKAyniRV+DqktteNpYkutaNPP+RfeuM+K5lyuuoyXb4iS/tMVwvufymokL6et/jok4+YLUo+evycrJVg+xl1mbO1E67R0dY+k8oxmc4ozIp7hweMZ47zxWgTA9HP+6yWE3KR8M69O3zn0+c40fDG7Te5HAf0rK5rxrMpxtbsDrdIpeP581dkuaSdhGLjcubZ2t7m8XKKzxXOGSSBgD5eBVXUP/z+GVutHkIkpG3FuCropylb7ZwX8/AcSqFwxiJVyBxL0sCVWzWG2qyVSrDdaTNarfBGU4mAnIMnjYq52gXkTkmFQHBcLrmoVlxr90mioEA4iU8E0ju8cCivNgKPw264F+OqCVEea2cSBwLH3nCffi9s7lkuSDxQFSRSUnsPpiFPBNNleCrzVsb+oENRGD67OKHdyhk3FdY48jyuUUVN4zxqOafTbpGrNtpVXK7OuXnzTQA+e/6S5aRgVVtKX9BLU87LK7b1NtcOAsfm7PyEaVEy7PUoa4MWLZ6fnAUSdEyrX5gF3z1bsTNoUxbwjz/6hEw4XNJmNA0FEg2MrhasmhopM5pWQ+4VMpWf49RIslQzt6/fy3/6+IkobBBB1SMi6c+uN0U8zsVxjSNGGbDp3MOTFTwi8DKSzAI6si6WpBLgZFzIDB5FEtFhu3Gg8yRCgwOtHAiFaZpISt6cIqaxjGYLxNE+3oVzHva7YcMAEiUw1qMBI0M0p8fyelAVk2KlRKQK5TxOJoGoqORrsi5BufRyusT7GNO0kfuGb1ssS1blKzKtGfS7DHo9nBc4Kyhibo7SKpjZeYm1TVQqBUPAjYmfNWRIFlgSJfFCINfyx/i3wjjJxe5TYYzFKnCNQIq1vDGYkAkvcdKHz1sbvm/zxIcxYrBID8TLVOZYazcIl7NgvCURisoYtAjGh3iHWavGohmgEAEC1klEf5QmjwuU8+s93KJrhzECh+HB1jaPFwEdslZwNZ+xl3Z5Vc6wzvPuh5/x9Ts3ObkMfi+3btxi+uoFy1XF3s42raTN/k6f/9Nf/Pf4q//Z3wSgtfNjlpMVPhV8fHlFO91lt9vCI6jjs/zL92/yradn9HPHT927w3/x3XfRSqM7miZmBn12fsEbO9tRHef55GyC8TVKaD569RKA/bzFn37jATLP+b1PH7GyJX/y9m06WcoiEiBfnF9iG8/DaztBtBFDGp0TyNg0qESBDyjYuCgwznAw7PG9jz4g2QrX8P1X7zNspVjrWBgHykOjgrI63tJUajKVkAqJ1wKdKExtybotGhdIrdpJ9gYDauN4dXbCV9/8Kre2j0jbLb7z/eAbc7Ga8o0HtxnPVxzsOXIVLBLKxpCmcUzgHLVxOO8wztMYjxQWvw4yJIgEpAzrCOtnQL5eHyC8T55ANu9pzZvdXayG2stNbpeQCRqPE+E57uqEWVmH373OIxMiEO+dAVtyvZvjlaBRKWfRKFIJgZZhdLoOpDXeo5C0182XENR4FtMVZMHkb1FUnGgdJO1AN814PC4QYk7jDItlgzcFfmuHWQy0/V/8a7/Kv/UX/z3mVUOqPD99/Rp33r7Bt37vA+YXUQ23pzkendHp5yzqBY9OTzjoDrhzbZfVdALA9vAIyiVO6mD66BpKCS9OPmN/+xoAnzx7xlY/Q2mF8zXXjq5x7YZmPBvz6lVUAqYJH1xOsc7gtKD0jlQlsaBed/OCUTFFElQ1zkFlPb5uuNkOTcHMWVbGUtZBfYOPuU8iSIsBcpmglWe3mzMraqpGYBNBFmqb8NuVwgjwJoyt20rReMfT+Zi1C5TzLhRSeIRzwSrDhqDTB5Gc/73TEUGIoqiNpZ/m7G1to3RDFYv5XprhrMHY8Lc0wdvM9AS7rdDENeMl7318ASi+/qU3eTE+pTirKEpDExuHNEk52tumNAUdp1lVJXS6VPNL3v/kewDcP7hFq5sxP1/SyTOqzNMsHMfTU6wIkS5JnnOrN8A2Df/qL/0cHz36CJdlfPD4M66uQgHZ7uR4DZP5gt7hDXZ2bnI5OaOZXdKLsQu1rBFC0W/lGGCYp2z3+hzuDzg9D+vqrK746Yfv8A9G3+Kfd/xkFDaAtw7hw4xzbf7lRXCk9TiqxjJZLSnGJf3ddvxHMTmbkD6rpMC4oIhaj5oEwRl0HZ7pHbiUyBsIf6eVZVT1EpWkGCNIFayci27Ba3WDpypqTOlYNXXoqK0hyXLSuPjULnhUSK3QcXMK3+E33+O8QGuBFhIjgrGgFGtufXwDa4NLExaLBSJKV4NKKYTxQQzg81Aax+pqwmyxYNpp02t3ma4Tga2LfAIHLiQaByDE4aK6ylkLAlIUhWsC0hDD7tbGg0TlCA7SJEFpybysIHmdZiyFilyiULx4AU4KEi83iFaAhYOMUilBiUcrG0I642f2ujkax9lsyV6vH5GPCuE9cqN8CXJ+IQIaJxAoleCd20jUZXSgNcbjREjYkkiMtdzOA0fiQix5tZoxObnCCIdG0R+0eTm+wscCabxakKQd+nuGxapk2N7h5dmCv/C//Xc53A2clvHVIjgwO0FZlHz72Ql/7sv3EU6i03A+iVb8sTcOsR4+Pr+ik3WwHUNduzDmA04XK6bFivvbQ1BtzuZTUp2EsX38zFu7OzhvoFzyR996SGEaRFmyrAy/+1GU4rYlZ5MVH5ycstvrstNuMS0K8jQJxQ5BpWGNZbJY8b2LU3Sa8HD7iE63RUeEBXxRTaElMJFnImx4z7zw0eAO7gwGGB/GFMKLYPgoHI2racVMpe3hLjrN+f67P6SVK7b6XUpjuTUYbhywM52TDm/y2Ye/xZ3r++Asq8ogvKcyAQZfFp6sk1CuSubTgjpN6Q9a4RsiDLgxcvQBjXGNj5YjfpM6vfEaUSFxe9kJZofCO0x0u3XKoVywnrDGk7YSfNNw1OvQjSnGxnmk8DjnaRrDrDQM2m2EKdhvD8M1NBWrpqCtNLUJyLD3gnaWMIuF6MXplMJYvnLjOqfjORUNwgsmixV3roWO+0efvqDTUvTyLq/OR6hMY3DkmWJyfAbAX/4P/y/08w5WFJSrkneffcpHr54xSFO67XDOL65OqEuLTOGgO+Tias7VYk5lKkZxRPtzStHpdLhcTOglfY5aHX40HuEr6HTC5tXvZSyqhtyEIvnl2XPm1YpBe5fBbkB+Xr46pas1g2EP13jO6wVGBh+mNRNgMzaVhsQlpCpw9RorWESVaD/NgvOvjmh4bITxamMiarxlsvI03pBIjfM2osrQxDWqJcL9klrROENlYhK1TFnFgkRqhTUepEcjEc5jBSTAIBp7/tHrGZ9OZuxvDZgXDWlLUlUFHZVvkEHrgzGfdwInI8fLh1ytOhZj2TDDj2foTHE2mfHw6CZP3Bk661CUoTDe6/cpiwpnYX93i4vVGOOWNLVDizCCnK+WKCO4e/+Qli353vkxZIJEpczKUNAOMkVvsM3QlvzGt7/HL/z8N/jk5QnSSFrdgLBZgtN7ohOaySnTxLGVZQyu7fDRo9BYlaZBuxQay53ugDffeYuPPvmMy8mMTnzfC9twOT8ji+/JP+v4QhX1xfHF8cXxxfHF8cXxxfGH5vjJQGy8xzQOnUmw4p/s8GUEKTzMpkt6Wc6yLuL/j/PsaHqVSkHTWJB+w6jXPszTkzQlwYcxjJA44pwbaGWSyVhRX9W0eznWEszhLJu5lzUWUzb8mW+8ganNxhfD2tdjr8pbeiqkwgZfCIdyNpxf5HVIKV57qcQf5jfkuHW3KPE+dKxrvMeL0FG+vmY2IFUBr6CsoWwWXIwXPI7X781bR+y2u/QTiafGmgD6rGxNlodqvzAhM8tJQe4Vs4BxRfuP9d8TOANKSTyW2kgSpWj858hhUpKqoMZREhKpKI0PxL81pwYR0TWJ9ZaDMsPrOANfE/ysp64rdts54/mM/eEQI1K8NRtIWSKC47T34FV4TkTgi5sNt0dhhIuIV+ygRHQU5bUvykuz4HD3GlY0qLphXNQsVkse3AgeNSvv2N7eZXFVcVGMaPc8DNp4MeTFWUBI+t0OXa3J8pTKWwpjWVQNu502jVsbqwd/jmfjFc/LEr2bsJO3WYxKptEJWQponOCD8xFpskQKhZaS0ja8sxsg5V4efFKs8/jFgpmoONo54OLlObMidNy9Vg8tFLv7u9y4cZvv/ej7gZxaKd4SAa2qihqH56ppUDbkJA23dmiNrnh4dx+Adz9ZhFsngsLOutDJys8Z0DkXFH01htqAqxxSg7wq6UYi5UfjZwyyHofXDpnOxnz40cd0UsXF+Rlf+dIDAJ48P+bZ4x8jlKTAoZOUulwEQu2aR5F6vHOk7QxdGlrDBGfDtV0jhz6OHgQK7yIp3ssIdr6eKwefGzA+qKOET7DYDTdPeIIrsbMkEhZ1g1KaWdlwvohKHAeJ9MxLSzdPEEAmBbUXyOh50iwNRgDCUnvPeFrgGpCDNscnoSs/6LcYKk0pWwgx5U63w9Ll1FjefRq8gGbTAjXYYtFMybKE8Tw4BV+dnVJGx1fpPMvCYkzDzZ2bHJ+/YPvOEWY1D4aEBMWclRXVWHDjbsaXfv5r+HpBVyvOLgJ/5qPRiA6SLO/x0ctThoNdvpwIxtZTleE9XZYFB/19Dg4POHn8mEUrR0rBdDklje/y3tYuZ+Mz0lKzsg3WW5wNiItYK0mFw/vwHDnhSWTQYoaIjHDO47pikGVc1AXSy9cKSeXwTfiM1cE5FykwEZ22Kog+UhUW8UUTlvN24mhJHcaMOApjkXker6FFqqC+1QIqfBBhACqSokUrZSg9y2pFkgq8dbRUEJEkEckUUuEEeOlCnpgKe4JwfnN9rLBYCc7WDNs9rPA8fPCQl0+eYKKfUlFVtDzsZRk+6SPEFVJIDrZ74X0Ehq02q0XNbD6i8Z6ezplWBabx3NoK6FlGwqcvnvLWwT67g22++3s/wHvLTndIEdVwiTIkogVYdvptXFNxMl/gC8dX7oUR5HuPn9NUNW8dXSdNFT/+4eOAQGnBoxdhPdSdjN4ypSxjONs/4/iJKGy881STkkpJkkTQjlkjWgicYHMDm6ZBKEG1iotPHhwOw8ph4zw9zNbXBFWpVShivCVNE3zMlJIyZHsACCNZFCuu7e8CEksDNhj2irgxVZMGlIikVIUQFoFiUdbUkQUojWfQzbAucGScBydVNAGL4zVeO1YKoRG+CRFq3uLj7fbOYaxlZS1SiAARehcX7bVkNWZNudcLAAQF1Hqk9fHxOZ/400AGxpGlCVvdDr1OBxOVppmGxgq6MmOpDWI1C86sUmz4zs75MPJzMfBPBNm3kyIaxQWZfOOCqsVC2CSkx68H54SIB48MckkgTzSCoHzbaHMJI8mmqRnmKaeTGQeDPk64MP6DmIvkYzihozRhlJBotVnAvXDgwZoagUQKg/USKcMGA/DB+BJXC9yW5fxkwq3BIS075faNe5xPA7nxqlrQ6fRZXM3Y2zvkk89esH3UQwnHIJIJ+zql1+tS1TUtpWhtdfjW2RVvdioeHm3Hh1xwuiz4/uVlUMNIz7hs2NnpMoqqBKUUXjmOhlucTOYoBWVjUUpzf3sQ7rvSQaGnPGfFis+qBZ/NJvzS7YfcnoWRzX7qmXQ6fHY+IdWX9JWm9NDupvzgZRglvLnXJ0tTpssV14ZDUqs4Oz7lqw/e4d2YT7Td3qZkGt4lHSS31gVjS79mvkqNdYYH/W2MNbS2g1vwfGXZO4ijusc149mYNEv4n//ZP8WPHr9ktiiYFjOevQzX+XJ8yZ/+pV/mt7/3LstRxZt3hlyZmmcXU1prWTSghMJb2NrpIJRnNa1DtEo7vhc2EsuFCc/tWvbtwugo3IpIshOK7VaKNwqRBuO7VK1lv4FIjwUvAy+mlyiM83Ri+KDyntoZMuXoKIXQOsS3iFBAACyqFcJL6lbKar4g0VtYsaSoaraGUdFTeKytuLx8wvWjPZ41JbJY4BR0OpGPYSxiaWkyw1I5rm3vsNVrMyuXjOeh0dvtt5nWM3q6i8ws/X6fXDqU0sz9WqDhqVaePO9x4/A+1tYUDcxnV5yOA69sPJ5Dq4+vPDJtcz674NrWLvXlJTciGXW736XX3+Lk7JS3bh/y0egS0QiW5ZJ5dAzeRdHXQ04mF3gIeU/9VpQRxabJhQDFEBRq8SiUUPTSlGUcQSoBxjUMVUKFo2wcUmqcaUiSJN4vF9zbvcM5j9axWHLg4rOa6iSMDtGMy4o8VSjrSYUMmTCEEb/3DThHLRXKS4S3zFTCOAZBlnWFYu0XGgoWR4i2WQsTJNBOFEsCkd1ZC9aEoi6uURLNoNNluaiZzKdcXk75yjspP/PTP8U3v/0DADpbGb7RWGFRaYH1Yf1smoYyqsaaoqGfZ9il4JUtKMuGW4MuSVtu3LaF9nS14ng0g7TAGcd2llNbQ5qFc87oUCwXFK5kNa8Y9HJG0wX/yz/z5/jWj34IwOH+NrNFxR3d8MmywinFy8klsrboOHra2m6RIlHq84z9f/L4iShs2nnGjdvX8E5QVzVJ9EowuDBL1BUqzbAtT0dnpGW4LOdXY1aVxXuPdAJ1o7tmBW6+W0iPNBotJHt5hrUBwXHes4ykzdrUZGmK9A7rLA5Pv5NjnWd8ER5m74OrrUXGxOWw+TfWh9BHIEtC4SJlVGp5gVAebPBviF+Ei947GzTDhkpsrfYSeF6OF0GqKz7XiX7u8IiNlJR1AJ8Pkl6/jgkPYVShKBGCsmk4GU05G03Yie6X7V6HNEtY1QvyRIXkXGsDUX5D4g7X1EsRwwUFS2GQ0r8mcgfONcY5Eh2KnBDlwOYB9z7ItJ1ck4jBGh9l9mutsgieOTbwNfIEXo4n3BgOkFES5mMip/AhG0bJ0LVbp5hGNEY7QSoj0dSGebcAUpnyZBw2U9cYcpXx6uSCtkw4mZ3Qbw8RJKjYwblywdPnn/Hw5j1+/PgRKhcM2inX+z0uV2FDSZOUp+MrlrMV17eHnBUrhBP8cDFhax4IkKlWfOf8gloEPoCNHjLjYsV+vBfn4zk3d7eZlxXKSxpncBK+urcd1AuANQYp4MPVgrltSJIUgeObLx/z0/eDdPpytOJGO6XTHnK5mtHvDejgmdUlImZX/fD8im/cOqLXHnB1OePNB4d8+vKEvWaPezcCYlNZg3eGma1ZNk1wyNVhkV4jY9KHZ/36Ti8ogaRgXhpUKtBR1TJMHa+mFc5Y3n7jOpezEeVqyvHJKTt7ofDrdgb8xje/xc//9FfxznN28oyz8YJrO9sb1HS5qjDUKK2CY7cVGOPxxrxWPWUSSRYfSKKnkiA0+ZFb44K/SNMYrh/sAyEstZ0rdNyYvHF4a0mVonINqRBYK7DOIuLz3AgHKHLhgtpSBO+UJEkZr8JvFx6sa7h8UaFbmkTBVmsHLxpklP32WprFcsHMOD5++TJwg6xCSU+rEzYLWzomckWSZZhpSf/Bddq9XZKzF3w4ic+zcBwO+5R1w529fX4wnTIbzehkmkSukZaGsi6xtmG4t81sNGW/k3A+d9R+jVZ5ClWx3+mjs4zjZ2Pe2aspBgPmo6COSVLNtDmlrAq+83SMTyRVWbPb7zGLwa+DdsaT2Rm7O13OL+dYE15vrRwmerAEzD3cYmUVTnm6aUJhzJpWFm6lCPexIxU9rahw1KiNZF56GfiZ0bcMBIkIGVN2rQQUlqoW5EnwMpsWDVIEC4qcJv52gfQSmSRcGsusrGhcSdLUm0lCKgl+aTYoN5FBsamQbGiJQmIRKGHxNuwdqU5YleVGxVdNGnLp6Wy1WFQVIjG8//gxUku+/PAOACcvT7kyK+63WzQ6EHYVCYN2n2J0Gd9TS3+/j56MeXwx4ctv3EAZx8qYjZ+bXRnu7e5S40iUpihLpmXNbm+bh62A6hw7yfSyxUx5mvEF01XNH//Zn2H45kN2IrG8OT6hSWuOm4br3Yzfe3rGVp4zYoWKyKFvBGVc4/55x09Euvfu9tD/9/6lP4aoGxoJtg4LUFnXFLVFe0ttAgrgbEMeq/RpUdG4GmMc1jlMU2OsDQqqdZhNNK7Lcs2WUFzNVszmJc56yiJ8xumwiKRJhhQSkTiSLKTIrubrSHdH3sv5o3duIgi220JCq91mGlUJPaloZynehZfJORtlta9zfKSUeKnDN3qHMxYhPEqqzYvjveOHJ+c8Ox+Hzi96ZMSZQLxqlk2ErHyt3vJrLJ7XSipkJHcS5IkimhhCQKS0Egy3tsjzlGEvY7SYcLEs/gkvHhlHbC2hSVPNigqEJIk0sO28E6S2QgSvIB9D1aTfjNgEilo6hPWoRnBTZoFIiEWINdEsGBriPNY7kkRTmqDcub0Vxihe2EDcdALnAyIjBEyk4yr6LSxsSUul7IiMHIGyAqEU33zxHGLYnygFNhPcbg+4WkXp6xwW4xHtuFOOxIyW77CV57ycLfC+oZtpdro93r5/B4Df/fjHXF0uuL03ZGkMeq/DtC6R1iHlOssmqN4a70mso5YB0fPesp+Gwuao3abvNMuq4rvHp3hgp5XxjaODjambI5jH/d58jBCeRCqsdWRS0irCQjJuDC0kb+3tYJxFK4VH8P7plNE0bLhJ6tFC0ChJMV7w5Xe+zrtPfh+wdFQ4nzv7bYSUm074uC4o6wap5EYJOH82Y3t7QF2u+CNv3WMhNM+eX3IxGfP1N28D8P7Tp4wnBdY4fvVX/gg/fvyMi8kUKSVFGX2HUsWDaw+5mDzj+mCX4WCHaVXz5PmrTSCpbidMZqPQgBAMFrVW1KZBrn1sOilJEnyUkIFcKjeK1jg69YI8TchVwpduH7CYrVjUNcNuCx2fZ2+DGipTmso2SAdCBuK7joVNbQMqlEsdfE1i4d9Kcz69CJuOdYK6qkikopEgTYJMFNYZLFW87we8d/yE3fY2XhryNCNrST57dkYZUYvrh7tcFgvaQrFaNbSynL1+i/nSsShDgW1EhSkNw61tfu5rX+bdDz/CNQWKoFYDuJiuSKTE1JaDvT4HWzf57NUxW23JrAzPxnRVMpuuONwfkvoW125cpxqNsFriIw0g62zx5PwxrgSd5bRbAu8l80VJKw8jm357QNVMKKSimnlW1QyDR6WCLK7hSgmsc2QijJRXRQU+WEa0utFsM6amE80pvQgIr1dBwg1glKWlgxJpXtuo4gyIfzv6q7RRgKaVKRoHCkOqc/KWYz4L3/Plm3ss50s+uLpkWgdU52a/DTKoKCEgSA5ASZwHjUeoYKHxuqeOtAJr8S7SFhRMihJXhP1NVf51sKqHKkk4fnFFImF/dwjAg+u3qEzFyekxI1fTrGokirZX3NoNHlmi36Pf2+agn2B2O/zm3/7bXDs8ZLasOIv+RX/s7TfQied333/C4eEW2ksGecbJeM7Ehz1uOa5Js4TdNKdQMF3NuXd0yKvLkt1eK94vF21lYTqfkyQS0zSoVFNV4Rr2WxrvHR8/OaVp7D/VkofjJwKxKcuS508/QnhBZRta7VBBDnt9dnopSgdYS3hJbQxVERao/f2dwM+x4HwTZMgmmJI1sTgK4iWDxWOsYT8bsLMdZqZmrWZqGl6entHUDV4Q3CaXNXjoxIynxhjaOgFhwSmcb4CEpvHUTVQq5QneWywipsZG52HhsG6t1vHIRASYVIaMD0EI4/OxwnXOslyUrxVRyLUhDBvCigfi4EU4CSoYsYW6J/IfhEeSBA31WuXkwsx4bY3qRVgczi6vEF5wnmV0Wi32+h0qGxbVlTXh5RMepVXIx4k0oTxuOkKITeCf9GELUdF40K0rdykQVpJ4kBGtCvwIFa5rPCEpRYjCshJjAsfhoJvz/vEpAF++eYjyDi8CdO28RztF4y2lie6pXlJYwzNRk0pFSwhsGf2U1/crVfRswvPxJW8c3cBVNfcySdlKGEVFRpm2WU5KCmPQwKQp2d+7wfXrd/k3f/VPAPB3/sLvcrTdZ2UcRoAeF+xs5ZxXJUmybkzCBot36BikWPgGLRIGcZ6+T4LUkOsWf/bte/yDT5/y5d0dtJLItUGP9CysDUaILkqHhaAlNIPoq+OLgq7xGBd4WNYaNJJ+O6WOLsc3ru3z5NUJ/Tzj5pt7XFy95I2jWyzLBXW8XYlW4F4rFY90h0obxnXNxIdNOe1qrG8hzJRJY5nPVlw/2sa4mkQF1KsrNG7QRqXwzXd/iEw1oq1RtQvhj0C5qnh08inFvKSt2hRFwYOHD9nf3eHdD34MwGR5CULirKc2Bq8CX6vTblFH9FUbh9NpGCf4UAQKwHjzGpYXYSxya7jNqq7otlNU2gHqmNIdLGZaSuOEJdEqmmdqkkRQRBNIiUQogVSSVAi8lJjGYzy4eL8aa2M6uKHdanN05w7Pj5+wGM83I4Dnkws63Ry0QRgPWEZXNft7e1zFrlwnbbaBu9eu43zC6dUlJ6MLlPF0oneK1i2mixWprzi9vKBaLHBa0DQGXch4PoYb+we8fHlOKnM+efoprVxxvqi5cy0gftOnL/naO29wNZ+TqozFbEHWHzIZH1NEd9lunlKXnm63hXGGqhEM211ag1YwlwSSlmBZA02UyWuBLwzCKAaD8MyP64Lct/DakaeK/t42RbVivJhhIvdj0GmRyQRDjfOWLG2hNJS1pa3W90sy7LVYloZBL2OQKhIHqbebDL5EyODQ7qMbvWrjUaxcw/61wAdL8m2+/8nHyDTBSUFpLZOyYdhK0GpdrATEXEU2olPBd6zBoeO7U9ehWW0rTSMaFt5QrRxuWlMuw7raamVcjZcoaWnlOcoYbh10ORvNePYimFuKsmG4s42TCbl19LqSg60dLk8XPDsPn7mvDY+ffsjFrbt862/8Pn/9V/8xf+F/+mdI0pS7+wERfXp1wWrRkA9zyqZBS4GqoXSW1Ed+UTfhaG+fOwPJD0/m3B9uM5ovONwe4oqA1BkrqFPPbLVg2BpgvUGjKMpiQxmxXrOj0s814X/w+EIV9cXxxfHF8cXxxfHF8cXxh+b4iRhFtfLUP7h1hJCaJJFrq5Zg8S98gPycRwhP1TTsDEMVejUeI5QkSxJkotFJQqYVKklIY2ZQqkIXrKREySwgBQRfizWZ0NqQz1KUDdY7vAHvDJUxfHL8GQBl2aDx/Nzd65TOYqqG/Wt7pDLjYhrUDYO0Ta+doZSlMSF/KInZJip2i05ohBTUzuFNQEISFdQvazdXYxzf/PRZdO/1G/Ij+A1/JvjRhAgDLwJc69eePutZecyheh1BsWZVf05hFfk53gffF++CU3IiEnq9UMnvb/VZ+CVLW1KvPIN2SpNYjHUMk4BodbM0kI6tCGRqKREyKNVWkeTWkhprPI209GvFjo7Ge0agI4brfczTEp6QtaUgAEScxDTk88mcn71zC4cJIwMpmLgmJGXH36qlppSWi7oKF88JGuHwJVSRbLkyBu3hzWs3MFUDUnBRL7ir23yynACwrCvuD2/y4uyKQadLW1lud9s0yxm/fRJn3I1BtRNarYRUp5S1oZUphntdRjbAvB6JUB6tNNeSHs+KMdoE87Y3epHvZAXDVgYuQPWrpoldkEPEHud5MWPiHEkqWVUGXHByNsbRUeGZl8AbrQEWE2zlAbykaneZhkvI+cUZeMnJ2Slv3LvHYlpjTU1n6OhkcfQjwKMCMdMHfNATyMNTF77o+Ysp3X4H5QS9Xp/zV1fkWxJbeb50FBCAq6vnPJkbVBoiPNrdBLwk0xIVR3WNd5TLBlE50iznv/m73+Xf/rf/J+wO96hMgNO//8GHlKYmTQSTyxWkCiU8iUxYVpGvstenbpqghpISrYKPknFRDQAkqUIZzZfv7qKVoPGB64F7jYz5piFPUqrGhNGtcyjpMU7QxOc5uJQLMqXQSKQISimtE9TaV0dIJkXFBy+Oebi/x7hYMq5qvnbziNNJ4O/9+OUpOklJFXTzHvPlnDvXD6mMZDIPhF7hFLY0ZC3Ndn+LxpQsasO1/V26EfH75PgMW624ffc2nz1+xsqsSPOEZdWQRXKsLS0H2zuczkd02y2aRtBua6QXlBEJ90KR5aBtxqpa0pOKt27f4XwxReiYDt/SfPrZM1qpZK9/h0VzSlU7pqUlkeHZ2Btc42r6MqxEqktRL5iMFty5cwTruARCDA7Gkug2Kg2ZXRjF0oZ19c27D0iUYDYbI3VGW1mEUKhEsja3Nd6ReI1ShmZVoaIhqyVaAwPKC4QOidVCysg91DRNg9zcL8FF6bhkxbyuKGvD/e0+qRIbHqCLSHPwSBNYHzzUXETeIazH1nkq0eBrMJMyequ5zfhssSzpdDK8hUVRozNJtQh8saNO9JJymul8xde+fJuzqymrVYFtLMPhFqNJuD53d/vcuHnER58+oTfsMcgzXO347U8fMYgTB60U4+mSu4f///bOPFay7K7vn985595b66u39uttepnp8TBesMc2XoCEBGJbBAJBBIklwQqKEiUggRSS4JA/QImSQCIlipACURSEhAgIEFscYhDGBBvwMjYez4x7Znq27tfL25eqV3W3c07+OKdePyYzNj0Yd7839yM9dfWtW1XnV/fWub97fr/f97dAFSMYIeifMh6G49XppuyMRojyXDpzlltruxjdwilhIfaTWrdjCl9yot9jrtdibzjh8tUNFvs9yqkunBZSpXjsyovU9cuHol4Tjs2g1/JvunSOwlbsT6oDVUpnHbULvYG0qBDHxpPGH9feZEyiDcqExC2lwLRDG4N6Gv3QHl9bah8UapVOMXjS1KDi+6RKQGsSndJKU5QBI4ZBZ4b+ICxRjsc5VVnifIUtPJVKwFZcv7nCbmzXLrVn0NUUpWU4npAaQypQuJAQB7AwGIQSYLH0Oy1cXZMmKalRBy0D1oYTPvXCCoiPIk8Qi77x07JW70PlUizPJjo1Ybdpjk0oMySWy4vxB+EqP21LgQLvUTr2PVHx5aKoYqjuDQt9zp5a4qmNPXSmKOqScTLBW2G5HcIfs60uIkLpg9pmyCPVQbBtmqoTx2uLijP0aelY8ebdwbKlcxbxPlQwSQilhPwkwaTB0frkC1cxInzV+dPUtSPXkNc11ofSeiBc0kXQmWGnKBnbAmcFay1ZTMjO85rTnTlaCOPa4WzNTrHP2mSEVuF41ZOc8wtnSZOUp689z6Dd5kSry3xb8Zn1cNEpvEUqS1562jMpeVWzbDJkpkXdi3Z5YuJtzSDtMHZlCAvmmvNz4Tvs6wTtPHMmI00zahtytSZ5xU7MtXh2PKTfzXDiqauKls7I63Ahn/qqp5KUpbQLyiMu3BxY7xlauLEVqqJGE0uW9uh3OywtLrByfZNMe5LWhJmYvO/xQWKeEF7Fy0Fu1qNXQqNDZTRKa7o6YyZL2R2NGFKzMOiTxQqj3Z19Siw1lnY/DX3CxNHTt5f3fawukTzlPe99H888eYWdckSZr7MYkxvXhntcuvgwH/zI72OMwdWWVjvFeo+NITaZSWKlYAhppiacx86Fz4AgW3CmNcvgREY7CkvWhArDZJog6hTtxDDKy5jfX5PqjMLWt/u+EUp9O6kJApKi8bbCJNnBb1kpxWhSsLo3Zm9SxmogQXE7/2rfWbZGI0SZICzpBIOnkyaUMaSOUYgXEmPQTvBVRdrqU/uSJH7Pq+t7tNuat9x3GtcPlYTj8T67WzlLJ8J3OCkmpLqNSM3Gzjabm0N0IrTbbVpREXd3tEVRxGqZwvK6xWW2EdKy4Nr6DgDJjKKvuyzPdnnq+iombZEoSzvtsnwiiEBWvuTJp5/BmAwvlrnZRepiH3Et0iz8vgYzCctLJ1hd3aDfb5Oi6XcGbIz32RtFtWS3jwntXkkkivuJJk0UWRyzF8fa5pCWVhgF3tYHUgsmfj/eexBFauIkJ4ok0eS1JZlmn3tL4TyfuL5Kq5uitaGoK84O2tM6QBKCAKlHEC3U2NDaRzzKxcIXCwUWJhaX16HkW0FV2YOqKO+Fynmu3dxiaaFPXdVMioqydvQG4drUVT1OLw/oZl0evXIZqR29QZeycpyOwnqziyfYXFtla1ww22txfukEw8mY59a3yKvgtMx1uigJN92TyQRlWnzFuXOkps0kNtx87MoV9qucfquNmzikpTjfXWIvH1PFyWV3POL++xZoJYbMaOZ7PZ6+vsrnr62Rxol+pjdP5SZcv7qBde6169gsznT9N737IRLR9HptnrwVLhiPr9wiRC/DSeMRrEC+Ew6Ww7K4OIuWMKkHzYpwwk6Vh73z2CqUKyepwqSxgeW0QytBIRfr8VicaKytQ3+OxLM0GxK0nl95kVYWYrstnZIkiqWlDqpqHegbpGlKL8sQpTDmJI8/9SnGxQQvHmtDnLeeFAzrAl97MqPJ8wpxjvlBn3Z0fraGY7aLHJMZnPXoVB04LgdJwtPS79hQU6al314OpeF4QCPahgqq6U/qUIIxBOdJvBzs771FvGKuH+4Ev+7CGT70+WcpnJAmiodOLjJOLE5rTBxQCqE5aGxzUSBYCcmW09Uz6yxKK/yw4FzWw1sbvnvvSaetEJxgbXW7z4+EHCIlHFTHFAgfe+Yqf+PSeVSm2Cjz8JnWHUxQGsEqj1IGLYrSV6xM9kmdohVT1050+hTjAlEKhyMfl/yt7/nHjDeu8VM//z+A0MDResiHOcpoWqbDqYUZJpVluBvuuPfsiNEwp9VLKV1NX1J0mrBHzkIac7R6BqUVdWVxCaRKk1i4ODdDNu0rZGu8hw6KRAztJEEUbO+PuTyJJeFK0CqsohilUEpCLo33Bxfch1sDMpOG3jxKQt6XDflYOjoSn97aZbJVce7kApWy1EVOxyS0WxWZPlRC6+Wg3N9JqDxxHj73YlC7xcJcf56lkwOq1S1ybSjzPSal8MDJ6QUOLq+tcn5pjk7LsJqPGNUliRLasTRYxJOQgIF8nJPKAN0SZpOEXrwIFpVlOy84dfIU3mV85NMfDVWTXjETL9zjqsIr0PiQf5NoJmXobTV1NpyzPHziDEWW00taIC4kouMOVlaN90GpuqgQCY5pbS1K64O7e2cd4oWZNMF5i8SqRJO1D5S0NcLYOcQ6itpya2dE7qb5PuFisY9ndzIGCS0dFBpX+XDzEnNIlFMYNNZX4BVaIMtaOKuwMYdknI+ZbQ/opAnre1ucP3OW2llura2xvBDKtLe21lFdzXxvnjMnl3ny8mO0kg7OW7aH4QK3sHya61ev0Ztt06FLfzbl1NxJRjdvcTOehyLC8rnzrN14kb1xRZZ1MAhzcxnjWBU1v3iW6zefI0tTTgzmWdu6xUz/AqPxCssLQQrg5vpN2u05xpNNEENdWM6dP8PG2j7OB2c+ry0X5zu0VVCD1wq0MRiVYJJw/hgJ3erLsiAf50hUm7eHrp+a4JhrJWAURgQtmtJO296EG7sSw+fW1rHKohJN7h3zSUY7u+2sQpANqL1gVNDPcnVsjQPs7ReYykLl8FqFHn8atrfH7MSV50wMvZmU3b0i3JQhzMx06PVnqOqwqnzr5j6XLswz3JuQKM1b3/gwn/jU45AqFuNK76Qo2SvGtIyiKGsWB12yrM3lqzepomMzOzvP/csnWdvb4fT8gJXVXb76TWf43NWVgzYQC50ZHn79W3jy6g2ee+5JREO7NLz5/CyPboW5ru1rLizPUcVegUu9HqIVN7dHfObKVQAGM/OMJxNWV9epquq17Nj0/Dd99esZtDO0gl9+9DIAlauj7km8KHtPp50y3A4/QCewsNAlFcEQ9WJQscv0NFHQxk7cQTBvoTtgttvimdU1BrFZm1UhYbjVS9nam+BskL0rraXKw48r6yZ4PJWD1NcokzIaT0LFULRDaaGq4wUnyWhrRZoktNsprTTclQ/6XZIkYZI7NsabjLcLvPbkk5zch5N5d6cI2g3WYetwwk+V0qZNy3VmDtocxL4J4F3IE56GnowOCzixqlwkPCPecpC+JUSnJ4gA4h0ioYz2bVGk7uLCLL/22BW0CPPzPWbn2qEyTDwurjT2k5ROlmETjSqFLTcip6ZUt9sl9NOMyjqyXc/JTkZZ1zgbNH6S6NQZFFY8vq6w3h8UhGlRKD3ViPDkCFe3d5mdb4GzuFjCf9C1XSARHbVzhEwlDH2FndQs9MJdXkc0W8M8VCQUBe982yOcfsPb6S8t8Ynf+V8AfPAPP4KpE86cPEWiEq5cu0ItnsFMn5koaX5ttAE2od8x7O1NaM9lGGfYLibMZsHpHZclySDDtFOssxgvLGUdllop0/X0yoUWGMb6cMdpoZ8Z1m34HgmHiqK2KHVbZE4BLWMYxwqjh1qDqJsUBApdXYUVSw11Hd7oT66u8+DZU3gSnr9xlcKXPHhumVS5cHMAtJTgrMOi8K6Ofco04Pjs1ZC4WObC/KDP8tw8s50Ou3lN34+pSFm5FUJ1Z86cYLg74vxSj818n3aSMt9ucW24w9XxXvwsTU8lJMqglLBXTkilw0K3fUj3Q2GtY1xXeA2d9jKPPvkYSUtwMRxTuQptBC0GxNFzwuYoJ2klB2Xayjve9hUPcmtnk24rlOWK9xg0Kt7lZ6KoHGTW004NE2sZl9PqqFgdg0JjMcqgJOg9aZ2ik9srW87VOKfROlTAOAdPXF9HlMdHJ7z2dZQO8LEKMqwueOun0TMUYeXMuZikH4p+QugsrqwuzPWwhaeVzbC4fJLnn3uKNEkwWUaiwjw2KUtqBaOdCfMzHTpJhvMwqUtitIG5ThcH3NzcwSRt6nyft77pYa4+t87T62GlbmHQYml2gf2iZHNvG6NaKGNp9zQnZ84BcP/F1/H7H/0wlS9YXlzk1uoG2gj9fhsTnefhaIgHlhZm2R2OmO91Wd8ahurW6ITrGmb6Xc7PduikKUZr0sQgIqF3FEGjqK5yauso8xxREkq/Y2gdCH3rANHhO9YipGmLSVlQxbLoLE3A1mz7hMs3rqO7bdJuQjWZcG42zBv71oUIgndYL9S+jvOwP6jOM3WoqHXWM9ov6PfbYcXaOop4IzOuJogXRmWBSjVSWbpZxvKZ89hRcCTW9/ZC8nYnpa17zPcyHn7oQT78yU+z2G5F2xOSrGRvv6adKNqtHmWes7M/YaYXIg4GhVPgJcdX0O/OsO932R0WlDFC4ieOb3/fX6d37mF+45d/iY5OKScl68UuZVwxfseDZ0ljk2YxHk1ClhhEHEU8f377T56g159ha3uLYlK+dquiiOVuoMLSe6w6SFQoG9Yq3L3byjFem7C8FMp+t4shJoYpbKzGUVHhcXo3JIdWOc4OFnBGsb47pNhznHz9KQCub29Sk1NYR7+VYFEYLdiq5kYRnI3NrYJWmjA3mEGbDE2N1gZvHWmcVK21qFZwoKyFvC7Iq5Ld0RivQwigeqFAJQneWYrKsdSbZ3Z5wH22T9YPdqUmCIE9f+0akyJod1RVxbgoGA9jJdeoxHuFjkVPJlPoeIJNxcGmToFSDnyYGIO2jNwWxgmCO4BCbNDNUSIkRjjR7Rzs473gtdDvpLRUUA41olAxdj+WkrJ0TMYWpaDX7dHXGusc45iPUdYeJhWznV6YlEUDZXBKploTKrTnLGLX9tCx3YXGmvHOFGVoac1gLqO0NihJ25pUp9OCXsRb6lhSjXjG3uJqz4n+DPkkvM+uqxEFk7zgHY+8mUtf9TV4lTIZ7vOe930LAL/zsY/ypq94I7t722zs3mA/L+j1u9iJYxS1Ly4unqNbFIy0oiorEqdwIvSMYVKFESkljIcTkryiPdthLmkx2h9zstU6UHA2KsTlKxdWApTyTGyNOHcQPhNtQufcvKaqa7JE4Qm5JFMnSiRUZ6USVqJEKYy3eK8YxQlcVYbKeDaubjA7mGVjd5PtnR0WZ+chhhel2MdojfGWXBmshNJc49RBU7z2wiynOz02RxPyyQ6nlmbI9xO2in1u7gQl27m5WeoECldjlIkVRpZL84tcmAurOjf2drkx2sXUIZduVrfIpWZSlmTRIUkTgzGKtJXgasduscl7vvbdrNzc5OmVK+E7NGFlynnLe89fonQWBgPsJOEPL38cgK+8eD/P79xkKWmT1zV4IUkE7eWgB1btPTYUJ1NUdZCBQPDKYw4craBOK95FR0ZCuDc64gCJTijKitoKqfYkOuHC4oAbO0PGMXymk7Bq6UTQ7uAeJd40xeMeVx+lrMPKjg43MF7UwfdjJ47lpRM8e+0m61urtHptqrri1uomnV6Yo04tDZAkwZfhZqiwlsrXiFMHlaS67xnv51jJWOoZdrM+L6y8SJkIr78/zJk/9Pe+gxt7I/7Lz/4C55cX2dsaslPXmFrHvBqwl7dxqmKyW1DOj8E6bFDbY9AO45mdneXyyhprfpvluQF7+2P6nQwPzMSqMS3CXl0yzi0LPYMkBm/D/FFW4YJbW4tzNuQ/qRDqQzwqTZDo+E17hRkl4EJFW21r6vq2hEjQO/IsqJJ3njvDR1+4QdbSFDUHvfNaErTLCx98plSSWOF5O+yuU8jSlElZHkyxE2fZlfpAMFASRZVXOBGkhk6SsT8sWHnxeeYGs2GsacgBOt2dxWnPKLd89nNPMN9rMY6CnK15Q5FX3FzdotXSzM9aJvkYLFTRhehmmrpw3BgOWZ47QYJlaz9HiVDFFZtqVPHpJ5+j9/wN5vsaW2YkM5q9vSE26g5lEH8LIUyttA96W97Titedb33361kd7fN/N0Pk5eVoqqIaGhoaGhoajg2viRUbj5AoTW0tRqmDjq0OfzvbHMXMTEplHOdPh7sGtR4SybQPbQe0Dj1jjAqKkzBdFYhCSAl0ky63fMXFS8uMi+g574/J6wpnSpQWfA1FzNtRMk1A04zKMcUw3OUrpVE6hKFUXN7PlCYvQ5jHqKDPEmLBiiTKsEvaRWmDczViIZeCtRdvcYMKXIhROiUYpRmNSt546X7a/Yx6VNOb7R30zXnu+gpFNWFnOKS2Qm09460JScfcTlw0UeNm6h57mUaebldOSWjDEKrOQkVVWcE7L5yEeCf46088j1JCN00YtDNyLJV4MoISK4TV8NLVpFqwTtgdDqkN9EyL2ZhnMqZmYzgmWUzBVUGHJt4hu+lyqA+1N+FLdkGIKDyBjitjQTbdItrgqahckMLPsQd5U1prrA/HXbxQ1iUnshnyosKoaT8X4YGzpxGd8chf+ya2hkPaLUW/1+HKH30QgPlOm+urVxnmQ26u7fKGSw+wuz9iZ3uPE92wsnHzxjqPPHQBV1jOtjOur92iTCraYjCx0s0lmrrKUZVQbgxhIWNGNKc6XdZHURXW5oANqrpaI4QcpcwTElWABMumDxpBWdsgzrPY77I5HHPBdOPvJiSfuqgKXNcOYxRaKV68FVZRTiwtkKguDy7VvFiXeCypGbA7HPGmk2cA2FgZ0m5lONE4X4APVVxeKXrtcIf75nPn+OzKda6uvghOc9F4JkXJyfk53vm6h8L71I6u6TEuxqAMEhNnRSla8Vg8dOoU9jpc3d1hJmsxrEtEwdg6JvGYFklCO+tglEG0olVpnr5ymaXFJb72Le8A4MOf+SO0T3AKHjh9gj9+4QZzuefs0hLtJ2PocGMb09eUtopKrh5XS8g1iiuZlXdoK+xrTwdF4WqcQNcY6mmicgx9KqXwsaJQWY9JzEE4b1zXoCC1Du8VNTWznRa91DCKlUHdLOERwkLqb33+eRItIdzlVGgNAigxJAilUrQSQ+3CCoHzwmQUVpVbnRaJCbpfaZpybrDAdlkxt9AN4WzA1Y68LOh0MkaTCW0NIGRGE6cxrHPc2hvjlWNnv8dD9y3x5Is3OXv6HOu7NwD4xOUn2Fnb4YH5OZQY+kuzPKBhY1yyFVWX+13NO++/j1t7e+RFzcWzC9RVFVoMVKHgovaOUwsz1FjqOqeXJmHFWCcHeS/jqqKXpmyXE8rtmgfmFmhlhkntQkUVUFY1ztlQ8aQ11obKT/GeafxexwTxsGodquZG4xyUwsYoAdoQ1vsNCTVvvXiap7c2aKcJT8fE6fOzXUQrNBJCgUahkiAYOo0OOOtIMkVRaBBhTM2OD0nEOq4clZPyIKQ4k6UUk5xet43RMC5CKMpay9LCTOhblhfU9YTWYJlLJxd4duVqnOsS1vOcXjfFOsf69g5vuXiavaJkGNXR6Qy4dHYWc1O4dGqAszWffHqXU/MDTsRu7A9cmqW0FWVRMJMY1mxOJ02Qbc/p+V78LEFDVMeGRCuU0tR1jYrXC+0dp3pdWskruy+vCcdGoqqbF4v1ctC0zCF4URgV+rbkRU2aKVajhHimWhQOKjvBaAXeMC0inKawWxUudiKK1a1dtJ4w0+pgqpznV0O53Fw3Q7sqqAV7jUYQCaVE7SgTXdsSbz117RDlw+RsNEpxcDGtqA8S/irvca6GiUMZwVRTgT5BmwQjHqMSXCW0007wPWJYx9U11jvSuYSnV15EXOii0tlo0Yvj6fUf4NLpgqQIbSL2q5rRaJ/9wvJsbJxXjHJ0kmDS0NpBRAVBQC8HeQLTeJVwezm9lQiDLCGZxvclyOgvneixMZnQ1gktHUq592NSdDsxOB0vpnGptsZT2prRfhB36rc7DJMEaWvsuMKjQapQkDwVMNQV1oV8KSUab8L3qwVsdH5EFJUClCfDkEsN3pM5oZrm2MRkci8eWztmW22KOiztm2jXhbOn+eb3/yBrqzfY3VrjvgsP8NTv/SpPX79xIAf+7vvv4w+uPM/W+oheN+PG5gpLvT6zS3O0Ynx/VG5ya3dMPtymMzODzTRpFXIZtuJFZ2G2RUsSxChaWUa+n3NmdsDGMD+oalluzbK6txUq31woURct4NVBQnhlPfNKM0kUuXckJqGdJPRMerAMfiB/6n1st7DCQn8GX9sDFdbFuRmu3LjG+aVl7j97ipWNW2yMR7zr4ut47NlnADjV7VLbmkQ0xhksnkJqauc4EZfKX9je5F1vfoRv/eZv49Of/mNurmz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+      "text/plain": [
+       "<Figure size 648x360 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Make a plot\n",
+    "herstappe_rescaled.plot.imshow(figsize=(9, 5))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "The true color data set for Ghent `./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff` contains 3 bands. Plotting with the `imshow` function can plot 3-D (RGB) data sets, but when running `gent.plot.imshow()`, we get an error. This is because matplotlib expects data in the range of [0..1] for floats or [0..255] for integers. \n",
+    "    \n",
+    "The data type of this specific array `gent` is 16bit unsigned integer. Detailed info on data types is out of scope of this course, but remember that using 16bit unsigned integer, it can contain `2**16` different (all positive) integer values:\n",
+    "\n",
+    "```\n",
+    ">>> 2**16\n",
+    "65536\n",
+    "```\n",
+    "\n",
+    "In this excercise, we will convert the data to floats so we can plot it as RGB values.\n",
+    "\n",
+    "- Read the data file and assign to a variable `gent`.\n",
+    "- Try to plot it with the `imshow()` method.\n",
+    "- Convert the array to a float array and call it `gent_f`.\n",
+    "- Convert the max value of 65536 to np.nan (as we have done before).\n",
+    "- Now divide the array by 65536 to get our data in a [0-1] range.\n",
+    "- Plot the result with the `imshow()` method.\n",
+    "\n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* To convert the data type of an array, you can use the `astype()` method.\n",
+    "* Masking out part of the data based on a condition can be done with the `where()` method.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 61,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
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+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 317, x: 625)&gt;\n",
+       "[594375 values with dtype=uint16]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-ba4fd0ff-62a3-4959-96e5-b3995944a94b' class='xr-array-in' type='checkbox' checked><label for='section-ba4fd0ff-62a3-4959-96e5-b3995944a94b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[594375 values with dtype=uint16]</pre></div></div></li><li class='xr-section-item'><input id='section-476afc82-228f-49a2-a248-410281fd0d37' class='xr-section-summary-in' type='checkbox'  checked><label for='section-476afc82-228f-49a2-a248-410281fd0d37' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-77b943ad-de20-4075-b4fc-15934000643a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-77b943ad-de20-4075-b4fc-15934000643a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35d7e1bd-68f0-4fd1-873f-1b241befe8db' class='xr-var-data-in' type='checkbox'><label for='data-35d7e1bd-68f0-4fd1-873f-1b241befe8db' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-9dcfdbeb-9107-4475-bfc4-1b9d9ff2fa8b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9dcfdbeb-9107-4475-bfc4-1b9d9ff2fa8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-287b58f5-3f08-4d1b-b3c4-f65ff0df5585' class='xr-var-data-in' type='checkbox'><label for='data-287b58f5-3f08-4d1b-b3c4-f65ff0df5585' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-c06a0cfd-832b-4973-9535-aa6f6a61b86e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c06a0cfd-832b-4973-9535-aa6f6a61b86e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0affa76b-c013-4205-a77f-eded6c624604' class='xr-var-data-in' type='checkbox'><label for='data-0affa76b-c013-4205-a77f-eded6c624604' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7d9ca8cb-0001-4d2a-b8b6-210e81422566' class='xr-section-summary-in' type='checkbox'  ><label for='section-7d9ca8cb-0001-4d2a-b8b6-210e81422566' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 317, x: 625)>\n",
+       "[594375 values with dtype=uint16]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 61,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "gent = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\")\n",
+    "gent"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 62,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bdbb0aaf0>"
+      ]
+     },
+     "execution_count": 62,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "gent.plot.imshow()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 63,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# Convert to float and make 65535 equal to Nan\n",
+    "gent_f = gent.astype(float)\n",
+    "gent_f = gent_f.where(gent != 65535)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 64,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# Divide by the maximum of the int16 range to get [0-1] data\n",
+    "gent_f = gent_f / 2**16"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 65,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bdbae9910>"
+      ]
+     },
+     "execution_count": 65,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 648x360 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Make a RGB plot\n",
+    "gent_f.plot.imshow(figsize=(9, 5))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Next, plot a greyscale version of the data as well. Instead of using a custom function just rely on the sum of the 3 bands as a proxy.\n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* A greyscale image requires a greyscale `cmap`, checkt he available names in [the documentation online](https://matplotlib.org/tutorials/colors/colormaps.html)\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 66,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f0bdba49100>"
+      ]
+     },
+     "execution_count": 66,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 648x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Make a Grey scale plot\n",
+    "gent_f.sum(dim=\"band\").plot.imshow(cmap=\"Greys\", figsize=(9, 5))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "    \n",
+    "You want to reclassify the values of the 4th band data to a fixed set of classes:\n",
+    "    \n",
+    "* x < 0.05 need to be 0\n",
+    "* 0.05 < x < 0.1 need to be 1\n",
+    "* x > 0.1 need to be 2\n",
+    "       \n",
+    "Use the data set `./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff` (assign data to variable `b4_data`):\n",
+    "    \n",
+    "* Read the data set and exclude the single-value dimension to end up with a 2D array. \n",
+    "* Convert to float data type. and normalize the values to the range [0., 1.].\n",
+    "\n",
+    "To reclassify the values, we can use the `np.digitize` function. This function return the indices of the bins to which each value in input array belongs. As such, it can be used to select and manipulate values containing to a specific bin.\n",
+    "    \n",
+    "* Apply the `np.digitize` function to `b4_data` using the `xr.apply_ufunc()` function. The first argument is the function to apply, the following arguments are the arguments that would be passed to the function (`np.digitize`). Call the result `b4_data_classified`.\n",
+    "* Make a image plot of the reclassified variable `b4_data_classified`.\n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 67,
+   "metadata": {
+    "clear_cell": false,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "b4_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 68,
+   "metadata": {
+    "clear_cell": true
+   },
+   "outputs": [],
+   "source": [
+    "# Squeeze to 2D float array \n",
+    "b4_data = b4_data.sel(band=1).astype(float)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 69,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Rescale the data\n",
+    "b4_data = (b4_data - b4_data.min())/(b4_data.max() - b4_data.min())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 70,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# Classify the array into 3 bins\n",
+    "b4_data_classified = xr.apply_ufunc(np.digitize, b4_data, [0.05, 0.1])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 71,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true,
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.colorbar.Colorbar at 0x7f0bcbae2580>"
+      ]
+     },
+     "execution_count": 71,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 864x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Create an image plot\n",
+    "fig, ax = plt.subplots(figsize=(12, 5))\n",
+    "img = b4_data_classified.plot.imshow(ax=ax, add_colorbar=False, interpolation=\"antialiased\")\n",
+    "fig.colorbar(img, values=[0, 1, 2], ticks=[0, 1, 2])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "The data sets `./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff` and `./data/gent/raster/2020-09-17_Sentinel_2_L1C_B08.tiff` contain respectively the 4th and the 8th band of a sentinel satellite image. To derive the [Normalized Difference Vegetation Index) (NDVI)](https://nl.wikipedia.org/wiki/Normalized_Difference_Vegetation_Index), the two bands need to be combined as follows:\n",
+    "    \n",
+    "$$\\frac{band_8 - band_4}{band_8 + band_4} $$\n",
+    "    \n",
+    "Process the images and create a plot of the NDVI:\n",
+    "    \n",
+    "- Read both data sets and store them in resp. `b4_data` and `b8_data`. \n",
+    "- Transform the data range of each of the layers to the range .0 - 1.\n",
+    "- Calculate the NDVI\n",
+    "- Plot the NDVI and select an appropriate colormap.\n",
+    "\n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* For more specific adjustments to the colormap, have a check on the [Matplotlib documentation on colormap normalization](https://matplotlib.org/3.3.2/tutorials/colors/colormapnorms.html)\n",
+    "\n",
+    "</details>   \n",
+    "           \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 72,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "b4_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B04.tiff\").sel(band=1)\n",
+    "b8_data = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B08.tiff\").sel(band=1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 73,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Rescale the data to 0-1\n",
+    "b4_data = (b4_data - b4_data.min())/(b4_data.max() - b4_data.min())\n",
+    "b8_data = (b8_data - b8_data.min())/(b8_data.max() - b8_data.min())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 74,
+   "metadata": {
+    "clear_cell": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Calculate the ndvi\n",
+    "ndvi = (b8_data - b4_data)/(b8_data + b4_data)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "clear_cell": false,
+    "editable": true
+   },
+   "source": [
+    "Using a Matplotlib norm to adjust colormap influence on image https://matplotlib.org/api/_as_gen/matplotlib.colors.TwoSlopeNorm.html"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 75,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1008x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# A Sequential colormap `YlGn` with a normalization on the color limits\n",
+    "import matplotlib.colors as mcolors\n",
+    "div_norm = mcolors.Normalize(0.1, 0.8)\n",
+    "fig, ax = plt.subplots(figsize=(14, 5))\n",
+    "ll = ndvi.plot.imshow(ax=ax, cmap=\"YlGn\", norm=div_norm)\n",
+    "ax.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 76,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1008x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# A Diverging colormap `RdYlGn` with a normalization on the color limits in two directions of the central point:\n",
+    "div_norm = mcolors.TwoSlopeNorm(vmin=-0.1, vcenter=0.4, vmax=0.8)\n",
+    "fig, ax = plt.subplots(figsize=(14, 5))\n",
+    "ll = ax.imshow(ndvi.values, cmap=\"RdYlGn\", norm=div_norm)\n",
+    "fig.colorbar(ll);\n",
+    "ax.set_axis_off();"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "celltoolbar": "Nbtutor - export exercises",
+  "kernelspec": {
+   "display_name": "Python 3",
+   "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": "3.8.10"
+  },
+  "widgets": {
+   "application/vnd.jupyter.widget-state+json": {
+    "state": {},
+    "version_major": 2,
+    "version_minor": 0
+   }
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/_solved/15-xarray-datasets.ipynb b/_solved/15-xarray-datasets.ipynb
new file mode 100644
index 0000000..6d3304d
--- /dev/null
+++ b/_solved/15-xarray-datasets.ipynb
@@ -0,0 +1,7105 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<p><font size=\"6\"><b>Xarray Datasets</b></font></p>\n",
+    "\n",
+    "\n",
+    "> *DS Python for GIS and Geoscience*  \n",
+    "> *October, 2020*\n",
+    ">\n",
+    "> *© 2020, Joris Van den Bossche and Stijn Van Hoey. Licensed under [CC BY 4.0 Creative Commons](http://creativecommons.org/licenses/by/4.0/)*\n",
+    "\n",
+    "---"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "import xarray as xr"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "## Meet `xarray.Dataset`"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We already know `xarray.DataArray`: a single array with dimensions (and each dimension can have a name and coordinate values):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 2, y: 317, x: 625)&gt;\n",
+       "[396250 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 2</li><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-6143cb39-4ed7-4ff6-aa55-4533a22b5dd0' class='xr-array-in' type='checkbox' checked><label for='section-6143cb39-4ed7-4ff6-aa55-4533a22b5dd0' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[396250 values with dtype=float64]</pre></div></div></li><li class='xr-section-item'><input id='section-beb09599-857e-41f7-a367-e57fc7516b05' class='xr-section-summary-in' type='checkbox'  checked><label for='section-beb09599-857e-41f7-a367-e57fc7516b05' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2</div><input id='attrs-92e8ebc1-28d2-4ce4-bb1b-e0e59162db80' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-92e8ebc1-28d2-4ce4-bb1b-e0e59162db80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc249b20-a59d-453b-ab81-1495f0f28389' class='xr-var-data-in' type='checkbox'><label for='data-bc249b20-a59d-453b-ab81-1495f0f28389' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-34ea530d-3317-4e49-8705-4bc99bfbe2fd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-34ea530d-3317-4e49-8705-4bc99bfbe2fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb5468a6-0aeb-4fe6-8f34-b70b5239bd0f' class='xr-var-data-in' type='checkbox'><label for='data-fb5468a6-0aeb-4fe6-8f34-b70b5239bd0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-e95cc226-a8f8-4692-9f3b-c3c2d5275d5f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e95cc226-a8f8-4692-9f3b-c3c2d5275d5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2c44b2c-740e-4f73-9c2d-a10030adea67' class='xr-var-data-in' type='checkbox'><label for='data-c2c44b2c-740e-4f73-9c2d-a10030adea67' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f593d7a4-31a0-40f5-9bf7-0f3b5e86dbcc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f593d7a4-31a0-40f5-9bf7-0f3b5e86dbcc' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 2, y: 317, x: 625)>\n",
+       "[396250 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xr_array = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B0408.tiff\")\n",
+    "xr_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In addition, xarray also has a `Dataset` object to store *multiple* arrays that have shared dimensions (but not all dimensions need to be shared).\n",
+    "\n",
+    "For the initial example, let's convert our DataArray from above into a Dataset:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "xr_array = xr_array.assign_coords(band=(\"band\", [\"b4\", \"b8\"]))\n",
+    "xr_data = xr_array.to_dataset(dim=\"band\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:  (x: 625, y: 317)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Data variables:\n",
+       "    b4       (y, x) float64 ...\n",
+       "    b8       (y, x) float64 ...\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area</pre><div class='xr-wrap' hidden><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-108c668e-bf29-43ac-9183-99f18265c19b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-108c668e-bf29-43ac-9183-99f18265c19b' 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'>x</span>: 625</li><li><span class='xr-has-index'>y</span>: 317</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-16f7893f-cc9f-478c-93e7-9466ae20e8f9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-16f7893f-cc9f-478c-93e7-9466ae20e8f9' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-7e333ec6-1cb7-48fa-84fb-4ffb8bc0d53d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e333ec6-1cb7-48fa-84fb-4ffb8bc0d53d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5280745-a7ea-41be-a49a-df2adb1ff0ef' class='xr-var-data-in' type='checkbox'><label for='data-b5280745-a7ea-41be-a49a-df2adb1ff0ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-3eb321bd-af69-4f43-8e21-a39f5ac68673' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3eb321bd-af69-4f43-8e21-a39f5ac68673' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92500a3d-02b3-4454-9715-25e533f34012' class='xr-var-data-in' type='checkbox'><label for='data-92500a3d-02b3-4454-9715-25e533f34012' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-687e381d-bb65-4f61-bcf4-4e00d330b74d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-687e381d-bb65-4f61-bcf4-4e00d330b74d' 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>b4</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-497b2db4-080a-41e9-8505-1ec328703a41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-497b2db4-080a-41e9-8505-1ec328703a41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb00db2c-306b-42da-96a6-445fc017c341' class='xr-var-data-in' type='checkbox'><label for='data-fb00db2c-306b-42da-96a6-445fc017c341' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[198125 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>b8</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9924de97-85c8-42b8-b7a1-86fdf6d11926' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9924de97-85c8-42b8-b7a1-86fdf6d11926' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2948823c-0637-496e-97f5-956fd10ed978' class='xr-var-data-in' type='checkbox'><label for='data-2948823c-0637-496e-97f5-956fd10ed978' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[198125 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8be02d09-e690-49dc-bd2b-644685cc2b6e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8be02d09-e690-49dc-bd2b-644685cc2b6e' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:  (x: 625, y: 317)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Data variables:\n",
+       "    b4       (y, x) float64 ...\n",
+       "    b8       (y, x) float64 ...\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xr_data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Let's take a closer look at this `xarray.Dataset`:\n",
+    "\n",
+    "- A `xarray.Dataset` is the second main data type provided by xarray\n",
+    "- This example has 2 __dimensions__:\n",
+    "    - `y`: the y coordinates of the data set\n",
+    "    - `x`: the x coordinates of the data set\n",
+    "- Each of these dimensions are defined by a __coordinate__ (1D) array\n",
+    "- It has 2 __Data variables__: `b4` and `b8` that share the same coordinates\n",
+    "- Other metadata provided by the `tiff` are stored in the __`Attributes`__\n",
+    "\n",
+    "Each of the data variables can be accessed as a single DataArray:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "xarray.core.dataarray.DataArray"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "type(xr_data[\"b4\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Why do we want to use a Dataset instead of DataArray?\n",
+    "\n",
+    "* We can actually have multiple arrays that are logically different variables, eg temperature and pressure with the same (lon, lat, time) dimensions\n",
+    "* For some cases it can be more convenient to work with"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Recap the NDVI exercise of the previous notebook, using a stacked version of the 4th and 8th Sentinel band:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
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+       "\n",
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+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
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+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 2, y: 317, x: 625)&gt;\n",
+       "[396250 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 2</li><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8b41f560-13e9-47a2-9545-c67b0c2ddfc3' class='xr-array-in' type='checkbox' checked><label for='section-8b41f560-13e9-47a2-9545-c67b0c2ddfc3' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[396250 values with dtype=float64]</pre></div></div></li><li class='xr-section-item'><input id='section-adbde182-50ee-42b6-ad10-4a3c98b82321' class='xr-section-summary-in' type='checkbox'  checked><label for='section-adbde182-50ee-42b6-ad10-4a3c98b82321' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2</div><input id='attrs-ab459188-019a-4039-a5c9-31c9ac13b0b7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab459188-019a-4039-a5c9-31c9ac13b0b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ef31db2-2dbb-47a4-a308-ca33b9b44bae' class='xr-var-data-in' type='checkbox'><label for='data-0ef31db2-2dbb-47a4-a308-ca33b9b44bae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-f7e56bb5-5f56-4eca-b9e9-e9d7001db86d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f7e56bb5-5f56-4eca-b9e9-e9d7001db86d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e58d25f-d7bc-42a2-836c-fd6cf7321b6c' class='xr-var-data-in' type='checkbox'><label for='data-5e58d25f-d7bc-42a2-836c-fd6cf7321b6c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-c9e3abeb-1c65-49f7-80de-ffc533443b02' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c9e3abeb-1c65-49f7-80de-ffc533443b02' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a1c33e0-2c51-4590-8d87-984fa267f96a' class='xr-var-data-in' type='checkbox'><label for='data-2a1c33e0-2c51-4590-8d87-984fa267f96a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f9b85d76-f0bf-428d-9cc0-8a70129f788c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f9b85d76-f0bf-428d-9cc0-8a70129f788c' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 2, y: 317, x: 625)>\n",
+       "[396250 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xr_array = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B0408.tiff\")\n",
+    "xr_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "In Numpy, we would do:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(2, 317, 625)"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "b48_bands = xr_array.values  # 0 is band 4 and 1 is band 8\n",
+    "b48_bands.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "ndvi_np = (b48_bands[1] - b48_bands[0])/(b48_bands[0] + b48_bands[1]) # or was it b48_bands[0] -  b48_bands[1] ?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7ff313730130>"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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vli7LixlDP1CXDW7gEHgOd++3NG1PlVe4gUNRFdTtwP3rR5aXcyzbxL2Y8e7bDUXVE3gGz1+tydOS9zcplvVhLl63A4FnsriY0dYdu/sjdTvw9MWKYRzZvN+RZA22LScAzzFI04qu6cgr2URskw9YMiisVDY2x5JZSFn3XD7xBavvpRMJYo+26aiLGj/y6Nqe27c70qLl4izAsk3CeYDjWHR9T1O1WKZOrzbg2cKna3tcz6atW9K8I4wcvMClKmtm64hxHDluUsJ5QODavP/mkUPacr+rcCwd3zUp8oYnL9cTHGdaJpqu0bXSsVcKRiqSUk40bYdhmUSBxWGXc3G9UDMWZKN+SKaNNt1ndN0wnTZ/tD7Dtyxmqgu2jA/XYhhHqq7nL+5uOeYl3sLE0uWEtUkydvdHLq6XMrMwDb68f8QP3AlGevLyjMd3cr3GEYqqYzV38UyTu/2RwybBMHVezBdkTcOnL66wP9HZlVJ0AUJbCty2qsmamqJtmDkOWdPwJIzk+o0D3+z2fG+5wjMMbDWbAXBNg2boqZtu2gT0UTYvxzA5VhV135MdcrzI5fxqiQYC++gG/TiQNQ1V1XD75pFoHkyv3bc9TdnS9wOOZ6vmSgOkAaiKmi2CX58aru3dgXDmE8x8BXGO08zJ8R01M+lp65YkqeQ6DCO2pfPNes+L2ZzkSjVl40ha19Rlw998/pS176nrBn9xd8uXX7wDTWPoerx1RNd8KLzr6yUgswrXMqnLBk3X2B4EdnIDl+v1AkC+m9BlHEbqRq5lmdcTvOSHLnXZYqs5DkAQe9SlNCG72wNd2xPOfM6erkj3GdEipCrq31mHf1+dO+M4/gfAf/Cv87PSARp4voMVeuRVw923Dywv57R1hx+6dG0vg4R+oK1b7l8fsD2bqu6YRfbU/R2SGtcxMC2DpmwxTMHcNE1DV/9sGRptC3HksLnZUxcNZd1R1T2L2MHxbdqmwzNNPNeWDi2y0TQNwzBYn4X0/UCrsHnDlKFPmdeMI4TzgLqSIyQIdn/11KbvetJdhmbo6LpGmVbYjkU4Dzjuc9qm4+r5GfBImcmFq8tGCp5vo2sapq4xn8uG0pQtnvPhQRzHkYVvy1CrkZv8/OmSPCmJ5gHvvr5ncTmnfbsVqMYxqZueeO5h2aaCADSqupOipmkyWOsHTFPDj6R4HzIZQGWHnHgVES1C3n/zyOo8wrJloNX3g5xsxhHPMSjyhrlj0ZQNQz+QJ3IUbbuBsu6ZhxapOmZapoEXutiuwDKmZTAMA7v7w3QvpPuMxndou4G2HzB0jWEQ+GoYRw4PR/zIo64a5mcxh8dk6tTHcWS/yWi7gTSXDcZzTcE/Y0tdZ52saLi8illczDhuUu7fbgkiT2GjGoZpUPcdX+53OIbJi1lM1raECi4puo7/z80NK9/nk8WSt8mRrGmIHYdP1iuWUcBFEHCf5+iaRjcMfP2loJd+6E4byC6R+6pXg7bYcdgeMq6en2HpOkXb4JgGnmnR9j0XQci2LCjalpfzBd0wUnUdkeMwjCioRZ9OGL5lU9YtedtSD/1U3A1NwzVMKr2nNT50+qf7wjEMZq5L0tSqsPa0fU9V1Ji6zt3dHtuzWM5CetskWoR0TYfj2fiRx2od0/Q9ddlMA8gqr7EcmT8YhiGNkhqAdq383SKVTl9mW3KCOh4rNo8pceyqeUtLXnZqIK3T9yNf/OUbHs5izi/mbDZH2qZj7Af+/g+/h6uw8Kxp+Yu7W26+ecC0TTRNIzyPOW5Smqpl/WTBi08vcUw5yadlxf6Y/8bMaehH8mPBV7kU+dNp9uHtlmgeUGalgnxlU6jLFt0QGLRrOnoF3QQzj3EYiVchZV5jmAZnUSi10jRZrbzfWVd/b8X9v8jSdG3ahSzXYvN+R1X3HB4Thn7Ajz1My8T2pKvuWpme246F55oc04ZZZLM8C0n3+YRl1WVLNPcxTIMurTAswfKev1qxf5DXTg4lVS049Wru8sn3r3n35pG26SisFt+ysGyT9Fjx7NNzHE8YCbtjRpHIRdJNg8NjMk3261Km6o4vAxvDEGw83TfsjzW2rRMGNnXV8Ph+Rzj3sS2DMq2oF4IPmqZB30tx290fSQ8FV8+WVEXN2ZMlWVIQL0OK6kDgyWUchlHNCEzKvMZxbaqiZnU1p6oavMBh6Hocz+b2PmM9d5gvA+qiZugFuhiHkSqRa9ErhlDfjzStXIf5WYz3bsvtXcrmUKNpGtEyxFCDKdd38EI5YlqORdcLbNb3/YQta7rGw11CXnZYppwGqmaganr6fiT0Rxzfpm87NncHopmcEJJDSRB5rJ8seHi3xfEdFgufcSzwXIO6Gaa5hBe63N8eFfthT3qsyMoO29To+pFhhKbpWS8cZmpwfWoCqkI+18tPz5gtBLYI5wFN3cqQsx9IDwWmLQPIN9s9h8cEfvwpb5Mjf+fJNXXf0XQ9T6KYrzZblq7H0yjmscg51COWbrDyfAxNxzEMLMOg7Xts16JISrTApa1bgbMQ3D2ObcJ5gGtaDIplZBkGvmXz5nggchzO/EB1kzE6GgvHluuorqWl67xLE57Fs+n564cBz7F4nyaEtj1tTidehGsa5G1L7LiUXYdvWeiqkJ3gqHDuU+U1yTZjHEdu8i3zs5hxHMmbhm9+cYNpaJimgemYNFWLGzhyf7UdRVoSLUICNXOKFwFt0xGvIoZeYMu26fAjj7TNps5X0zQ5gTnS9Rd5Q2RKU2UaGqFv8eyzS778+Q2mqfNwe6Aqa6J5gKbBf+P7n+Cb6vlh5P/y5z9lvyt48dn5NIhNdhlJUnH9fMU4CIvownE51BXnUcgQwkOSToN5x7Ooy1Y1OhqHxwQ3cIXcoCA/N3A5blI0DYKZR5XX1EWDbgiRoEhLzi4XuKbJPpNGaBgGDrWcRrKqZp/kv7Ou/kEU93FUNKWiRtMFigFo6o6mG3CDESxYnM+miXqelNRVQ7yK8ONOHa975usY3dDYPySCq2YVQeRh2iZ924Ghs17PSLYZfT9QK/qhhlAms7Jm/US+VEPXOWQFh22GH9h0Cit2DIN5HFBmFV3bYyLHKRlYylFxGEYoamzPxrQGurbnuC+o2x7XMdB0nfQoG0tyKORGnPl888Utrm0wDCNdP5IeS+qmJ/CkYPuRYHpvvn7EMgVPzwrp4A01PE4PBbNViOPbivInRXW2jsiPBYdDSdsNPOwq4qafmDeaJjBE28p84gT3WJZO1488vNnw/PMnnD9dUeU122ONYRk4nk0Qyfff1h2LeUjVyTDI0DVWK5+6lMHhcZvyuK/o+5F5bAvso2vEc59xHMkSmU2YRon/HXzVsAxsS2d7dyDZZdxvCoJ9wXwhc5nlWcxxm9IPI2038uWXW7KyI/JNYRoNI6au0TQCqZV1j2HoRDOf5eWc91/eCdyia/SK6lbmNZqh4yjIrcxqdF3DtE3mZ7F0j5qcwPzQpWgbfnJ+wbYsaPsBzzQJbZtl6PPNYc+r+YKF6/H1Yc9lIGyuXx0PNLXQe4PAZXkxJ5wHQtdsO4qsIvRlqBnEPqt1zLGq+OzpBfuy5DIMeZ8k5MeC1ut4GsU4pkk3yO+XLpsP3bYqZFXXYukGhq7TDD2eZXFzv6OazWj7AdsQ+BHAMQzZSHSdsvsAz4zjSDv09N3A0A9kh5zZOsINhOnjWxauafHFl+8YRznBApimQX4spvnL4jzGtS3qrsMxTepOih8IUSFehhN90DAEMm2bThorNdB/8sk5h8eEfJNPjJZnzxcTo+r8IuLJ0zVvvr3HD10+e3LOs3iG9x0ISkfj4tma5y8N7u/2NHXL8mLO0GfMFz7LpTDjegUDFW3LsShJdrKhWbbJMAxTxw9yqpdBvylD+00qw+brJdEimCjWui7U7KqosV1bYMRhoOo6zuMIezHj65tHurYncG3KsZ1+x29bfxDF3TB10n2Gbug0dcc4DBiWwSx0FUNgwA1chn5g6EfKrMILHLzQJQ49Npvjb3zQE+1RaGUjjzd7KXyKWlfUgtGf2CCnXT8rOvJjQTDz2WfV1F24rsVsGWK5cnLISukihn7EjxwM0yBPS477knEchWWhivA4jty93wPguyb7BNlQ8pq87OShDR0s26TKa1zboFHc+KLqMA15j23fUrdCYfS8BNc2JtaK5wiMIZ1xx/JiRrQISPc54dxH13Vi32V7SOm7YaI4HtKWqul5+SRkto4U40CbqI+RbhH5Jr5ncb8t2R5rrDePakg9sohs2rrj/s2GQ9rQ9SNRLtP8y8sF6ycLDo8Ji/MZ+4cjb98d6fuRJ+fSwZimQZ6UnD1dMo8D2mHg65+/w1UDW9MyCRRd9NtvdziWjmFovH9M+fTlHNM06LoexxZM1rJNaOQo3iq+cd0OWIZwrg1LJwosum5gGIRtdCowT793xc//+WvabsD3LPKyRS9amqrh/NmacRyJ5sLQ8GOPV4slnjqag0BxM9fl17stb988EM4DPj1fEzsOT8KImyzlNst4EkV8vlzxWOTcZ9nEYKrLhuM2JZz53L7Z0nYDrm0wX0c8/96ctmmpi4Y3X9+zfrLgh5fnLF2PYRx5MZuz9gP2VUk3DviaRocUZRBao6aBqeu0fU9S12RNww/XZ+iaRmDZPI0MDE3H0g22VcVV8AEb19DwLYt+GARz/y4DSn1+N3A4f77m5XrJ+yRhHEehZRaFFOSFz3Ff0A8jq3WI6cggPph5jCPstgl+5JGXNXVRSyOjcOphGNRJ2GYcZNjqeg6BOtGFsU9VCX89CizqpicvO/pHoVc+u1xz9tlT7vOc6xfnfLZYsvb9Dxx2RnTkM/295y9oh4F/ruv84qffsh3l2Q1nPmlRTcy7Xx3vpZE5i5mtI6pCfn9TyRyuHkYp0hr4kcfQD0Rzn74bplo39AN922NYUj8W5zFe6LKIAxZxwJkfUHUtadOwU/BsvUspbRPLsXB953fW1T+I4q5pGl03YIwwjnJ8F3aLdI5DPxAtQulwRhHgnDihp9UoYYRpGRN7w/FsDNNg6AQKKPKaqxfR9DpZIbCAYWiUlXTw6T4n2WXs0wbb1Hn2csX5szWuY1HVLe++vKNqBBbSdRFJ+LGHaUrnWzeC/57eu8AR8OzVmjD2Kao3MlCphD7luYYMkgOH4z5nfTnn7v0eHQ3X+cBnT/KWth24XHvMVhFlXqMbGvlRhoKmZWB7NoeHI5ZjctykrC/mFGXN0LfkrWDNRVYxjFDV8j2Po8bb+2Lq/meB0O26blT0R5Oq7ljGNm03kCUVbTdQtwOhZ1I18vcGJfTKyo71MDCMI89Xi6l4dm3P+VKolstL4dc3VcvyYsZqHnHICr791R1F1RMHJrGCQaJFQJGWEwU0Di0sQ2e3lc/z4pMz0mNFraCUuh1oGuFwNwwKElKCkxHW5xHpPicrhPH0+JBSFzXxKqTrR3ZJxdkCotAmiH1ef7tls3vLeuXzgx88Y+F63GUpx6rCCnw2ecH5xZwXszn/5BdfsXlIMXSNi+sVAEldM3NdZo7LP/vPviT4yae4lsldknJ4TAjVgNGPPcqsYjYL0F5qZIdC3V8au3sZqI39wMWLM35wcYatmB+obtzQdSLbnopu2/fMHOmUNTQaxR6zDINX8wV3WUrRtoS2zTCOGLpOaNvkbUtbV8S2TWRbU/ceWiZ1r1hbfT/BMuM4Erg2Rd1QJCWvNSmGdVHz6BQyt4o8aZpChyyVa+UGDrZr0ZQtuq7j+A5lVpEdCxzPJktKokVA1/bcvd7g+jbRIqRIyg8Nn2mSFhXZQeCJQYkbi6rDsQ0sxaH3bUsgKtfDs0zWvk9omSI0HEb0kWmwfPq8WV1PupuuaUkPOZqmcXa9JPKErnmoEvphIHZdTMOgUmy+3f0R2xGIU1cQ0Yl26dgWlmsxD302+5Rg5uOZJlHoMXdddE2EZ7om9FND18mbhv3DEV3XMQy57q2qYb9r/UEU97bppsEayLHZ0EeMuqWtW9bXSzU46tnfHdAMHaMUvuvBNkUo0fWEsQ/I1Hz/cMTxbIFNHJPdVnjq5rsdV6/OAWi6EdOEthW8N/RNHN/muJfBnmMLB1rTNHRDw7ZNTFOnykQZG/km2bHA9aUwN410xf0wctznxHN5P6t1yGIecnuzpaqFzqjrGpFvEsYefuTx+H6HbRncvd/z9NUZ7795xHdNwtCBUX6+bQfOn685blLaukU3dPzIJVqGJNsM3ejQdJ3sUBDOfbKs5Go55/1mL4O5+yPHY0VZS2cTeCaOY9A0A/fbiji0CDyTWBV4TdMIZh5m2TJbhdy+2QoNU9dkKK1YI3nZ4Vg6jSYP2GwdMXddsqbBcSzapsMwdR63BZFvTtx9x7Ppu4H37zfUZUPTDFM3VRc1pmPSdz0Pdwl9P6rTRoNtCSTQdCPJPmexCiZK5uJyzje/umcYR0xThqyurdOPIo7aPKTClOpHyrqVAewwsrs/MgIvn4RcvTpnHYbc7Y9Ypk4c2vzkRy8AeMgzHNPkIUkpu5YfrGWo+c1hT3Yo6PuR2dzjxWwmXaum8+1uT9u0nD9d8uu7BwA27/dygtNlUG2YBtfXawxd5/nZki+yCsMwpAh6FtubPYvzGeswoB9GyqHD0vWpG2+Gnl5h6oAqVOM0ND0V/U7x459EEU0/kNT1NGA1dZ1DVWEbOknT4JrGxPc2NJ3QssloqPsOQ9cxdE02g2Hg/s2G+fkMxxGWm6ZppPuM+6wimgd4gSPduGehGVJ0Hc+m70VfIgIuddoqGy6ul+THUpo4XbFn8ophUI1e1bA/ZCS7jKaSQmc5wgVfuxaHbUbXD+w3Ge/OjjyJY3ZlwQ+DM3QNoYR2Hce6JrZtYSyhgTZSdL1oOEyDpmxo2h7D/KCJ8C2LrhVGU7LNyIwcwzKJY19U6XWHF7m0VctxkxKvIhazQGkhDBq/o+o6ZrGPZ1kYmk4/DpRdR911mLoow/OqmZg/JwqmNK89lvPhOfpt6w+iuGuayNv7fsS2dTQgCB2ieUCeljy+3ZLHHtuHlLRoWc8F3x3HkbEf2LzfYTomhmkQBC7zwKNfyuAw3WeMw4hhqC4oaYiPBU+eLrDujuRVT6ukx6Yhw9p+GPEdA1cdwZNdRpYULC/mgHSovisYcN0O1JVAEk0nEI9rC8zTlA2Wa7F+smB/zIUdY+lYJkSBheM7zNYR27s9uqHR1iOeI7OBF59fYlqCTab7nOVKHpDT0Fak8xqd+mc/9hT1csALBRLKDjkP6uSSHVoOu5xhGKXr9i2WM5us7HBsnXE06BWHflSF8MT8aaoDBzX8abuBXqkou05gL+MEeyjGhwyKNALbZuV5FHlFW7VEvolp6By36cQEacoGRx0vZSja07QDw9BxNg+IZwGes6dqemxThFRnS4+ybKmaliD2yJOSIq2wPTWMVCeok4xf1zXmoYXnmFiOSVU0lHWPprj7bdcTRC4v1zHrcxk0BpbF5WJGfiV4qa5plF3Hu7cybL98ccaniyVt33OfZ4S2w/PvP+Grn73DcW3u85y274kduWax73L/sCc7lmy3Mnt5chkxP4un4rRPcsLQw9R01pcLsqQgV/fd/CxGM3RutgeMMw3fstmWBWe+r54hgU7qXorD+XdgFVPXWHku+0oG5bqmKa59g2Oa9M1A3rb044Ch6aw8ec1hZBI1gdD+dDRs3ZiKUNG2aqAa4Po2M8fldndg/yAEg8O+xLJNglggibYR2PA0ID2tMqsYh5Gy6uiHkcX5DF+xyizHJD+WGEqCPwwK4z8WUmwjDz90J11D0/Y4tklWfDjpm5rOVRTxg5VQT7O25V/c3/PFVzdYtsn3X17xJIzwLYu7LMP1HS4uF2w2wt/P04ogclnOQjZ7Oe0Nw0BVymD3/GzOMS8ncVLf9XJ/1y1x7GMZBseiJPJcOakYBgvPox8G7rKMMpNBadf2rNYx201CtAhoqmYqkqfCLqy19jesFf6q9QdR3E+MDMPQCBX+HMSeUKAMnfByTlu1VLV4VtRNj6lYKL3a7fNDKXjysxWuafJkOWMYoQt7LMfCjzyyY8H8LGY1D2VQV7fktylNI697GpoqCwhc38b1HeLI5+btRrD+0GXWKqaCY2E54Lg2r75/xa/+8j0AtiO0uiKXAXHbdCKwMHSlvtUwLJOrZ2vqpuXuPsPUNWaRzeXLc2zbnBgUnmVN0MY4jhSJFAfT1Dm/9CfxUBB72KHHkychsePwdncgXkVy1D3kaLpO3QwyoLb1Cdt3bYOuExGYaWiYhsY+bSfO9uZmT5bJfODkC9P34jmynotwqO0EiuoG8YMJ5wGR4lJ7pjnJz/WyEbVx1jCLHfa7nDCQDfTx3ZZawV2mIZ3L/e0Bw9S5fHlG++U9YeziuMKHjsaR/KsN2bFgvy9puoGo6ZktfNZnIeOYkRQdvisqU8vUMW1TzWIG1nMmsVi8FMgvTwqeXa85831++uaG999ueP7ZBek+51/+5Te0Tcf5sxXPz5a8mM0p2pZuGIhtB1PX+Wy5xPqJTpIWxI7DQ57zWBQ0datev+RxkysYa6StpbPru4HLpyt8y+LxkNJ5MgxtFax43KQYpk6yTZmtI7KmIbQddDTqrqcdemzDpGo7unGQ5sNSDJBxnKAGXdNI6ppuGHhzPPByvmBflQBkTcPMcfEsGcbWfcdR11l7nvi/jOAY+mRBMKBofwqeiZchz+IZaS0byIm+en4pmHSyzejanvWTBbquE85N2qadxGa6oVM3Yn0ReOZU/KNFwOO7HaurOZomDLm2agnnweRpFC0Eo7672zOOEERCh6zqDss0cGx5hua2y66qKNqOnz0+cP9wwPVtTNvkX/zsG76aB/ixx+7uwN1twu4xYXU+4/EhZ7lwMQyD5/GMrK45X8Y87BKygzRtt7c7efYV42wcR+4fEqHOGgZpXbMIfLpBMPc2EOZRdhAa5ZuvH3n1+SV12fD6qzt0pdIPZv7E3uqaDssxKbOSoR9/Y3P8q9YfRHEH6dxDX1gIpmVMRzTHs2GUDxL6pkAtTUdVd5OacL+XG3RQPimGaWC5HnXfMQwD+bHg7MmSF0/OMHW5Ieu+58nzM5GrJyV9P2A7Fk8/ucA1TQ5ZQVu11GXDn756wZ9dPyVtGn613RAthemgK7Ml3ZBOyflbFlXVqPc/UuUVVdFw//qRspILMSLFa3Ee41uWYOJq2Of4DrZtEtsOedtIcTct/NjjuEkB2N4diAILVzFJxlF+f9t0zGyTzS6hmQXTMXdUCtoibzAMjVhZBHiuySGpcWwdz7FEF1ALDq1rYNsGpqGTZzWGrrGMbXZJ88H4S4NOnXhsS6dpB2xTIw7liOsYBkEQ8HZ34P2bLetzYRoUZUvgmRyOitKVN/Q3e9lolLK27wbSXERpTd0KYySW4bplmzze7Hn62aV03bVoDa6fxJN6cRhGrp9ZzI8Fumlg2SbxKpwYCbv7gxTqy5hwHkxKwNUqZp8X+JaF7cqMYfN+hxe5uIHDT378klfzhYh2lNrzu7CHrRt8uljy6MhJxLcstmku3kCPYvUwIqefOLCkEIxiPJUcc4bYx7QMnkYx79KEyHM5DiVe5FKmMszLDgXzOJBC3dT84ou3nD9dipFWNxAoplnbf8CPQYrztigouxZT1/neaoWp6WxH4cCXRc2L2ZzYcXh9ODBzXfpRaH+Wrk9wWWBZ7KoSUxPTu9hxMDSdTZZxrCt2mcxCXN/GsExc31ZCMmPSQNi2yV6pSTVllOf6QkzojwWzdaQaJ5O+H3jyyTm+Y7M/ZFiuxcUsZpNluIFYBziKFSR8cIGBulZmaOvrJUVZo0cxdd/zNkm5SRNef33Hk5fnFHnF1XJO13RE84Cm6SYfpbISPYVjy/Dz+YtzQtvm0+WK10fRXLi+TX4sqMuWvu9pamGxOJ49bVyHrEDXdequ49uv7iiLGj9wiJchddkwW8ecnUc0VTNtWlVeU1cijMqTUlTSTYdnu1iORVO1H7r637L+IIr7oDrlQ9ay6npyxbt2PKEyij+Kjhc6OK5Nrc6KJ+fEYRhxbAPDMslT4Z6P48jMdeWYVosHzL4q0TWNheti6Qb7qiBahHzy/BJN03h7t2Fzt8dxpZusi5rqKJ3OX9zd8vWXNyRJJT42oU1RtGoYpZFezUm2KdEiJN1nBDOfs8sFL17N0DSNTV6wzXMOjwmWYxGFngymdJ0XLxZyscqG9JDjn1l4ljVhpqYaouRJiWkaBDMxHRuHkcMmIU8rHNukOxMM9/bthiD2OGxSZaPgYlgdQ9dTlGIfcHK/bNqBJO8IXGHfDMMop6LTCcnUaeoezzVwFAxlKprkOI6sz0IO+2I6SemGTplWPBg6lmXSlA1V3fN4n7Jah8zPZ7z+8mHqmscRqlq6/6aV9wPQ9h9sIyzbxI887l4/cv3pJY5n880vb6jqnqcv1/ztixX3WYZtmjze7Snzmh/94DnD05G66/AtG1NVpy++ueH+NuGHf/qcTxcLfnn/yJP1gvtDgmWItiCpa5ahL5RVQ2d+FvOjs3PytmVflTiGsGTqVjYWXYO67ye8e+667MqKu43QNrfbQqiAto7raLiuhWmbZIkc4+NlSFt3HLYphqHzzkykm7VtdF1jd5+w3+WUdc+P/vgp/Tjy9X7HwvUIv/+U2Hb4i198w/ws5swPyJoG3zJ5KAti28Y1TExNYx34FI1g5G0/kPUNddcxcxwsBRXUXYdrmRN1slGfS+iUAvHMHZd2GKQBUf9tdlJ3DgOHx1RO3rpG7Lq0lkWSlRN1NNln9H3PfBlz93ojZAA1JF2sIz57eoGh67w7HhWDzMIyDK7Pliw9F8cwCSyLmyzFUjTNbhD65tNXFxx2KZu7A6ahq1lFTNE2+JbN6+OBu9eP5FlNkUtteVOLvUM/KAsDTSPwTI65oAW2peMG7vQ7s6bh7u2GcOZPjZWmgRe4FGmJH3loGoRq5ta1PY/vHpivYy5frPnZX7zBNFq2twdM2yTZpViOJX5GgUu8jHB9Bz/yKPNKNQDip1MXNWfrGYXXUubV76yrfxDFXUPUcLoOeVoqYynpRMZRcUBtc+KRnmS7YeCzuphzdt2xf0gmhZgbOCw94U1Hi5D5mXTWD3nOcZ+x644Mw8D3XoqPRN333N3vZVBhmzK5z2tFYRo5VhW/+vkbCtV9d91AEPvoRjVhfoahU9U9r85nXF4u2O5TNvcHfvWXbzB0eU+zVUS0DJmHPnPXpWharNDgahbx9fsH6rLluMswbZOzeYSp6dR9R5bIgPcEGYHYwVqGwfZ2z2wRTKZnru+wvz+i6T5927NJKjzHIJz5zJ8u2d0fJ3vVRvHZo0AsHOpW2CW2rYs9QDtgdALBVI0Mgh3bwHOFvaNpGt0mx7Z0qn4kCkzh+Oqi3oxth9cPN/SDDEMX5zHnUcjD2y3A5DjZtGLm1rYDpqljmxquLRv0fpdz/XzF5v2OthvZ3OyYrSM0Dc58hzD2ydt26t5Ox1dN03jcJ1iOiWd+YH3ouo5j6zyLBbZ7sVrwmOe0dctlGFK0LdtDysVyxn/nv/ZjbEPogd044JgGVdvhKDbDL2/v2d7u+dt/8pmcwtqWrGl4TDPSfcbuMQNgfRaw3xXYls5sJWwdTRcoK1oEJLuM+TqevJPKvJq4030n92QcuwyHEs+1iWyHTZaxzXPWYcjb5ChD/U2KcX7GdRzTDgP7ssIxTFxDhuA6Gl8f9swch34YaYaepefhmhZ13/PVfkc7iJOhb0khzrt2GqwOozBvQsviXZYKLNSLKrUdBkLbZh2LCtVWyu59VnDcpDienFJOjqu6rnP/ZovtWEp9Kp/z2dMzhnHkm9tHkm2KF7hiEGea07XQNFHpaprGm+MB2zDEIlrXub/bc/Nuz7OXK374/Ak/++Y9RVbxzY0U8PSQiyLe0Ni834ka2TJYnM/IDjm2axEtBJ45/OIOy9RYXsywXZuHPBdTwrImWgSTNfdMwZ/7h4TFecxiGVF3Heku5+7mQBTa1K0otg1Tn/Qkq3Uw2a6c7Id394fp+W7rjr7viZeh8pgZ+JNXT8mahl/+5WsKxbj7besPorhbtoHvif2AF7jCnFDCjhO9yXbMiV6oaRp+6GKYOnXdcjmLJhFE7LokVcXbu43cVL54frzP70myhsVCjInGYaTspKP3TOlu66qdOggQubftWTwWMog0dA3Pt3n6yQWOYXBIi8k3QtM1iqrjH/8nXwq8NBc1Z1C5fO+za/7ZP/v1RN8bRxEG6ZqG55pEy5DVOmbpecwcl20pxdzUdZKmpu9kMl9UHce0pajEWiBeRWjqSGtaJrffPLC6WnDxfM1xm2I5JqFypHt8SPFjD9e3OW5Sjqkc6XRdo+0aGmW1ahhicVCprr1ThmvDAHFgUVTSZZ+6+LodFF1TbvTTRL/ven7x7VvBzM9DXN/mej4TfvxZTH1zIMlbhhEsQ6iw50t3YkzNZjI0P4lXxOd/ZL8v6ZqOV98XJ8Z+GAgsi1rdG+uLOeuLObtSvuuqaHhUrJ7skPN4d2SxCqm6ltgR3Pqwz8iOBT99e8PVcs71VUw79OyrkjNfBpM6mrLGtWmGHluX4f2nf/I9YsfhXZqQNQ3HXcr27khWdNi2zFiGfmQ28/DUoM0LXeqiFk+dQWT2wnseZf7wdkvddFw8W1MPI27gTPjqeRAQ287UyJz5PkvPpY5nDIioyDJ07jKxNKi6jpltS3FmZOV51F3PwvPoBvF9GUbp4Mu65elihm/Z0ylkYKToOkLLmrzFDV2+h1GJo8q2pUwr+lgGnZZjcdwk+LFHkZRivBc4kw1zq2YQp+X4Dm0lEvzNIcUPXNJ9xvwsxjANfMvCM03W/ne495pGYFnCXBkGHOUEa5g6n3z/kr/z8jl/8e49eSJK4s3tQT7POOIoht2JS69pGkUqRnfpUQbyu/sjoSeDYOe0cSpqpes5XF0tcQyTm+1+OmFef3aBpmm8f/MozpSuhWvrQslWLpfJLiMKLLZHUaTOzyJmkc8hySnzijyrCUKH/SZTdGthE+ZpRVX3tJXAlEXVUzX/FSjuhmHw6ofX9N1AkZYTG2Qcxt94uE+8dtMyWK3Er+HEYshyGRymVk5dNeILrWvkSaG6cRur7kiSahIO9cq+tO47XFt48+k+F/ZONwA2ceyTlbUIY7oBqxF8slasD+lSBCeOA4uHXUWad0BJobxm6q5jfRbxzbd7fNcQLLnrmIUWddPRPRwB2GkJeVIqxa4hYiTPZXZ1JiwIy2AYDqR5S9vK0f2Tz67YHjKqpKBrxcBpfhaLfUJe0/cjtboJHt5uef79J+wfEup2wDaFjeBYasCqmDCm8eFY6toGhqFxfhGxuJixvz8qrw9jomhZroXvOSwUT/fEhb7+oxmOIcNhR1nHjiMMz6WNbpuOu9uEcURMwvyerBBM3lWnJ9MSgdb6aiF0xdPmqDzDu5MSUNOZuy5QMHOELbSxcm5vd/ihi6XrZMicYH4W82q+wDUNtmXF04sVXKx4EkUcq4rXB+Fqv5gvpDgreMwyDJK6FpqlpTNzHG6ylJssZXt/4LjNxFLB0mmUtfTlecDyci5BCwiDaegHWmWh8f7bDbaloxvaZFkczHxWgYNjGHSmQVM1Aq85spllTUM3DoSWjal8fHzLYmDkV5sNvmXxzWHP0yim7rqJBRNaNpdhJJBSJwK6uRtzqCo8q+csCLAUE6bmg+lY2w/Uutgra2jomvjTJHXDLitwHYtEnZa6ticOPViJZ/kpfKfIhMboRyK1L9KKaO7jhS5D12N7Fuk+R9d1DtsU13O4Xs0xdZ1IbcIPeUbetjyJIrn248BaCX3e74+SHVA04gqpaxMD57gvxObCs/ECh2Qn7JQsbxi6nmDms31I2R1r2n7k6oWJYehcvVoTeA5HdXLWdXEBTbYZD48Hnl2uuVrO2Vcli7OYM99nV5Z4gcP27siTT86ZrSLqqiGIPJJ9Tlm2nF3NabsDZd1hHsV2IdlltHXH8+9dkh1ysrSenlvXGzi7mnP7bs/27kDV9BIwZP7uIL0/iOIO8Cye0Y0DXxW1pJ2YBpoy0wlnPrpp4AUOgW2zT3Ie7g8Mw0DfDRiKoRGvIhJFs5utI1xfFJRhIEXH9Y9TcIJltqRFxTKSGzpr6smUrO+lA62rhtU8JG0lfcW1peget6J8MwwdS/mkZ4cc2zH5oz9+wsO7HXU74Ho2aVrzzZe3MApsMSjjsnE8zQ0Ey3xyuSSta+7fH8QMS9HG7seRsmwJY5enL875o0+e8uX9o9wMVUtSVIy9fA/7tFHBHIUYMJkGRdmIf4UnqrYyq3j+/Sc8RxSMWSknA8ezcZU0vR9l85GhlIbv2gSWTdm1cDGjKhryY0Hf9Vxer6i7jiQpuHkj8ujzpyvuvn2QwZLvTMyJqmhwXIvl5ZyXT2U49c3Zju3dHt8zKKue0LcIfcEf108WLKOAueOSBQ1f/fqBViVplX/xNW07sFr5XDxfM3PdyW8cZNN/3ByVerCm6AeiRUC0CPivP39OZFv0gwx+L4JAJU6N3OcZS88nacT8ytT03+CLA+yrkrsspVUnlcf3O/b7YvK+r5qW0Le4fr7E8Z3JbbRISxbnMw6PCb5idJS5MCEc12bfiSWGaRliIDWO2LZJU8tAEsS2d3tIGbqB8FrmAA95xlph7YFtU3c9c8fFMQ2+uzzTwNJd+nEAHIpWPNarriW2HVxL7BI2ubB9QE4swziSNA1z25lMxVzDpNA75oE3eeI4hoEVyMYqimvBhJuqIUkGrlTwja4ojn0/YLtqAK+CLE5+TauzGfdJxtPFDFv/wBz7+eMDVdthO7K597rM1rrZyCbLWF3NaaqW//iXX9G1HW0r8KJt6diOKXYgtjl5sINg4l0/YFk6ti1D3vlZjGHoFJX4RA2DXNvd3WESMmVNzcr3ye5y3MCltgWeena5ZrmKOR5zDpsUyzLQFwZB5NHWQtKYLQIeH1LyrKYq6smGev9wJD2WdP0gp2jjJIIyOLuIaeqWIDZ4//74G6aBf9X6gyjuIyOPRY5nWtiezWwd4Uce6zDkIUkn+9nt7YFbZeVZ1qJ4XFzOOTwcRcjUfzDxd03BpDO9mfw03MDh+fO5xLAhEVnDONKPA1XTku5zMcuPrSnKb3vIhK/umASuGAItL0RhWSmq4ziMdN1AmbeE8x4vdCCrFZVShDq7bS7dgxr8ZmklZmFVR92OtH3P/uGojo26qOvqFsuxqOqe6jHHdvZ8m9zgxx7LizlnUUjdd9hRyCdPzqaush9H1uezqbs1dI2saWiHgbKoSXaZwDrLkOyQK89pGfrVRU2aNx8EZbpG6JvUjcAvrbIvAOHDv79NJ258N3yIh6vqnrRo6R8LAs/ENDRmCxkw3X77yDdlQxC5nD9d8Xf/6DO+3m7Z3R9p65aiaHn5/StercRW1TZ0wMZXnvphIK6Cp5Sdh3db7vpxgireOuYkkDodp8u8Jox9frBaU3Yd27LA0g0OdUVo2+iIGjB2HLZlSdf2lJ0oOCeRUNeRNTXffnuP69scHhPKqpuETqZtcjxWhL4IywzLUAIuG9+yKPWKvuuxHYtoGeBZFu/ePFJmFU3d4jrmNCQTAZmvrotKuHIskqLiYjlDR8PS5SRRtO102ng6E57+eRBQdh2uaX1HiCQ03GEU9otrmPSjQBqHqqJoW2zdIHacaZOED7403ThiI7g7jJPnjKELt9syDDYHSSPb3R1p1LN6cTXDOIoNwaiYbycPfd0Qi9+6FkJBpwRDseOw8DwCyyKp6wmG8ZSp2YmOaaiT/Znvs8mk+w1Dj+M+Y7/JaJQF9mwl9sZVLuE13ThimzpZ0eL4DvO5R9T2+LHH0A1TKEpdCER8/nRFfiwEk/dcbN0gLSte5zsOjylxP7K3DJqq5e0+E/aUZ/P8+1fcfv3A9mbP2dOlMiEs8ANHIGKgLhq80J3Sp9Ki+yDmawe6fpiS3yzbxLAMXjpC6X33O+rqH0RxZ5RusexaZoFM2ZNdxvbugKFUYUUhakLLMogjh7NzmxcvLhhGCWy4f7MhyxvmC5+z6yV1/yFnMKkqPEvMn9qmmwICTtPsXVawudlhmDK1f3i7FRxdk4FXpU4TSVLhOSZf/vw9T54t8WNvevhA2BDJNpXuwJQJu+1YNFUjmF4nIg13BMvUVWyfDCzLtqUuW2Zz8VJpFaUqTcX0yrF0bt4dhEWyK9Hf7LFNwb0D12CxCinScnovuq4EIK6FH7q8f7ObdvrTZ7t/u51sG3Rd2aqqY/SoPOvFnAzSvJVhp6VjGTqWpU96g7ToGEZRglqGTl3Ukmura8xCOSJLgIlkyBZphauk57/4F2/YXR54+uyMFz94ya/vHjDU5jOO4xT4kLctrmOQFS3z85moAYdhcmo8pjmmoQsTaRlSqVQs17dZrGL+/o8u0TWN18cD/8k//QLft/izP/2cpfvBNvVEkV15HoulJ4P07WaCJ+6O4vzXtR3HjRyb50vxqbddi2SXcXE1o2uV7a1yBey7gYya/UMCiqKa7LLJ60jXxdnwZOM8DAOf/egZZ0HAna5P+Dcor6LtkfOlOC7qGiTbjPOLOU/jGMcwyduWrG3QkcLX9P1kBHbKUDV1yWQ1NJHYe5ZF1io1tqbRDD1JUxMo6OeUIyx5rALNdMNA3XUCV20znAv5Hvb3R6HpaRrf+/E1Td3y5ZfiEtm1PY7vcL1e8Ob2kSqv2d0dsFxL4uRci2eXa9p+YOF6FG3LVw8bdEPnxWqBockcSoboxhR+4pk6jm0x8z2qrhPvJyVerJpehpmGLurYuqVqBmYzFy8UKf/Vq/MpqlHTNUxdLMP7rmdxPhMjwUWIpeuc+QG/fniU5CjPoe2EMmm5ljrBWxNpYeiFhlsVEpxj2iZ1UhNEGvN1TLrPRb+SVhRpRZI10+ntJO4cR2jrbmrATlqN02nut60/iOLeNR1f/PSN+LQEDl3TieRX11icz7AcC00vp4HUidsNYOsGy6s5N99uJHdVQQ912XB2KWb5VdFgxzKQzdOK46HENnUc06TqOtK9mPebStik6+KueHKxS5JKuUYOGKFBbImwJNmKN4RpGcTLgKZqZRM4lCIF34sxlGkJW+VkdWuY0ukAuE1Hlond7PwskgKAXFRLTdZPjo19L86G/cjExY18kyAUX45w7gsXXHGEq7ymUwKi1TqcbFnrqhFTNTVHkFcaCHRLuSVqvHg+583bA3U7TAKzZWxP4cLnz9a8/tUt/TASB/L3qmbAcCXSb0wrXFscGoOFSxCrVK1S0mdk8GZC3vD6zYHXbw68fLngh59c419fUSief9v3BJbDyvf4e3/2Y/7jf/6FoqvB/ZstSS5F37EkLMTxbLa3By6er3jx5IyrMOQmTfmX93d4lkXZtrz4/JLPztYANEMvsnO1nkYxX+13OKbJ64cd2SHHssV3O0nEzdKxdearkPmZdOtVXkvwiG2K26Fy5yxT0V+c4gdd357cAU/DRdMycHyH9FjguiK2s11L0pLU/ybtxCDCp3EYpwxWxzSxXIvLMMIxxP/FUbOBdpDs07KXZ6nuB9JGBumOYeCbprLtlWGtpctQ8uv9bsov/bPrpxOHvx1OlgZCXx6QdKad4vL7scfDm82UazqO4O0yRS00xK10HYnvTJqRHgqevDpnNgvIS4FFZ5FP5DjYhhAOfMviT54+AaAdekLLlhN50/yGgdlDnpNlJVro8ebLW5JU5k2n8IuTm+zYd0ooJ2iAH7jCp+8GDJUjoGka16s5bx/3yrdf5jlJXXNIC/aHDE2X4hwG7sRtzw45jmsTzn3l0y66kBPj6f71BtuzxMPqWMmzqGZfSd5O0F8UWKdceSyk0TqmMnxtKrn+fdd/CBX/LesPorhrujZhqVYtSkxbDdIMQ47Ubd3ieJZ0OsrS99YysF2bIPS4fnX2GwpKx3d4uN1JruOxoG8FQ+57OY6FM18GR2XD3c2R5Uq445Zt0oQNmqETRh5lUTNfiHS6U86DeSLF29A17m6OQieMHGzHIktrFV77gaPteCLk2D0IhJHnDbby1jitru2JIn8SK4WxJ8IK22W3K1jMxRWzqCQH1rAN2nbACQzWT0RSne4z5ssI2zC4f9hzeBRFY5EKY+HwKMPLoevJy5b1ecTycs7u7oAfic1C3Q58/sNLXl2s6fuBzWNG08lDcshabFOGrTdfS66pZcohPQ4s8qqjbkQW3vUjRdUR+eLOGUQ2mTrWntwch15sjUPfxHdN3r09sHvMePWDK/746oqklg4taxoWnjgg+pHHF798IM8kMPz6eobtCl4bxj7XUYz9SuexKHhz+8jr8ZHPn19Sdi062sQIcQyDWnnMP5YlK99Tpx4dyzB4nyTK00dn+5Ci68gAywQ/ctX8wJ5iGE9ePI7vkCcFQeTR973K2hQe9PFYEXgmhmXyvU+kYH395g7Xt9k8Zhh6x9PrteKpW9iGPJ6zQDpYTYPDJuXyxZq+69mWhRTp0BUvkrblP/vqLbZn8UdPr+iGkYc8I7Ck49U1YUSJwEnYYsB0wj3lpA79MGV1dlOnL7MHSeTSaPqeth848wM2h5RWDfObVjQRfuBwdr0UGm1e8erzCzbv94SRR1u1PLzdTPf/CFMg9MLzsA1dUS8FMh0QGqehSUTgKbTmxAByTIPIjjB0jZ/+7Ft2+0qCv3UNSwNb5TgsL+dT+LTQqkeyY0G8CGQjChzyY8GrJ2csXA/rUqivmiYeOs/iGftEtCpd23P2dEmalROd07AkG1g3ZHh7eEzE89/QqfJaBt+hi2kaZMeCqhnoFMzZKuuSE8vu9vVmsvqwLGnybt/tefpyTVt3QjDR/yswUNV0DdvSp1CGru0m+98TPXF+FkvyjwqRzpOSIqtUionQAU+UQUMdvcZBItmatp9UrnUzUNQ9pllRFcJPf/X5BUVaygAlKSe4JVcNnWkZ4o2iAgQMQ6cfBPaZzVw224L0LmMRK4c9Q2ccBw6HEsc2GPcFq/OIl9+/ItmmQrlKKo5ZTqU65e3tnl7Zh/ZtT1U0k3qy6YReFs59jMcU17cnZkKeFDy82xIvAh7uEuJlBA7MlhGmbdKULVlagiqMhqmLt0olwQeOZ7O4mGE7FsetbD5P1wuxd7UMfNekThvlKCjdTqEcNENfsiqPx5L53GW+FKpakZYYOhMkYztym9VlM8070mMlYdu9RKBtDnLzZ2XHT//5W3b3R/7mD19xEQT8arflze1GBqNpxTyyCAKbF5+JTuH5bMbMkaH5f/rtax7ebHjcC3b96Wdia/v4eOTyYkFTt9wcE8Izda00A88S6X7ZtRzrmofbHUMvytG2ajl/MqdrpRAmu3xSUOepYPOMwsAZh5E8FbHO9uHI2dWcumzJs5pPfvSEqrilqDq0qqNoRWofLUJuvr7HMnXOrpdCXyxqRk/mMLZh4JpC9zNtk88+vwbgcXOcIudOUY/7uuLt6x2GIa6kP7i6mPzaR2Vr2w8jSV3TK7aNpQakbS9d4F2e0dQtfuwxC7ypmOqjZKeWvQzZ866dBtiGKZ7+VSGDQhDooGt7QkVrdHwHP3L59pfvsV0LTZfO/vCYTBYCl2FIoOw2gEkd+91V9+In71vWRIU9zQQKlVl68lu3DA3f/QCNNaqWGKZOnojYyFanqrqoeXWxQotEX3KsK5p+oBuHyXv/tBnOVhHJPic7FKrptNF0C9s02N0dGIaR5cWMeBly/36P68hGEs19qkKeJdu12R4zQt9UEKjOfO7J9Qxdul6cWQ3jpICWk/uJahxaPmX+e4zZ0zTtWyAFeqAbx/Fva5q2BP4PwEvgW+B/NI7KFPm3rHEYefLyjLoQEYen0tMb5Kh7drng/esHEQ4YOk3VMj+L0U/eJ6rog0yVu1bYNnlSKvMgOdoMoxiTzRc+6ycLbNMkTQviyGcRB9R9z2EjsEiZC4ukqTuhorkSvRfEHsuLGY/vd4yjHLWf+jaHbaai/oSbally2E/ylkVkc3a5IM+rKVmmyGtMZWbmuzIk2d8LJdJSsvTjppqseIu0FG50LyeI1dUcP5YjfJGW5GmJZeqUWalCt4Xi1SlHRj90MW1Thndlw2IViLVv2zOPA/aHDNM0ePbUpx0Gvvn2jmDmEy1C2i9uKeueTukOHEun6Ua8fiBeeZMFQ1M15HnDbOFPtqRF0bLbZDz79FxOS2WDaZv4gY1lKgfNTCiXumOQZC26Du9vEg67v+TZp+f82asX/JNM+Mdt1bK6nPHscs2Pz86o+37imL9+3EmikrJj/qM/fcYqCKi7jk+fnuMYJssrD8uQZKFfvbljuY4pq0Y81auGKq/FlEwNlNt+xPaE0eEFLvEymHy0h37EsjX5O1k1nRwNQycyDdJ9zjGp8V2Dzc2eJ5+cS67s6w3bbcLZejZRPcttzuuvHinSisunKzb3B5bnMwxNo+paiqrhYjkTGqamc32+5EZXOQGK7/16v+fZiyW37/e8+/qB7JDz+SdPaHtRpJ7w9KXnkdQ1dd9T9z2mruEYQlW9CiMMTaMfR1xTPNwHTcPQZGPPmgZTk5+vtI52UBGZisc+KtaRrutTItkpKjJaBJP9b9/19H2Po9LVskOONZvjGOZ0WjD0D3DZaXA71106VdBHdeJwTZO6Fwhqfb2kfb1RhngGtsLyvUCMCG/fPGI7FkEswqG33wh7Lgjsif+/L0sOdSVBIqFPWtdYusHr/Z4qr9Ugf2B+tqApG5K9+MNs3u9IM2GnaVpCW7fKd6nHsgyB5NKS+VqsOPbKfbZuelYzuaf6TozRRkWMaOoB3zWIQxvLtWRTCl26Vp7r37X+bXTuf38cx813/v0fAv/PcRz/PU3T/qH69//V73oB2xG4pbfEm6FtOtZPFioV3MJSGHiRVZimQZEKvuxHAqMUSYnjS4TcKcBWwph9TKsmy5spzahuJfs0Pxa0rj1Rosquk44ldLl9t2cYRi6fzJmF7qRCHcdx8ouIlyG2a6Mb2uR2N45iTTBbCPZ9f3vAMnTKuufNl7fMVhFeJBtXGHu0uwLflR1ZfK01EVopjN5xbZJsrzx0bLbbAtvWJcBaeU3XZcP725Qf//E1YexzeEywVcA0IP4eniPzgLafBE8nZt/QD/KQq6SkH332dPKsiUIZNj779Fw81V2b27c72m4QamMjbJS2U+pVldjUtT1e4HDcF+SVQBZRKNfq8JjQ1B3zdcQ4jGzvJCZwfR5hGAb1t1u6XtSqjaHxq5/fAvC3XjwTm1bltHiTpvy/fv0VD2+3Ep346SWmZVLmCevrBcGsYhH4lJ3I7V/N53TDyF2WikfJiW3wzb2a4Wh0tXqvM492K8K1ODAn+wvX+/AAmpbJbieQnNxnEo0WLEMJWzd0NF2nqDrqdiArOuqiYRgk/ev27U742KrrXZ9pMsizxEKh7wbqusVXXjHjKB33+y/vWF8vuZjHXJ8teXP7SGTbtMPA4/sdF8/X6IYmzKOmI6lrXim+vq5pLByHsu9FtNR1UxfvWxaOgoGexjG3Wcb9McGzJErwNNyOHYe6F+O8xyIXyMz1OJKKA+IyZHO7n2YKliMZorZrTf7vYST3lXiXG1RdR9N0vE8TLF3nPAhliIv4MCWNFFdd09iXEkhyGYboo2gP+nGkHwbmjssPry9FeQo4tqiih24gSwqeX64o1zH3bzaKnWKrQizGfI+pzAd2ZcH+/khdtWRBrhpOh7psCec++we5h6X5E4+Xh00+2Wl4jqHU5OMUAG8h8yZdF5VsEHm4jjHNBRzflvCObiDd5cxmHn3bkWQCjx3ThkAJCs1FgO1JXN/vWr8PWObfAf6e+uf/LfAf8q8o7hoqZMMyCFXaTdf2UxF2nq3xI4+bbx+xLYOm7dkrN72T7L5ISpXqMk6ubOMwsrycoz0kFHlNoWhr+6PE30WLkHnkkzcNpmEwCzy2Tcds7rHdiBgqWgRyGlDBtRfnc8qu47hJ1RAzwPFsLp6tWSkbYss22T8cxWXRU1a66j0N6p/rosE0NKLIw3Et6rLhcVdiGWI61Kj8zPOLaErqOX1XWdHx5S/ueP5qxc1tgqm8pm3XYnO7J91kvPjsfBouS4ckx+Y8KQnn/nRjzCOfu7u9dFpNL5+tqnB9mzQrWcQB54uYOhJmUbLPlRZA3Psc38EZxehI0zQ8B0alEzi7nHGGnEQsw+B+u+PhPiUObcqsUpuMxnzhS2GvGp48mZEccupm4JPvi6Dj6y/uyI8F/62ffI5rmfynr9+Q7jOur9dsTdn8DO1Ezxx59/Uj8dxjm+bcv37k/PmaX2+3wmLJ62mucUwb2n5gPXcZhmGyudA04RebtoYfCUWtLhuqslb00YLjvphw0tPGH9uROFaqTFbTMogCi74Xi+hw7pMdCl58coZu6sShp2wCmkmCf3Ir1XWdMqtYRQFJXU9aAU3/YK9wEQSY1xJC0Y3DpD8AsF2bz753zcrz6VQIhaFpWMqZ1NQ86r4XMVIjx/uqE6+kwPKJHYem7ykaNSxsas4C4dIXGkSKqpg1DUlTY7sWaCIcsh1LhaQLS6Vve8qyJSs7lrHD6mouniy1MMRsFWNoqCzibx0L17e5vFoS2jZZ09CPI3kuRIkg9rgIAnok1EfeX0NgWbRDz/JihhtU0wnC8i2qopZQ60EovXWTc2abLFcSOB2vQp7OZhyqD34tmqaxe0wxDY3Hh0z5LLVUZYOha3z763vmcwnaMfIO1zYIYm+qAULgKKdgjUrBKGfXSxm4Knrxs6cz+q5ntyuIAptiHFmcx5O4aRxGtoomraNNOpx/1fo3Le4j8H/XNG0E/tfjOP4j4GIcx1v1oN1qmnb+V/1FTdP+AfAPAJy1uLidBixbZfXq+KImy/OKtm5ZrCNma5kY64au1Hweu9sDfuQyjwMe7g9iw1kJ4yZQyS5h7BKpzmG/k4fz4umKtFRh0NrANi3Z3h5YXc0xDEMdM8Fy5KbwY4/HzZGbtzvxBZl5aKojaluhKhVZhW5oeIE75V42VcP6eskyEoggCAO5yVRHCBDE/uTV3NQtVV6zvJhhmPpk9mWaUsDqVqwBxmFEQ1wZ26ol3WUq1WmYMPlTPmOyz5ktQ45KnRctQhxH/FAKxS46Zi2//MUb8daIPBnEDgOOIZqBuutwPMEozwOHoR+Il+EEZaV5QxTYtG1POLfU0dFQwjLBq4dhJC9buY51i+1Z7LY5vltPHPqs6HAdg9df3osCue558/bAzcuUTZZTKHO4Qhl3jSN88+sb9ocKTYOX37sQ98j3O/zYY/9wpClbGuXVn2QttsrYTHaZmD6FLk3Z4KoO6oSzV3lNo0shsl178sW5uJ5T5jXbTU66zz/kfCrq2qlAr8+j6YSl6zrXn12QHwss5ecyDAMXT1dkiYQrF4kwbAzTIF6G7DKZqZwEXf3TlWSHakw89mEcpwGi5AsX/PhHLwltG8cw5B7+DnYtLBQx34psm0XvUrQdeduQKpaNY5iESrj2YjbnQvnDd+MwsYtsXayLs1T89IOZuJe2reTyatoHSu355Qz3WLB6suB6Nef2kFCXYhdwovSVuUBbQ9ezuU9I9/lk/e34Du+/eSQIbNJdRtt0XC3nVF3L9pCJJcX1GcMIr56c8fp+S3rIeXy3neCyn3/9novLBe+0RwxDE1jTsbh7/TjN69JdNimwfeVqadkmXlapjQQ838HxLGI1QD9uUuJQTiZN2aiQmYHRkM9StwOhY3FIhEXkha5S8tr4bs9+l6v0NqlPpm1OCERbt9zeJBMtWTPlpFgk5fQzv239mxb3/+Y4jjeqgP8/NE375b/uX1QbwT8CiD5ZjSdqT9d0zM9itnd7qqJh9WSBpmuiACtq+bN5iKGm93NPjnjpPgdVvGfrCG2fY9Ut159eUuUV6aHA8UwW5zPqoiErWvKs5GwRs0tzin3JOIz4kUuZib2q5Zg8vNtOatTb1xsOyuvcMHQss+YmfZiscE1Tx3dFNHR/n2GZOq9+uJT4raql8jrx82glkqwuGzWMkbi8IJbNokgb0rzD2oujZVZ2pEWHbeqYjqKAmjq2Z2GZIng67jJlqNaTJpLiY7sWDzcH4rkntquqK90+pDzep4S+2Ak/bHKhhlpCUezaHte26NyeY1LQBIJnHo8i8rJsCUbZ3R345ld3UtC7Ad812SW1DLJUpmVTtxyPFUlSSdG25f3rpkGbisslSF5sHDnMz2c8/vQGXdOYx+JfEgeWYiw0fPvFLW03MFef6flnV1S1nPB0Q+iQpmWQ7iWhZ78vqVvxwlnMXfK8wXMMViuf6+s1wcwn3WVTYzH0A53qIquiUcELYhSXpyVdP7I6jyWXVvHpk0NBEHsS0q5Ok2HsU2SC2/Ztz/5QsUJiF6u8xgs95aCYEC1CcfhUjoTnlwtGhKkyjiNn10terGTInShDvZOyNG0aPl0seZcmzM9iBqX6XPkS+nGi15247t9d/SjJV75pSvbBMNBboxilDRJPt6/KiQJZdS2+ZfNQ5vzQO6NoxJ9n1yaTfcLJ7ncYZfZx0nHUVcP1Z5fs7g88KogmWkiTUyjVahj7RPMA27Up0pKqqKmrlqZq6R9Tzq/mWK4lxIe05E39iBd60yl04clnzpqGMPbl77U9nfLNqeqE5fmMKFZQkWNx880DVdngjXDztSigXUdmYOsnC+qiZnt3mIzQxnEkTyrCmSfMqGOBbmjMVhF5UkzCOs2EupTBdNfljP3APLbJipY3X9zgqDmOGzjopfhFnayzx7Hl/s1WmIK1REsahs7qyYJR1bz7N1v++Ecv+Me/o8b+GxX3cRxv1P8/aJr27wN/F7jXNO1Kde1XwMO/xutM8t6+Hybs++QHXeWSCG57NrffPIjBlWlMlKb9/ZGybNnvChZL6YCfvJLh1WlHbqqGpmrYPqSqC9bJjyVx5OOqAIiTy9t3u6eTFBylutRUYpNpSDLK2dMVP/TdaZJ+9/qR7baQiwQk+wzDEuvY/TZhtoxEPbcVpkxYd4Qzn7brRbygy++cx9oHK1FHnPCiyMH1bbLywDiObG8Eklisw6ljtF0L/xSKoEknabkWddFM3iwgPPntoWJzkDlBWctMIitaLLcVjq1j4qhh181X92RFS1nL8CdS9LG+l9eRuDq5niducV21lEUjg1MFTbi2YMylwvABnn96zusvH2Ru0Q8sYhvbMsjLDs8x+OyPnorQxTCo6p44lNNDkVZYuo7tu+wfjoQzKcC7+yNdP5IWHaaucb50RVhmGYTzgMNjQl023NxsOSiIpv2O46a8dskxEf6669tsj4UY23kiVJmtIwwMnn1+RX6UDAGAru1wFaXudBRv2oHQN1VMWwuaNrGzTi6JJ8Hej3/8kqxtqJsWS22kF0HA1/cbkel7Nt8/X9OovIO5q1O0DZt9KjYSvsMwVJiajmuZbPKChedRD1LcNTSKrsNROpET06RVOPppnf78lOjkmaYEiAw9se1IAtM4sC1Lylzgqt3dQTjtisab5hLArusa0SKUDNNrGX6u/IDb3UFOkctQ4uzqdvKUMgyxbIiXAk3URcP7txKI8eTpAi90Sfc5lSJhtHXLz4N7It/l26/uBNuf+USLgOxYAo2chDVRepZZxeEx4XisWK6E6ry+mk/0yLJoxJ5bhVHbjkl6ECrvKZj+VDP6bhBlsfr+dEOnSOUUqQcOdTvgR7Lxx7Exsd1OJ72skHmbozrxrGiJY5cil6yHU9bCiQZetC1ZWk0157et/9LFXdO0ANDHcUzVP//3gX8X+D8D/zPg31P//3/6V73WCYPWNBEMWLbJqBRYJwZJdiw4BdSeLWLSuhZ6U92S580UHHGiURWZeK4ct6k4u3ly3DbNUZgpaUNyyCcGTuwLV7jVNOJFSJZKfqPjiow9WgSsLud888vbybvcC11i38VSqUkA+TzgeKy4CG2CmahN33675eX3zjFtkc/bns3nP3nGcZeS7nPlhyGfX9MkKm8Yxokfb1s6jm0SznzxczkP6JqOY9rIgEUNSI8b8ZNvFR4X2jbx9RkPiRSwk1tjEMqA9aSSHQZoR/GMHgZhpDTKsrRrOzaPGUnWTq6RmgaPd1JAO5WiNYySRRuH4g0z9EI964eRNJebV0zIdPb7gjiUmYfj29RFQ1GdisGWvh8m3cNpMzq5QjbdoKyK1WZ6t2dxFovLX1ax3xXEkUNXtpyvJEz85FZZl0IvjTqZo9Rlo66xpVR/EiDet50oJi2dfdrgNb0SyMlw9RT3ZlgmTdV+EBepgftxl02WGX7kkd2nDCMEuo4bOyo7dKApG8KZHLFnq4jzizm3uwO72wOffP8a37Kpupa3uwNFWnIKgTgVdsc0OFYtvmUxi32+fLcl6KSQ7KuSleazLQtWvo+jG4yMlF3Psa6pu46F5+Era47vFnlD1ybnx6oVKXw79BiaLhCdblB2LbuymnxR2rplthIfn939kbzsJq8dy5A5galrzFwXz5Q4wMvFjJ/fH7FsU5Kaup7zZxIsfjLkO81y/MgV/Ypns31I8AMHP3Tp+x7Ldsm6njIVmPNHP3hOaNs85BmeafGL41s++dFTQtvm3e1W+dtoVIW4xOq6juEI3u+FLkXe0PVyAjNmvgw/A5m7OK5FfAru/vaR+fmMuSMNZl62nF8Kfh4tgunk5jkGx30hYTnzYJoT6LpOpUwJQcN0TK5fnPP+9QO98sQBqKpWFN11C+PIsRRLlv/3f/S7gZJ/k879Avj3VTE1gf/dOI7/V03T/hz4P2qa9j8H3gD/w3/VCw2DuEHaro3lCJvklEIynIajo+xg4zBOyrRTt28YGq5jEsw8DMOg70UO7HoOF8/X+I7N7c1WUmBUUEKhOqpEwRmmZUzJOt0wUBcSpXUYkmmAFXkuF9fizjY0PbpeUp4rdZ8h+ON8EZKnJVVec361pBuESdM1Haaiium60Lf0VYwbuNPDnezz6Ts5pa2cnOHqpiPoB1Hs6jrbTYKmZRzTms3dQYKgHbFVqBoVXabcEfuup256PvvhGZvNcRKF6ToywKk6DEOblKimbfL+y3se9+IFbxoSoRf7somcbIANwDMkpi/wTI5Zq6LyRonvU4EbhqGznjtkhXSpbS82DE+WAXPP45d3b5ST5MBi6bN5zOi6kSdPZyzOZwIJuTaO8YHlY6ooRtsVe9oSObWYhs7dY8EytllezifWkJwOR7qmmwbhJ85zXbYChyl4oOsG9G4gCB1cx2R/rNU9Ka9Vl3IKXJgGnEQqRS1hC4omeRqKp8eCxcIjy2oapTR1PJvNzX7KvW1qyTA4BVp89gNhLLVDj2tabFtJHaryimSb8VbXuQgCPNOciqVnWbz64VPefXXHbptxuZ5P92U3CIxjGboKh9bI2obQttn33W/ANwOC33uq6A+IGnbtB/TDMNEQb9KUpu9J9znRMqQuW6EbLkPu7xKKSuZCusqwDee+sJWSI8Mw4rmiMwhnatak4LTsUKi5x0jXSjdv2SbjMLK6nFGXLdWuYBgqZSPQE4YO8SqiLhvOXXuaD3imxSbLma1CzgN5/0M/cDyWBJ5s6E3V0rRis6ubhkBmrklZicjQi+QU4ng24zAyW8fkx4KvvtpM0Y2Oa6MZOoFnTRmvbdNNdsKzdcTmZj/VrJM2oqnldX0lKrNsk8h2+Pt/44f8sy+/ZegHdkehTDueJD7d34mgrumEifO71n/p4j6O49fAn/wVf74F/rv/RV6r7wfuNwWLSIkE1pFAJL04Pp64pWJpe+BeccxtxUzwfIcg9jg7m9GPI/fvt2SJ0CYXga9UdyNeaBNHPsekIMk7LENTtDZDjvXzQFHYRELvmSI7z8sWZ5exiAOWq5i+k03BVJh8OPO5XM8nW1jXd3jz9oj75pHr52c8f3HOMS8nA6vTAMnQNHXRYXW1wGu6yUVup8IdBuXp4Tom4TzAVBtQtAjwQpf9T99T1f10o223BZoGd98+ks1FFm57NroOm82R68sVD/uE474gnntEi5BlLzfj69c7HAUVHJTfe1EJCwDkIQ08UwKsR+nY63ZgEYkf/uZQ47smXTeiuxpDJ5iua4tq2HOE8dH3I2Xdc3hMmD9XWPVdjqnEN3Ur+H0Q+zy+33FQ7omR43BxFkyd9nIVM3flxJVQctikvPz+FYfHhMMu57hNFSe4nx6ow2OC49nTvGNoRgxTPrPlSj5nP0jwumHb0j2qlPnDoWQ+99CHUax9VTbt8VgS+h+ofowj2aGQII6D+M+7tqEUjDpFVqlIQLn/w3kwUQePm5RGccZXgUSu2Y5AQaYlM5XNzZ7Vp54U5FEgEx0NxzD4/AfPJDavbZU5ms62LPBME9c00NFoOhHg7RUzxLcsdE2SiE5892GUiL2y7Vj5EuR88t45CYeSpJgiCtumm+IgJQBGvP/DwKIopcvdOgd0XRNcejbSTnMgGbye6LpNJZttVShL3shjGMSbfxgGzi+i6VSrZRXhTLKE/dBltxOq6/evL2VIaXywJ/hsscQNHKLAxnTMKcHMt8RWebaKKHMx/HP8gflZjKdETrqmkZctX//yhqevzrhc+1iuNTGpHNcSdKGWIfHTVxfYhkFSVJNls2kZbB+SyXhvGEfZ8E2deBXxJ588UyEk8PmzS35aNli5cOWbuuP86ZLdNldh8doEf/629QehUAVJBXrYVeRlR9d2k2m949k4ngiIjvuCEek8krwFhHVx6rwB5bVtiuNiVvHudsvN2x1NO/DcMjiO8OarByXEEfpYVXxgSZy8azQVnaYbOr5rqk5KbvCTmGl+FlOXDfFM6GrZIZ8k/qap8+3rg/JlnxP7LmlZS5TeXpgTse9iWgazdUToOXRtx5NPzinTirrpmK9CxX4Qmqdtm5IC47sEtk021liWTpq3GMbA889EFbe/P1KULfVDimUKPU3XNIqsohsG1vOIjSuCn74bhHM+jtS1fPamHdTpSDrvU7ReUXVEymbA0KSbj3yTvOzYHhMcy8B3BSsH8ByTsu6mtCXL1JnFDo7VYargg1PA8kkCX+UVbTuge/DlL27J1Gu9fD6jHeQUkycl2bEgPRTw6SXHY87Xv3rANDW8fUY493n58oJvvrmTTkrxh4PYpyprwnmgHEBF6KZpKIjGpqp7idfThflge/YEw80iZYOra1xcxRRJyWFfYZraFO4dKUfKTvl+zBY+ru+INL8UHvioAjg0FeQR+y5V19H14oioK7m6FoZsskypOMVlsCpq8S+xnSkM2zUNFp7Hu+RINwxsH474scfTWE557TCoojwyMNINw2SYtqtKLF2feOVZU0v4tirwpq5xrCpmrstdlikGjim+8odcutvQpa4akm0qLDZDF1sKzcSx5X/7Q0XgdfTDyPJMArP92JNIShUnVxfivmqYxiTQOSmaDUOEeKdTvKYJ20US2/rp2a2rlrPrJV/c3AtMOfcxLIP0kPOLVp2gHZllhMpu5ETbHIYBXTUYiydiAJfl4uS5mIecX854/XrHcSPmgK0SaEn4SIdlCZ7uBi62cmTVVQMp6ERDGLs0pUCclmPAOKpwk5TyeTslxr3ZHcQjSvHkj8eSNL3Bd02ePFvQdwPffLP9nTX1D6K4nwZxtgqGuLkTeloYuxP+PI4QhCJUWl8vmR8L7u+kC1utJZTgmBbURaOMwERkU9/KkCcOBLN6uDuiaZrqJkd2SYPvGtiOPCj5sZyw6SRw1eDwFJjbsLs/TPOBxcUM3dBJkmJyr9wdJVA69ExmT2IW57MpUMRzLIbYE+XiJiG3isnMy/cc5nFAr25c3RDhUlM1pMdCCoklm1iuN5Nx0DCI30c/jELRUtj/4y/vmYdiInbC6gHSsmIVBCyvFrz75pFxbHl4t+OQCeTQND1+LEXuFObR9yOYorzdHmvadqA4CY2afspTtW2dvOw4v5DIuDQTFtHZShTBu7uDMFo8E8sy6NuepKqmVJ5xHHl7X2AZGkUtPkAgNgZe4PJmu2e2DBmGgbt3e9K85Hj8lqzoCDyD5SpA08R3aDkLefr8jCQrVRGS6x8qaqrjidpvtpJia9kmb9/JfOdkK7y+XkpMX+CQHgrFQ5ZTSlU0WK6Fp4r6yb1vHEbRHBg6tmdP3eygqIp1IRuGYYoop+7aySCsLsXQrUhKirTk4myuyATSFQaxz/wsZnOzxzLkof9ys5FwdmW/e0yFveE4olo9cddPm6iBxtx1aYYeU9PFilgN5rqhJ2+FEZM0NUld45kmx1r+eeX7LFyPTZGzTyRYQ1deTlkiQ/V+GPF9ue/OYmE0ZYcczxUSg6bmBV3b0auchBOBwnGFOXYyvQNl/VF3VGVNtAgxdG0y19MNTa6nsktYzSNMXadsWzZJKeHcdYunvGVuvn6YNg3bEQbKaVZje+Jm6YUuZV7h+KLFSPe5Mi6UAO5PlaL42y9k9uYomFdXWbth6FFWjWhnXFeZfA3KKXKY3Frbtsf37Mk2ZXkx4yZJuEkStrcHUT3XHXkpg37HEtHi3/zTT7mOY45Vzfu3v1P4/4dR3EFc5jTlVyIffuDtu0QN8XQuz4NpYDP0Qq8KPFEFgvjTWLZJFHrTkM6LxHJ3e7uXL951cP0Du/sj+/QDffG09vdHOSn4tnDDdxkX53NcX0IKsryiq7vp+J1sMxzfhnGcEpxAOt3lUqyH547LriyEihh6uK4MWqNFSLJVJmFzn6KUAl83repE5Mi2f0ho2oGq7mnaA7tjQ9vL8PPZhT/hbqFnYmgaWVWzvT1MQ0lHk+NbrQRWZVaR2RZ1IVheUSmXPF2jQYQLedlRVMKeWSrHx3EciSOHJK1xbYOi6qjqnrzqCTVNUoJ6YTk8PqREgSWe1LrG/WOuBo7S9T7sKhzHwDI07v789eRwaRgauroPikqi+1zHIAokGtBUD+ksDNF1nW++fCTNWyxLfg6YOruvfn3D8mKGpx6euhRrgc2jUFRX59F3uj6xXJ1Oc3WP7w48vN0yDIMauiv5fdESqLjCaBFi2Rm374/qs6lsWxWwYTvyPcfLkHERYFoSYNGpnFRdpSjpvjApHM8minySpBD4TpMN4jyO2M5zrqKIn/36HfOzWAy8FGusV7kED/cHzi/m7PuMwzalX64Esy8LvEHmPZahM3OEpVSr7NN20DE08UsHKFoJ7xAv+4HHPKfKawxdBqqHSrrsKq+wlP3sycVUwqSdKTqw72TwHKnrYOlCGPAjb1IyZ0p4dXJQ7dqOxfmMpmoJAglh0fYaQycWGCf1ed8Kw6zMa6EUahqWrnN3zCf7XT90p+DquumxxxHHF+ZUr7Qg2bEgnPliond/ZLYMJ2LGOMqwPNmJPcc4QjDzefbZBelOlM6u4uHnx4JhGMUmpBvYaUIE8dTGZdkmXdup5KeEMqs47gui2MUwDV7MF7w+7Cc6r1U2tG1BWX9nfqHJfdgNw2/Urr9q/cEUd0d5sZysfgdDCoZjG0QzV2UsSsDw6abRDVGHFmnJ7XuRsc/XsTi0KZHPMAzc30kknfvqAsuRrvFi7QuFqpMYumMinYJXd9NwbRhGSUhSg854GbK+XvLwdiu0KjUAMtVx7ETBOynUYsehGXp2d0ds1+L1zZ7Ll2dcPVnJAOVqIRhr3UrWZCS4cLLLJtvjtBAXSEfBTnWrnORMHdu18Ux9slY47DNRqOYKI05bDMVUOHsqwRd10ZAcc0n3MXQCT0RCZd0r9znZuGxTx7XVwEhtgodjJVmq4YfBcFX3XK49LEcCfXdJTdMoJ0FDfL9tdbQ8UQ17RaEcFNOm7QX2cW2DqulpuhFDg64b8V2d7aFiHkm3e9gk+IFLVdQq9/V0n5jUhXDr86ymrHuKvObJy/Uk82/qliapmc1c9puU9eVcgonHfhoEn04rRdWxWAY0ShkMsFy4bHblFMc49KKLODsPqQvx4bYcS9HXRPjmBg73b7egaIy6IcVv6Ab6UWYBzsqkdQZmjsO7zV5Sebzv+qvDVRSp7ht+eH2prH1NnkTiU2LqEtXnmRaFZ2O7wnARJ8dhKuSWokAOowRKG5o+2QuUXad8aHpqXbD1vG15EsfMz1zytuUuSynbVpnwCfWyLhv17EqRPyRH4tDien7B4mJGmVZija0LHdiwhA3XVC2mJVi6YYq7pWbojP1AshUDs2SXkScl66s5hmVg6fLs7x8Swpmn/NZjlrOQzSFlEQegaVNQzlc/e8/FMGI5JsuzUHQH3UC6z1WUpmD9hSFzkItnK/YPCcn7HUHkousqYKRqqQe5v6R56llezFlFATf3O14uF/zsWHC6yZuqoapaun5EL8TaI08rjlnLZ9/ziGaigu/7kUDZXzd9h2OabBMRcUbzgKqQ4Pq87PBdg11Z4ls2X2+2v+G981etP4jiPqqbFiTjchjEEa1WOZNWXrM4F2vX0HHYJ7nqbNvJQ321DuhbMcuS+L1eJRmZDIMMwxa5ZCour+bsHwTSsYYRTWs4KOdDAONY4kfCNHncJ9PR0NJ1nNCjf7JgMQvYbhPGUbxU3MDBcixWs5Eg9lldzdkk2STWOImrtncH6pk/eXyn+4yHryoi38Q6iFVuVctDaeiSk2hoGr4nxT3yTbFIHUbGYSA91iwWHu9uUvbp/W98r5oGbTeiawN+4PLrv3yLoWvC5+1HquZDMEeoBqXdILQswxA+f1k0MrC1dOmg04bNQTZC3zXQELaTFLMPBVzXNSXIEEWtYxt4rkndCLWu6wZV5GXjChUTR9c1LENmFqeOvh9Gul78bLabnK7u2Bwq6nbA0KBqBlZr6cbKvGaxCukfU5ZnkXi3OBadehjbSuTjlpK6+5FHnhQUlWTaauqkY9omwcyXz6Hojm7gENcd97dHXFs29P39kdWTBW3QygwAgRy80FWiskF0DHXLYZdzdjVnOQtph4EkKYhjj22eo+ka3yilbzDzKdKSJJHheFLXeJbFV1/fij2HYWDqGkld85DneKbJrpThqKFrvFwu2ZYFX+33hLZNUlVYM2MalH536doH9aqmaeyrasq9LYZBUqrUc7EpcjZbsbG1bBM/cCTGMK/xI4/Xr3fYpk4UmJw9XdK1Er93tp6xO8rsQAzzdFaXc6JFwHGbcq4aj5OLq+2YbB4zHEvn5Q+vCecVN99uWJ5F0/N2dr1UTokDvufQDkJ7HvqBMPZ5/YWc3J5+ckZ2KEi2Yn8dxD7b2z1VJc1Nus+ZreQUl+wyZsuI5eWM3VZsE06amt2+ohtGXr5cohs6j7c5q0uxPThbz7iOY/KnLXXf0fQ9f/5PvkLTBJ4dxxHTNEjyjqzoJHx75uMoaPgE14CIzR7uU2aRPSXFGarRHUf45U/f8GtdQovOLme8/R119Q+iuKPsLJt2oOtHlrHNTvG+l0uPxXksLJdjLkKnrufh9oBjG9RNT1H3cKynL3Ie+pM3dV41UyqQhFeIGKBU3i4yWHFJcklnORWUpu1ZncdUec38LCaeScizrmmcL2NhDJgG6bEU+MOziRcB27uW/TbDj1z8yFPHfpERL1aSRLO9PdB2wmM9Kqz7mLWT6dCJmugG0gU6tj65FHaKrui7JkUh3OrjsZqw8aoR5sygoJZKpSW9/+aB241wpU8Yfd+PE598GLRpeKkhrpa6zkRnPDFmNA15TV3DtizFlR+wqobNrhQ4qB8kfakdVBiBxiFtaLtBYDc1QO37gSiwJhHVdzQ0mHIGlcLeneLUZD6zOVRqJqDR9SNN03N/l7Jei/9N13acX8aTpevjzU5OfeuIp9+7It1n7B8S+Rx1K989Ql8chhE/dMmUdN0NHNpautRBZc1WTUlWdMyajqruJjuHrhXBjq7LCagq6klY1lQtQehg2iaHtCDd56JebHuOm5SffP85tR9wtz9S5ZX4ncQ+m/sDpW3x/s0jyaHkxcsL5b1uENoOd4lw6GNHtAtfvbnney8uyZtGJUA1LD2fueNKBoEmqVZlJ83KwnWmASUIcyYbx2nAuilyfMuiaBv2SU5V1ATqFOkry4bvPbvgPs8p85o8q5mtIs4WMYFlYeg6r7f7yaoinAlGHs0DMmWZvL8/sriY4QYOyT5X8JTD599/ypkf8E/e/lqU2GqzDGIJyGmbjmUUsPJ8vj3siZchT9cL7pOMxXks93U3sLyYcVTZyu+/eeDy2WryZG/anq7tsD2P5eWcYRxJd9JRH5May9T5/1L3L7G2rWmaHvSM+33e57ruyzn7nIg4EZGZVXYVJUwDjLAEDSS3kEwHGhbVAdGhAaYDHUs0EHQQDTcsQwMs96BhZIERFAIXlVSlM6syMuJc92XtdZv3cb8PGt8/x46syogsV5WlyCmlTuRce8211pxj/P/3f9/7Pm8QmkSByd1zwWmXcPPmUu6DrGT3WDBbTSiXLT9ayCZ1LEt+mLkkWc2Pf/8lb+ZzdDTS05+QFdItsF1rhLklWY1/zNgHLq5p4tgGlmuNgUSRL+tONPPF/FhL8deqYuA3PX4nFndTl15dVYtM7sz5fv1qytXLFVXV8HC3E8mUarXklZr+9wO+Y6gFbVBuQZ2JK3xvz7FouwHoR55LXrYUVccstIiTisnEZTl12Me1ZKFWHXXbE/+ww1JOuWgm2tl+EN3vcRMLpdLQ0DQ5KlqKW952w+h8nEzFyWmYBoedWMSnq4g//QfvKapO5I79MKKCK2VAGgbGD1/6yKIPP3/tHHEnzjadutXJS8WyV+2KQUnMhgHS5BMQaXusRjmWYUgQQNX0VLUMlS1LR2slMMUyYblyebiPJShEhVIEnknbDcwXAVlcyMBQtUhMU+f5UDINLKmuVXZm4JmUlZg6WhV2ct5gzrODc19efg6K7qdjmpJGdXkV8fE+ph8Y2zed2hxOJ8nrbOp2ZN2/+/aJKHIZlPP45Y+uBd/cSnsrSeQGPm9yrm+PXCPJBjAwzI6+kmrctEwaFVhtOxZTxfg/bmK8wMHxnXEOBJ+yAEzL4LBLmSxCyeOdysaj6ZqwZeqaqhWSYDgLmDgO/TDwe29esCtyNm2PH9isfbkOi7albBv+4Poax5CUpOX1HM802eQ5gW0ziRzSWiBXlmGMGah1Ly2XphP2uaFJ4hF8MjNJmEfD/pTiLGZsiox4n0rOZybKsGgeslxOuDuc2D0c6Fu5noOpzz7JOBk6yyAQ9n1cqL9dCpa6bqmLmjQVF6aTlPiRp3hKBuvVlKXn891+x3aTcXEZEc4Clp7A1u6f9sSHjPVXIaFt85PlilNYsi8UGrpuieah3JeWSDXrssHzHQm5frEkOWRjKtjQi7fmnOM7nThkmbirh16QDi8vBTMAwpcxLIPpMmISeiOm+LvDnufdiSSr+eqvveSnqzWmrtOq2c28aCWa8pBJoaaLEiucBRz2Cf7Ew3NNDEMSuqKpdCDKUk6Gmga+K8KKUvkufuO6+p99Kf4X/9B0jVlk87QrsW191FEDfPunH9geKpYzh7/5N37EvsgFL3A9IT7mHOIayxro8lYZVWJubpYjVKofBhZTMTlsHo6UlbQITF2jaQcle9RGBU1vio3eNLWxWn34IACqzSGmUrwRx7fpWhkInWP9qqJmtp7AJma2isb4sDKrOG4+7bLz5YTLK6E95kUzKkMcSzTetq1jGRr7Uy3VpanTKLda4AmKYHeU98TWNYpSlC2mL5VuWclGUDWi0PADm3cfRX9s6BrziU0Y2BxPwns5u0ejwCQvpVVzexVw8+ZS4uX2KbouC6htGwSuIRWqamGUdQd1h64LZtVX5rMosLi6nuBPPH74+omPm2KMaDsHf4jMUNo7ghKWU8P5BNX3Eubh+A7DAMkpH8O7dU2G6vu4xrSNkU/fNh1d07J5rmn7gbrOiQJpO+WZ0AKvX69oyoYP7/Y0Xc/lyidLqzFpy/FsqlyMR2cXc6bMZl7oEkx9Nnc7HKV82W1TrmwTo2nH5CvLNunUIFvTNKKJC5qGY5o0uuCFdSCOU9qJJ/S/+wOXr9fgSBTeDzux3GdpxXQuLZmzRPHXWyaWrvOz1Zqv97vx+fMCvvQkb7Y7c8L7gaSuyRtJuLJ1ia1zTHP8NwC+JX9b0TYEts19Idx70zbRTSEpVl03Om23D0elCKoEuaFp7LKMvu959fqC7S6mKgWffaZnZqdcXMOLgKcPW9K4ZL4KCW5s3p2O7B9PTEJBWOdJIfm2rkelDIBZU5M3Db98eBoli+fNVVy9sr6EE5+u64l3Et4TK56QeGkM0DS2T/Eohb14OcVVYUDSlhV6ZV01eIO03M4GyLps+OGbe+qqJc4aqrrHNAUtcF6DyrbBtExpNw4DcSL43/OMbhjEOb/5uMfxHXRDI94lCsUtnp6z3LZp+/FE/tsevxOLu2kJKjPIJYT5PJx5fEyo6h7HMZjOAw6lwLZ0VU3blkgnWwWt8l1hPTw9H8SpmVVYjoVuGsJJUW0cxzawTI287DimDdtjxctLH9PQcTyDphXOxlkeqGtw/90Tq9vFSJKrihp/4pHHBV7o8vRwYr7wWa+nXF7MmLou3z9sOO3+PHUwiwuaWhYAXdc5KVv/uV0CjJV02w9qEZX+9pluV9c9liXoVs8xqJqeSM0ImqphP9QYXa9OLPD4nGGbGsMgbt6mEdPSNHJGGV9WSkU9j+Skc/FyhanrbA8Z7z8cJdLuwueY1AzqdxRmjFTdrcoW7fsB05DK3g0cgqk/8lO6rkc/65d/bcM6h0MAyimrqJbKCVvVcupKDimGruFYwkk3LYOjev9A2kXPTzG2ZXCIZWOcRzaWpZPmLaEvGad5UnL5eoUXOHxuGaRxzulY0CnVjO2JbK1SLa6mbsdesQQv9+zuD1RNjxtoJKcc09B4fjiyWIWyeNmS56sbmjL2yIBsVEhFHo8fJAZB1yWibT2foH9xqaSNwnG5mka8e9hKJZ2W/OHXb/nJZ9dMbIceGZYC46K/8qUl+TGOcU1zNHnJdaxOa7o2egZOZclFENINPbka4PZI6lLe1MxCaXVt91KcrG4XI6rBNU0e7nccdynDwLgwniF/mi1qlDwuuFnOWS0nFK0ohSRoXGZkUj0PTBaigvJCl+32hK7r+JErhi+VS/sUpzCBiyAkmFncpwm/enpWruGG6VROUrvnhNvPViTHTNp5XS8FmbovpAiQ4Iu6anh6OI2YDF2H+7dbPKWEaxvGzAYpCAcc18YxrJG4mmWC8DUNjc7UaNuBD9888ma5ZJNnfPfNPXFcYp1biU0vhZArs6bzJtN3A9ARziIRWSisStv2+AqBcD51wl8BtYypXKGXVxO6ruewl8HUAFwsJItR07XRMDCocAVN9eoNQ2M+9zAtc3QbHg+SJu9HHuHMpz9PxtuBJKvHjcEyNGxTVBq2pZMVDYFnqQQnkY6VdcfTruDytSHDEV1nUGS77FTQtT2f//hKghhUBNg2zylSkb35kYs/8dDmAe++faY/FPiuQZwKAtTUNSxL5/J6xscPe/oeDAXbmkzs8e+0LVGdlIrxAiIZPCMazsjQTz3UTwHBrm1QK0Jf0w3kZQdIxN80sinKln1cY1u6BF4rffj3P+xHKVY/CFZA12U2IJLJDM8xJO+xZ5RJurbB1csVaZyroGC4WLikeatyYDWpboDTyJ7RmUe2BKqcuRqqWgHIknIMBSkqaR+cAxHafsDSxHBmmjoXC4ePm4K8bHEG2RjzsmOy0Ec0bTARMuOrzy65e79RoDaNQGGXJzPxB5z55Lqu8fQY8/rNmg/7La++uKBvu3FofgbODWIrHjfts4mq6zq6Rpy5ZVYSH+UaXV9N6dueU16QHDLyuODNzRpD1ynaluf7AxoimR2GgX/wD7/H9W2+eH3NoSzITjn/1Z/+CEPXefu842ouranD84mdIwPNQOnZfdPE1HSqtqNshdUeVxWmrhPa9ogPvk+SUWWTJwVu4LBWuGGA3eOBZ5Ur7NgqpFuFcLSNnKKbWjZ1x7N5e/c84haaSqIqHz4euLyekhwFlT1ZSBslO0kB5Pr2eIpwfYdlFHAqSx5PCekxY7aeYCiwHYA/8djvYgnvscW4dBZe5EmBU0rAe5N/woHsnk8EkSvxh+o+Oz8enzN0VUCdh9G6prG4nPFqMePdTlLgznm+ZyT3eu7S9+LC/v/8/V+SF6Jac6xP7b9JYI05w13X033ci1O7aQkmEVHo8b5sx9yErGhxPFjfzMWBHVfj6fY3rqv/WRfi/zwePYymhbMj1NA1srKlbiRwOZoHwk5XgQp5UqCbEoawvoxkmGV8orJ5jiBvTcugLpqRFe3augIa9diWzs1VOJIfdUPHVv/1HIPQtzjEcnwKfZMiLVgsZVBjGQbxKaPrOkzTGMMeslNOqV4vnAki4LRL0bNKdn5VkZ8XZ8fSla3fYr6W1368F+qj3siOPQnt0QJvGqJCMQyNWgXomqZOHJeYxhkEJj18W0kbNQ3qVhZMyxK0r6mMQoaqkKdzn05dkFMFRnp6OFEqWWPom6IQsQ0sx6KpGmYzj8OhoKw72lbCjJumx3MNvvz5SwmHcCyCCZjblGNc06meetNJe0ADhSWQ/uOLLwXRLC2Wll9+vSX0hd9xPOSckobQN8fF2vGEfVPWgvW9fLXk4w9bXMcQVELdU9c9ui4tnv0mGTeLIi1ZXs0oW0n++vjtI5OlKDJkQNqOhrW2kUCN0Lc4bmKmUw8vcEZp3fOH3ZgMNlmGMpNJSvyJh+s7ZEkB6LRth6ds64s1HHcptmfjuBY30wnvavmZH/ZHhn7g1Wous4/IYnE5IzvleIGDG4hbdhgGbi8W4sOoa0m7qkoCz8H3HDaPB9Ky4tFIeT2b0Q6CEAhtm9C28UyTtKkpFb73XN07holuQldVoqVvezzfoaoadBjzDoquZ7IMR6aKaZtjAVarIB3TkgHh8/stF69WIgXteiaRM349OeW4vgyFy7zm9otL+q5n93DAdm3Cic8uydg/HZlfTHE88T7YrswKXN8R+XDZEM6CUdJrWgbJMWe6jMR0FjgssorH91v6vlcKlpTbmwkfFTdd3lcpoAxN3MeTwKJuRcn2wy/vab9oR+aUZWq4Zwmsgh5WtbTdzhA/XdPwQoeZK8Yq13d4vj9S1SL9rpue9dRnX9QkKsTbd82RrDmbecSxhOj0vczF7L8KOvckLvnufczFwpXKS8HqLVMjnPoEU59QDS2OmxjDUM64pmN9GTG/mJIeRbd65inbrsX8Qghtv/qzRwAiZZACWWBsNRQTnbrD0A8kdYqm60Qzn+SYE3iipolmAckxY7Gc8Px44MP7A75rsrqcUFcix/RCj/Qoho/V7YIslgt2GIQ18uEp+6Q6ATzXkB6zKY61zf2eWkW9nQ1B0mMTkmOWVuMQ+dXLKR/uTmqRaykqOYW4tqGq855h0EY87j6W3p1lyaJvmRL/1w2qN59VhL6Fa0syu2UZpGqOMQktIl8lFNkmn31xxeEooR+WJbr2fhho2x7bNXn942vSVKpYPxBy5oO5w7J0aHrKZsCy5HPoBugaYdAMwNO7DfPLKXkqgSqW2mgtx1TD4WFstyTFOU3KHiv6zd2espL3a73Q2e4LtRnqY+DB2fgUznym85Cv/9F7iaBbT2iqhlZhoousGsmDfduNVbpuiq38m390h23q/OwPPhPFhWuN2aHB1B+vw3e/vOeQ1Li24Blc38ELpY126crCnsUFv9jERCoLuG06Do9H5pMAS9FJdU1aVucTxiEo+HKxUBF0kNQ1VdlwtfRHwNdsPRmHpXFVEVoWTddh6jrHsqTpP7Fi2r5nV+TcHU5EnkOclySHlOkywndsnp+O8h41shmeWyumbeKFnph3mg7btcninKEXw5Dt2Ty/30oLT8Vldk3LdCmBLXlSjKqiNz99wdx1mbsem1xOfW7gkCaFmMrUxntmTZ3drcdNrIaoAbO13JMPPzxTNwKAa+pWYISaUE+DyKXMKi7XAfePCXlSspw6oyS6HwbqWgoxQW7LqfTcKtzdHyQ3QtNGsNlZyluWqp3Xtooe6+B6DlVZs3uOuflsxY+uLsjigv1JeExdP1Dmlbifs4rdc4xl6qzWcj2cZ4KWWhs9GCP4ftPjd2JxDwKbl5/NxiPfcZ+JmiUSroy4PzWW05D2ckaRCkFS04SL/Ud/7y3T0OL28/W4k5/j2XxXpbwoO72tdry27cUwVTUSQ6d21LbtSfOC1TrCNHXCwB0/PF3XOR5SLq7mHLaJTMxNnUkQkhwydZQUHk5TNUwWEY9vn3n/mElF63wKS3DUIt9rw/j6wyA9c981lPJFwzRkE9rvC5quV9hcOcE4lsHiQizOz3vpGXuufN3tBI9rW6KlvZi7bI7VaHwYhmHUyzuWzvxCBlTnG6KoajXcNbi+lAvsfEM9Px3FXFKIfNS1dYpKZI+TQDno6pZGERivrhdEU2/cUKq9VOaD9kkRVLc9VdWxPZY0TcfNmwupmtNG1B6OJSeEfmBQYLGpbo5BKaUyIXmOge8ZKvfWZbXw6LueRCmw9nGNqWSVXSub0nwV8fDxiLaNuf3ialRQVEVNmVcjq92wDM6fYJGK4qhpe969fWK6kh5pXpYqEEYyCLJTTlaIhv7iZk44C6gKCWux1MkSpJWzeU6YrmQA7bvS733eHMfgl77vKRIZCL/+7JKp6/LudKKqG9wXt1wGAQ8TX7DSukHVtbyZL2i6TgamCk0xcRw2ubQ+dU3DMi3en44SJFPXY3sxPWaEMwlSPyW5zJiykmnkS7C2YjoVaUnv9qNKybAMqkKMWHkqWOBWJRLlqai2+m4gi0Xf73g2r1+vhQ5pWUxdl56Bmeuyn0sVHvkuk4lPUcp7lyWFhJO0HU8fD9SNyGqLpOSox2M7ZzLzaKuWrpP2Wh4XUpSo0I9o5vPS1Hn3/sTL2wgzb8YWqG3rNIUABqX3LQqyrheqqX7MCacioTxX8RKlKWa22y8mhJ5DnEq77dxC/OHrJ77+s0cRFJg6pilFR6mctnkh7bK66dEyIZI6vj16gD774oqnxwOP20+qrL/o8TuxuGu6xkqljORxwWTm4eQ1y6sZi0XEpj+JceAgQ52qaOTG7HuOp5K27dmfahZpiWEanLYJp6TimDY4tsvlOhhBZGUh7HdpzYAffFrsciUXDDxrDG84x/hVdYul2i/B1Of69QrbsXBti+MhZbaejG5T2xH05/PdTjnLTHpbFh5dF0dokjVcXUtwcHLIZJJ/zMYZgq7Lcc/QNdJc+CBnZcq55dQNwxjG4bvNiNSNVHJRp3gmvSEUQ1PX6AfZWEzb5HbiM11FI3716W736aYI7RE7kGei137xRhIT430q+u6qw7UNvvzZLe+/eUDTNK5ezCmzUrXMpDq9v9sKGTFwOCaJogCKWUpDhrOOpY+L92LiEHgOL350RZy+F4WTY2HqmqicOmmv1Q1cLT1832IyM3A9h6eHoyBlHTmVhbOAMPI47RPinWxInRpSTRYhU8dFv5qPDKOP3z2yfrEUMqDC9p57zueefxS5smBHNt5cKq2zCWW6jPA9Z0QLG6bO1fWE6Wqi0ooy4oP0cl98fknTdbimibme0NQtL+ZTvvnwKFp32yQ7FqxXAe8/xsTf7vAcg5/8/EbxRUpeTqYUbcOprJi60qrphwHHMogch2NZktYVTS/eA6EOik3fMY0R7Tt3Pbp+YLeTNCjXtblRTupTktM1HdPIpxsGkryU3nXVsHtOWF1OxOGqiIrDAKubuUj4clEgabFk5Q6dxFWmx4xw6qMbOvNZyDHOiCKf775/oHl9wcoPyJuaqeuio/H+YYtpC75h95yodo4smEHo4Kg0Jk2XIe4wSIsxL3NlABqUR6bH9mxOB1FdZcWey+upzMDikvncH1HCVaUybVtx3q6WPkmispgNHc/tlIHRJQw9MqXEMtSG7TiWeGMMXbF0unGGdPatmIbc4203UJYNwcTHVgKArh9wbIPbLy6xLJNf/Kfv6DvBN3/+8hJN0/gHv2Vd/Z1Y3E1l8d3eH5QFeEWRlUSRTP5Ny6DKK5EjfhRpmGWbJIcMxzbICqlyf/hhz6uXPY5njYwa17XwVdI5gGHq2GXzSX/d9/SIwaVXR95g4qFponLY3AlR0rZ0Vrdzokiqh8U0ZHdMxeGmjmfnHn+elJK/WYhi46wg0XWNxTIgnPncfb8Z5wx11f65sBFd0zANuHq1wvVt7r97UkPIHlQlv3k4Yqt81cgylN5eI8lbZouAyTIS5czjcbTWO7YobGzPFo32KsK3LLK6xjZNpqtI1DxtT51USoWiEWcSj9dU4tTMk4Lp3Me2SvKy4+N3j1zczJnkNV7oUaSFQKF8m6ZSCUeaRnwspM+uadSloBY036Rve9XTFAxBVjQcDymnXTJuZpYaaLZqbrKPa2y1cJ4OGZQNddEQhg55VsvGU0rlfa7WbM9CU8Mt1xbyY9W1rHyfqx+HbPKMf/CH36N93LO8mjFbTzg8nyQUpmhoWvmMwqmn0u2FWqibLWVWYisT1EEtkPE+5fLVisuLOXd3G65vlkwuREZ5eD6RFxJEgWlyFYZM3wh5cRhgtow47hKenlJ0TWMaimfANDTWs4im67EMA98SM8wuL3AMg5eTqVznusafPT6zjkJmrstzlpE3DU9ZRtf3Y3bB2by09D3iSiSMjmerMG2Dx+0R8yz7cy0uJhFJkvP4Vrg+tiVB3p0rdv9wFtCo2MPpShzCnu9QZEJEPQ8yXV9aJaZlkKoc41wFVzR9z0Oa0PY9lq6z8Dwmi5DTNpHqVsXgFWmJF7rcfn5BfMp4/LCjzhuMTBRd5xlU1w80ZYvjOyNZcr4MuVJ5wK1yUJ9jZg1Dp+/bsY3o2gbTqStokLSh7Qf8iTm6lodhID5lTKaBbNaeI5TLqiG0baaBx14/UlYtGtLPn4YWcdrQ95AWLa9fz5lfTCnzSgWuF6q1LC2m3eOROG2YJIWY1JqG25vl7/7i3quKXQIktDGibPt0ZLIMx5196Ae8QKhtddUIEXLqAwf8wKHIKzEpJcVokTd0Sd/RFae8VYPJM4O8a3umyxDPstCv52N2I8D8csr2/oDrGOOFetjF1GXDMhIG9/bjHk3TcHx7jAQrs1L45b6D69lsdjkX62A8ui2mIe2LlqePR9q2UwCgTyAgTdMwh4HD45HpKiKah3BIPx37+rMiRjwBVVErwJpG5JujaqjvRNHSK0mlpWmEvsXFi6XkUxY1m4978qTkxZdXwtAfpN+fle0otRS56aAgZp2YLwoZ3i0CB8e1efudyPU2zwmGIQNiqbSkcuu6bhzwjlN+Q6Ou5QR1iOtRh59kLX/2i0fqtif0BN88cRyFE9ZHQNViGUgkWtmp/ElhxwCslj6mKcM0P5K8WV3X8VyTrutZv1gQeA511/GQJExdl6fHA5PQxlT8+PVqin294O7ds1SfGiqGTVXysTgWz0Cz2SRguz1x3CRkhSx8T++37J0T02Uo8426pu96XrxYszsmfHaxlOvHMHlMJfhZ1zWe7nbsd2J0aVrRNM8nNkHkciwK0romz0q+vFwT15UEzHQdh6IYW2+OY/Ecn6tcqSZ/eS/zJ9d3WHg+hvYJ9/ucZeMJ5O7dM7PVBNM2mQbSTwewDH1sGXT9wHTuE6r5gqUUZFerT+iNMJDsXRBxgKuKstl6wubjXundw5HzfvFiOQZzx2nJ4fHI6WrG0PV4kcvTwxENKOKKaSgxfEVZ8/B+R1V3vPxsyebhSFX3+IGJ71sURTOa5Eq1oRqGxOOVecXzJmO18LAci+M+w3NN5gsf9jlXFyHBxBO/xzFH1yGwRWzRNKLscX1Jayurhs3H/XjqK7MSogBdEy+H64iJz7ZFGVf+IMbM0DN59fKCn63W/IPHB9JjPkpA66IRTPXEZzkr+PInL9A1jW+//shkHvzWdfV3YnFvmlb0x2XH4tIbk+PH6LO+Jop8po5DE/gcC+k1TVyXj/c7bBVm+/h2I+5CT1oKx6SmboRAZ9smu6cjXuSSnUQ/Whe1aHKLmvfHJ2xHhrCp0kKfOSPn4Vel7OR3H0+4vsNMXZRN3RItAnYPBx4fYkxTeNZVUbO6npFntbBpHJP0lPPh/YZgKu2EJK3xHPk5fS8Qs/PQt6w6TknFT37/BWVR0XfDuMicDhmVUrKcwV+aprFYyxH58HQSJ2Eu/bvQN5kvAqpcVDtP77eUdc906lJUHU/vNiSZ9K+rpkODsb9/RiAYpo7WdjRNz3NRjglMhpGPm0Hd9PiuQZLVdHd7Xv3kBgCvcnn39aMMcbsBDG3EHGiaLBq96kl2ndqMDH0MIunVMTvwTC4uIwX8GrhPROeeJ41SxEibZ+h6NF2UQkVajsC5vu/xTGNMTLINgyTJ2d4fJKYvqbm6FFVF2bbomsbqWuRnvRpmn9n//TBQVT2Xi5Ao8snKmuSQUVQtbTtgGtDSk+xzNtuMi3XA519cg2kS2Tbeas5TlvEimpA3tSRKKSRumVWs1iFeXPBxI/OU/amWjTe5Hx3N2497FtdzbpYz7pOY92+FL/TFFzeEtqI/Vg1FVmFNxAfy+cWSj3HMc5xwV9QYliQQ1VXDxYslddVQpBWuV3F7s2R3SinzmvRUMAuFxri+msqwfRmSHnOSfUpRtiwvItaRYJQdw6BsW/JEKJIXL0TSfHiOifei9+/aThj1no1lGCw9OTVXnZjAvMiVtl3gCJnREPPhWdkV71OieYBjK8jgPMQLPd59/QCIfvzsGzHzSok1DJXyJtgQ2xI5c99VpEXLdO6TJyVRYI+u+GDq4/o2t47F/dvNOMw8fjxJQWVofPywp2p6Pv98KZp6pZQxNV1lQUtbr217DpsY1xZl4HQZ8fC0xzNNirLm5uWK7fNphJt5oYvlWrz88pJDnJE6FYvL6Z9zQv9Fj9+Jxf38uLgUa6/0zFrm6wlFXtHWLfE+pb+csX08YDsWF+sZgWWJhr3vCVWP9v2v7kHTxhzIy6sJT+82pHkjb2bksbyeqQHmMIKIzj83V8kujmuPw59cUe2KtJQTRiOY0cu1HN2f7w8Mw8CHu5O4TOuONJegZwDPNdEMfWR6p6d8jOJqGnGbdZ0EXwCjtK/rReMKMuHXNA1THQP7Xi7Y9dwV3Gick2QyxHQ8cc8mWU3oWziWrpQc0pIZlEKmqDpcZYo4xtKGadTCen0R4EeekmXCYhVSKdhS6GtkhWhwh0ECrj/+sBkNWWneYtsGLz+bYem6HJE9h9XlhKf9s5ig1Gd+ho0ZumiIbVOnph9VCZYlSoV+YAxNiRYhVS59bkv5HYKJTVa2XK4DkliGst0xZxgkTco4ZhiWyXQZkhwzPnz9wI9+9hLHkBbBaZvIfMSRhW62mjB1XHZ5Rt8PvHx1wd3dRoJgXIs8Kbh6tRLejO+gAe++fpCTVNNLypdqQc1nLodjyelUkpYVF1GIbZi4psY2z3nMUmxDYh6/ur5kV+RcXcx52hzl5/7f/wxdYSKWFxF/7UevsQ0dS1ek0E6u35Xus/yZmI58y+JQFJRlzeV0ImHWScaL5QzHMOk7UZ6dwV99L+yXWrVU/EgCOA5pLnMC9V7GeUmWFCyvZkx9j+d9LAlEusZ07nNxNSdvpP2y28V0KtN1cSXhF8dNjO1I0ZalchroGlGehArx8fF4wjAN7r9/kiFiNxB3AvJyXYviWErhoUsQzfxiSll1eK7J4fmk1g/BM3uOwWQW0DYtk2XE8VmY/ekxZ3E5xfHFYY4q5CxDpykbvNBRHBuPl1cr4rri6W43wuF8VyTBj88SdD+NbCxTZxIK+bNX+c5pXTN33ZET49o6WdePnpM4bcjLAy9eL/nu7hk3cHgxmZKkBV3Xsd+kGFXDIgpY+wG/enqmqcQEmarf5Tc9frtQEtA07d/VNO1Z07R/9GvPLTRN+79qmvaN+u/81772b2ma9q2mab/SNO2//pe9/vlRKglgnpZjdFdyzCQ4Wtcosoo0zrm9XdH3A9t9zLvNHsM0pId5lGPg5auVEOt8iyiwKLNy1ARPlxGN2ij8iUc4Ez33ZBESRJ70wIeBppI0KECBfjoW01ByFAelaqlb9knGi8slrmvx9t1RDWhajomgPoPIJU9L5lczpgoX7EcepqlT5TWPu5JT1pBk0sseEDlgWYu6o6w6rl4s6HsZiBalfKh912Mpw8T8csrtyxWz1YQoMMdqpEhF9+675qjeOV+YgecwnXkMw8Axbf4cZ6brxLi12RdjGEBedtRVS57VIm1zrdHUVNYd92+3imczEk8xdY3FQsITDDXAC2cBk8Di9sJjpsxZIMPVsw27qD6dXM5tEF3X6AbRUBuWwePbDV3bs7k/MI1sVusQR2nwm6qV7FNf+DGmqUs/VQVil3mFaUrgwjHOZPHuen76k1e8/GzJX/uX3/DqJzcy5+laAtvGc22Oac7F9UJ8E2XDm1dXo8nm/vsnjocU2zJGRVSjDCpV3UnAuoLAtU0nmaemybvTkcC2qepGwFC2TVyVLD2fmzDiZ69uKNuWxcRmElrje+uZpmLz6AoiBnPXxdR0dnmuODXSay6zSgaqXceLuQTH3MUnOpXHO/SiBXdc+VtsRStNFS9o93AQFkwj11zf9ywuZ2O6l+1YXL1eiQ9F0/jlP3zPh3fPsoh7NtFCELxFUrL5sBOHdSkI3IubGf/K3/ox01XEZB7iGAbvt4dxKKrr4nguUslRsBxp9QWeKRGPdc/mUPHh20c81+Sv/8EbpipVTNMkG6JpBxV04rF/OIhj3ZAir+8H4l0yxh8CRIEpv/dcIGdvbi+IlP7fCxwm84Cf/8FnvPzxtbCELH3kN4WROyKQDUvcphLEMoyh6GfuvWBQdG5fztA0jeMm5rRNMAzh0LxeL4jmIVXdcTgUxGWJZ5r89dubsTD8y2L2/tLFHfj3gP/GP/bc/wT4j4dh+BHwH6v/H03Tfgb8G8DP1ff8bzVNM/hLHrquc3EzA0RiBpCpaiBPS/quZ3k1ww0cfEuGlpYjOZrniK0sLka9+fxiyo+/esmrL9aARKh1nWjgVzeijGgbCXDwQlci1apGWBeqj5rFBXlWEYU2XTfw7u0TeVKOWuvTSZyB2zRTtmlRfHSDGH6kVy1Gj8nE57iJSY8ZuiGmiO2xFBmg/ikLUde0sSKJAktaFsanPvUwSMqPpmuyw99OifcpT48H4T/PAxzX5un9lrrpRD/fdhyP0oYq647kVFBUDS9eX3B1EdI0wnNxbIPVOuTqIsD3hPWSFi27U83VylMDWWPcAOETMbKqOyXTkkWtG4TNcwZQnTXUZVaKUkdx3l2lHxZlj2xuch3BcuawmjmYZwJm09C3HX7oYtrmiJM9oyj8yOXiaoKhDGQAi7W0YoLQGf+NrkvbLosLPv6w5bRNeHq/5VAWLJeTEdRmWSa7YyKALsXbz1ShMFtGHEqpnBp1vXmRS9N2I/dmFloEnjm+P6Zl8MVPr5lPAtqhp2hbrsKQwJJFPy5LHpKE0HYwdE0iHjWN5JhxdTPjzVc36LrG5ilhk+cy/H1/R9G2PKQpZdt+gn+hYeo6+yJnvZ7yN29uWHo+U8fFNkwc0+SnVxd8dbnmxXImcW6uxdAPvIgmLC9n9L1srJNFOMpzz/340zZm+3DkcXeiqRvxnlgmumrh9V1P23Y8v9+Sx5Jspuka2tmf0vYc96IY8i2J6TtspKWUxTmHpxPZKcfxbVzHZH4xQTPOYDm5jrthGK8fz3d485Nb3j3vWfoBfugShA7hLMD3LdY3c/puwLBM4qOEZwyDOFcN0xhlzpYtLZK+7zk+n2SdMQxOVUndCqq3KiQs/Gy2GgbIypbdSc2WWolKPG8whq7TDj2R5/Kv/hd/jz/462/QNI3r6wkvv7yS/FxTY3sUs2RV1Ji6jmtKYWqaOq/frMhOOceqVI7cXOIBjX9OE9MwDH9H07TP/rGn/3XgX1X/+38H/D+A/7F6/t8fhqECftA07VvgbwH/yW/7Gb1KUwmnwkG3TVMGREWtwjcM8kSix+qyUeELMiBtqmZkb2uavDkSpC0a3S++ekFe1UTKKPH4dqNSYFoOz/Ho4DxLJUF62GenZVNLJTgMA13b4fg2NxcyHBIttUihrlY+j1uVxNL0+K4lveC4IAkcZusJ+6cTWaHkir58fX+qx0FqEDosr2ejlnnzeOLx/ZbV1UxxW+S9Ou6kStQ8bdRg11XDYZviBw5l3bFchaItzmuKvqNR/J3l1UwY8mkp/TxFaJzOfUzLJFHH79XS53SS36OsWpxB5gFJ3uLaLWUtrQfD0FitJQh6ABplLOq6gc3TceSGdF3H04Poj5tG5gkyBO3H01ClnKSmKTC00De5WIsu3NA06kas8LqhKyiUbJSaruN4FkVWcTgURIGEc+Sx2PuPp5IXr5dj1V1XwjByPEHI1lXL47sNb768IW8ahn5gv5McUl1dH2dVxHnovPB84l1KkZSysFctQeRi5jWW2Ssgm8wU1leCs72dT3FNS2YiZcHMcRm0gatpxC++/sDiUkLW75NEQq81jd3jUSSudwdevpjyxZtrTF1j4gTMXBffsriJIvZlwRezOf+lFy+pu45jVXEZhlyFEf0Amzxj4jis/QDHFDfrQ5JQZBWOa3Hapbx4sWbiOBi6zsfwmTyrmCGS0SKTxSdXbKRelauXyxl55MvG5zs4dk5TCYPF8QQwlp1yOT0PA4ZpEM58ZpaBP/H4s7sHla42kJzKcegeKEWSYRm0TUc49dk/nVhcTmVIb+osLyZATJZWfHj3zLc/HKh+IgH0fiSog/WLJadtwjlAJ1LoYNuxJPd1LwlNF9czuq4TLb+6xvqu57vHDXXRkKhs3jwueHc80DVCa5yEFroOWdFx2KW4jsnyeq5EITJPxLKYOA5pXfH4fFCbkuQFDwN8/tNb/ujvveUYV/z1P1gydR3+08dH9k8nYWZNPHYPRz4cjtwnCXVREy1Csiz5rWv3P2vP/XIYhgeAYRgeNE27UM/fAn/31/7dnXrun3homva3gb8NYEwcnp+krdJUrcgVVUL90MvCkBwyLFt6haaqEhzfUUYKk1pxZyZLoS1qhk6VVxRpgWGZuMopOVmEI7Rr6HrQNQZNww8c0aOqPvh50FfWPUVVYpk66+sZlmMSDwPbxxRdtVMuXy6p6lZVahIivVgK6vdwqsiKDZ6alItNX2pUweNqzCNpUSRJydDvyXNRWvQD2LqERTiqJaEbOk1asz3kOE7FcurQ9/0IUmvrljCwmSwjGQD3A46K6dN1jcPziar+pLENPGGxnKWiZ9gYCHHRC10JpM7FsOS7xjjwbPuBoe05HgqJPKy6MW6vanq++UYUNAI6kte1LJ2LuUNZa4pDIxz3pj2DwwQopmmSpmO7kp86c13qpqduRO1gqiqxaXucusXxLBzXYrWWXMz0mMs1UMjcQfTBw8ghMVTwctd1uL5kd+5PqThCdR1tqTHzPHZJxjz06dx+1Hzrhs7HpODicjZmb15eL5iEHodjyuMHCS7ueznNLS+m+JY1ngo0TcPUdJpehuCh7fDFFzf80d//jqd3G4Kpz7/y0y94yjKJjKw7VpcTvvr8RloxaORNzcRRRUc/sMtzTE0f07/KpuUxTvh8Nufb/Y68qln7gbhQ84KylSLjjCPWdX0kqU4chx/9+JY//qPvRW4YeUxX0RiLd20tuPuwYTqV13t+2FPmNaZljAvr1NDHVk2jAnVs16ZtZC7kBoJU3qp5le3aXNzMpO2o2klJWpPmDS9MnXDiKy6NiC20vhOiZORguxbb54TVzPl0Ig/kJOUGIoM+L9anbSKnsueT8juIfNjaxFiWweO9RCZ6CtT3+osrrq4jPsQnNh/36KYhGba2UEajqUvTypzlENc4Toe7iUV8oIGvIg13ec79hy2OJ3LR3XPMTBODmOWYTENLnLRdz3/0h/+I1fVc8Mhtxy/+6AMvXy/I4oIsLijKlvLhiOf+9uX7X/RA9S9qAv2FdJthGP4d4N8BcF9MhtlEEKvBxMPxbHxHhoLHjZhezjuxP5EdPTlk2K4YJqq84hzikZ5y/NCV/E5Dp6tb0lOC69tjBaEb4jxtVhHpKR+1t5bS35q2yfGQ49gm0LI5yGT84gaF7RQ4lq1OD6HrUNX9yGd/+fmK4dxfdQ2KssPQ5UZulSKm66SPHgXSv06VM+7+SY6rk0AqvCRrOaYnxcX5pF45t2qKUuL4thtZtOYz2cDOZqSmalU1JO+74zuckmQM9ZhFthic4mJsORmGRpGLcsYoRKLoOsbIqzEcjVPaMA0sHNsY20VnZPGg+DHDMNC2Epc3tD2WcgunhSI0Fu34e+qaIk0aoumOJq44XZtOmW4MJpFDktboGkznAadDNg6cq6LBduSzSQ4Zp0OO71mYKtbuzD5xFA4CxEWrWxZOYFPmlcoCMLiYRHimxbESv8KHuw3rqzltL+S+Kq8EQaCJu3J2MaWoGtqm5e7tlrrucWzR5V9/foGhabx9/0RdSvHx+eWS0Ba5X9G2mHrD5hBjWzq7U8VkGdEOopr5yZcvmLoucVXhmmLkAujVbfWQpix9j5nr8pSlFG2DY5r8ya/es7qZ881+j23oTH0PxzTG7zN0nTwu0HRtxHksPU9UKoPBzHHxA0FlO47FYROLS7LpyNRJ6+lBYFdnyBd8ykE9G4YAlhdT8qJS865M8l9Viyec+aPpKFPgtVAlUTmWjhnZpHFJkUqsYvaUqHbHJzdocshYqoG/69s0tRSIWq/R1AIAPG5ivNBleTNn+3gYVStNN4yzsomhU7fi2AYIIo84ybkMQgkzzwXWlWcSANS0PWUmQgRbUU5tU9DQkgtgcIyz0UkfH3NuZj7DANHUo66kKDk8x0znAZoGf/In36PrGtuHA0PXY1gmWZmzeTzxN//Glzw4RwmfV1Gav+3xz7q4P2madq2q9mvgWT1/B7z8tX/3Arj/S19tYLxIeiUFM3Rhx+jKam/ZgpA1TKlO66pl93AgUmEJXuji2BJ1Z1omp21MVdSyUSj+dnbK2T+d6JqO2Jfn17cSB9bWkp2qGwImi48FWdHQKOOItESk8gumPq4tA9QzpvfcE7dUm6Tr+nGQ2/bDGFVnmxoT9XycSch03w887ysCTxysttr1h4Gxyvddk9tXC4Unjcd0qbYbyEppIwWegaZLT/PwfML1HJKsxjKFq6JpGse9BHnPJ7YEXBct87k3XrRN21M3SqKIbAaHXUpRdZSVOEhDT8BupuotOraB7dos1KbYKNNXUYGuS1KSrxg3uq6xnDpjKlPfi89hHonEcxo541AsV62j+Jiwuc4kli2usGx5f87URlOFMVRFTZrV4yyjbeU4f9hl6PqnkJPVOqRVVvlSEQM1TRO1SFGzMzPWQcBVGPIwSB7q2XDUVA3pKeerH79kk6QYps7tak5gWfzi3T22qRN4Fse44vMfXVAXNY+nHMe1Be/wTty6P351hamq5TO2YnU9p/mwlxkOMkReeqJ+6Qbhv9SdtLHyusHSDW6iiLiqeEpTbNXK6ZVEce3L976ezvjheGCT5zRdx8Rx2KYphmXw1ctrmr5jZ1uEtrpeBzE5BROP0JPQkIvLGU3fkyYFZdYSHzPmq2iUD+8fjwCsbxdEnsPu8MmtDVKAHbYpwDhnsWz53Czb5PH+hGloTGbiXjUsg7YbePFmLU7YxxMaUlwAzBbBJ7+EpuFFQoXN05L9LmcS2niRy+FZ0MF10+FHHvvHI1lW41g6s7mProt7VFeBMkvA8W2RYnsWx03CZhLwqz95T69CYc4b7Plk3/dyenIdIa/WSlzgeDZvv3mmanrmkZys06OA37zA4bhJ8EOXyTxguZzw8cOWYOIJjK4RFdZxnxGqAuZQFopXZFMeZLP7bY9/1sX9/wz8d4H/hfrv/+nXnv8/aJr2vwJugB8Bf++f5gUtlUpT5jV11fCYiO468KS/7gUOXdNhmAbpqZBsQXWcLBJht+uGPu76fT9QVy2aLlWJbZsElzP2lmRnPjwm+E7O+mo6DiZMw8QPXPKs5OJmxr3Sreq6xu11yHQVjXro5dTmh4/Z2MYYBkaX6ce3W/oBLq4mRFOPrJBKWdNUepDxSYbpuipCKzDHhX3UvDc9tWqhhJ7MFZym4/kx/jSENAYVjGEKD8MxKQtJX69KOXHousZ8FakLthl/9jFJuLoIxpPAzWcr4l3C0yZj6poYlrBDzsgCkKFvWXXYtj6qN3QlSTNMUefooVj/rVM+EiMNQ5O0p0r6/1XdYVsGL28jcYrmNZZjEc185ouI58eDaK7LhvnFwGZzUnm4YrKq1FG/7we8UN1sus58IQqo+cWE+7cb3n84UtbifNU0aYWlcUGcCeJ1NXM5nCp8z+CoMMBu4LArCta+z9R1+eFROCCGKWydy1crno7xOIw7VSUz1+XyQnJBn+92/Pj3Vkx8l8fHA7qukxwzTMsUquD3W2bLSAbNqmp1TRMmHrYl6F1T13EM5czVNOaux2MqZitT04kcB8cQfMChLPAsi69Wa+JKlDGLSGSFjmFS95083/e8mc9xDBPfsmm6Dsc0qKuWdRAQ2qKYyZpGQjt6ed8vL2ZMHIe7wwkvcPj+F9vxvs0T6cGvbxccnmN1vcgCZNsm8SGlSGXzdB2TrGiEL1Qn3LyYk8Wi4Or7gcHQSONyZOi3Xc/24575xVTULrsM3zHHdptglGWBy5S8eOgHphMZpt692+E6BmUtWN3N4wlNE/yHYxv0Xc92k9J0A5ZqUc4vpsqlLZvuZB7gmCZf/PyWX/7xBwLXGBUvWdHSKaqjoWvMJrI5mo709B3P5vv3JwLPpGp6ZnPJdHB9e3QGJ4cUx3f4kD5LloBrjYC63TYlihwsU1qimqaxWkyYTgNydWI4/ZY19S9d3DVN+z8iw9OVpml3wP8MWdT/A03T/k3gPfDfkgVu+FNN0/4D4BdAC/z3h2Ho/rKfYdrmOADVHY0Pb3cj0jXNW24uJQXcdi3SY8agOBnnyD03cMaAh1+/6Oq2Jz/khFUjqALfxgtcwllApuA88T4dgzQsBR0blPHh1Zs1eVKSquO6pUtvuq4avNDFtgvBchYVjYqZW60j6rIGTSM95tie5Ixapq4QBNKOuVx6gCy+cdaMR8FJaHNKKtKqw7EMNMegriX9PDlkeKHLJHLo+5KmGwh9i6KSwYwfOGLO6AbKosbpTFzH4OazNVOFcjjEGYfnmNNJjr0MA6he8PbjfqysHRWnVps6ri1hHJ0CKDm2IaYpRPGSZOIAnPgSUl0VDVVejRwN3zXGG6jr4GErQ0/XEaek7dm01ZE8q3A8i29/8UFMJ5bBz17f8of/8FsWVzOZpSjNe992IzRMUyS/wDVYXU447oWxneQNSaYSukwBxhVVR1q09IO0gh63ueRkRi6mKTONpw87Wciv5swCj+X1nPSYcdomrF8uKbKKKq94/fICzzR5yjI+xCeugpCXE4uXkymWYXAXn9Qw7MD6dsFxExP6Jn7kYWgaN9GEb4oN775+xDA01tczLl+tMDWdb/Y7krQgvHFG/sub+UL+lmHAtUySquLd6YhrWlwEIb/YPDNzXULbIbRtvn/ccrWcMvc85p7gBaRf36gAdh3PtNjlBUvnU7vK1CWjVTdErRbnos8/h4WvLqdjFOEPv3ogilw2H/eirnGcESd8KEvCWcDD2w2mZcg9Ciwm8rNszyKYSFiHF7ZsnlMc38TxbYpUDINe6MrQ17OJInF4244p8uikxPFd2roVtVwr2Oer12vqsmY282AYGIqGKHQpywbbkjbiIam5CV0xPlkGdSPBPV1/lNDqfmC+kCHu9uHA4nLK5dWEtu2k5Vq3Y3uoano8tel4gTOaMF9fLrmbbT/xY+qWSAWStE03AuqkP68xW0WcdsmouCoqod46rsXNMmLuetiGKGke5sE/v4lpGIb/9m/40n/tN/z7fxv4t/+y1/3HvkcY6qGLrmus1iF+6PL2uw0gFZmt1Cd1JWoG0zQ4HAoenlImgcV8FY79ck3TKMyS3UnaDE03MAstmrIZY/JWFxGP9yf2pwrjIGal0JcEnvOb7gUu01WEZcsFd4pzbM9mtogwNAl10AydIpWTgm3r48BoeTUjOeaSJuMaI5ekH2AxsbFciy6uFONGTEGmqfO8V1WOrcw7nWSIDggx0nLOeFENTfVPdV3gRrqhC+9eHWkdZKg3DANZWWPbJtPIZ3O3VxhT6YvWTYcfCIa2qaRiOR1ygtAZGSpnCaNpGrStXHxJJnr+rhtYTKXNVRXCPRfkgGxK64tQMKanis9uQoYBNoeS3bGmKA9cXU9kOO6INf2QNNimxsPdgcuLOf/lf+kr/uiHD8wXEQ8f9vQDnJKaYyxhJ75rUNfSmmraI7nCEQyDtJdapQo6nyJAUA22LRuqbcnADuDp435EIcTHgsvbOW4g19X65ZJkn2JaJuurOUXT8Lg74bgWy0j61QCuZfKcZcxcl6yQOVLX9UyUS1bTtLGXa1oGL96sifcpd+/2fPHTa7KmxrMsLi9Dce0aBgFQqh591bbiH9B1dkWBY9Q4hsnxkOKsTSaOw2OacrOc4dsWXd/z5XzBQ5rwp49PeK7N3HVxTYu7OCZvapZI0Ma5QGp7mZ2cYwIf325ZXM+YRD6GaYjbsmlH/vv8YkoQuLR9z9cfHpktIia2Q9GqWYhlkpzkpHzcJrz+6oan91v8yCOai7RwGAQvYtoms9Vk9KNomsbHHzZCSHWlp36Wu44sp27Ac0zCmU8WS3TfcZPQtB3hRCSwXdtTlC0Doua6fxDXse8ORJFDEErbt0hLmrYfA1ritMXcpXRdP3pl2lrUUdE8JN4ldE1HllbkmRQguq7zp19/kLmBaajZWE2eN1y/XIzwNN00xuDvXr3nk8jheVeIb6NuCSKP7f2Bzcc9X/zohqxpmK0nvPn8iu9+y7r6O+FQPfc7RQljjRCv5VJuOMOUGL48KXBcm+XVnNM2llDZTSyM824gOWYq0Fhu2rNyozm7MW1ZCEUy2Ug2o0olijxzVKxMJoIbyNOSvv907LMci+nEp+l7LFOs0esg4PsPzxiGzuU6wHYtZuuJsGwej5xOshAausT6nZOCqrxWOl9JV6oq4Yecp8+Wpasbp6OspTX0cB8zOYO92k+Dy5cvZmyeE1zfUa2LnpuXCyzHYnO34/tfPTGfuUyXEcHUH2mRbuCQxoWwWs4tj1ZwpbreEU49ylxOIUMn7yGVnKZqJa0Uk5H0suN9SjDx6XtRXQyDHJHPvH3D0FneiN/t/eMHAELdHLn0q5ngkrtjRdGBr0mVaeo6VSkZnyDzjDPit64/ZZQOg2wmllrYBRCmk/eDGMVUtW4YmtJLyzwlThu+/tUTjiUDtTOa2JubfHy/ZxgGvvzZzUiZnEU+aVmJ6uL+QFV3PPkWP//ZZxRtideZOIZB1jRczyZ8nzxz2iaEM58yr/nsiyuaXk6atmmyXgWYF0tc0xoDoC1dp+l7/uHzE/0wHf9G37IEe9B2PO2P1EXNVy+vRU+9no0435njEtpi6a/7ThmdPK6mkboehSljGzqm7mDrxihvdAyTuqvl9FsJ3CuY+iIp7AfeXK/5qME88Ikin93zCU3XiE8Zpm0SzgLyoqKqG54+7GiqhvXtgpvP1nIabHuyU87iaiYiCBWFZzuWXJPqPrZsE13XOTyfRBVlS8siTms5+QWuQL88mz6XNoVln6/jTmUADIQTn+ycp6pOqZKEJB0ATdM4HkXxVas2bFl1pA8xL1/OSPOGw6kizoUWaZs6t19cMg08srpmd38gyUTSvFyHGIYxMuu7fsD3hGmfJwp7UjWcdglJJniUoftEqnRsg+X1XGIXbxfEu3SUa+dZzbu3TxiGzt/86Rv+Eg/T787ibjmWuMVMkVOJtMqkbSQlfVD87XP/XCK7dMLal+HaMmL3cKBuGw6PovwwTQFf5WWrgifEcTpve2aLgKQQVkfkmcwmAoyqy4bTqcS19U8ZoEXN9uFIqbgvTd2SnkOCF0t0tYhourRizhyTs3NNUxD/5cylqtux4lyuAsKpT9/1PHzY03YDvmuwPVbEiv9uW6Jvb/th1MeeAzvaVpgXV9cLScXJSo6bmqddycvbSExeXU/om2z3BdE8YKuyP3UNmlbiyPpelAqjcqWTgaQfedRlQ5HXo5Sy7wcaxZXuul5l3ioeddkQTBiNZZqmEc4C7r9/UqHn0N/JYnkGkp0H0XnZ8nHTc7uW66FtZXD44esHXk9nXFwv2BxigtBhvy/GqrxTJwdNk8879I3RFNb3klJ1Tp46A7W6XoxVpsrRrZseH0YJpqbJ/ORxW2BZgjjwPTHQVYbBMcnF1WlIyPPp/QHPNXk6xfzk8kJyXg2TspUN5eef3/LDbk8eS2bn0veZux6mIh4aahOruo7HLEVHI2sadnlGvEupipqbxZS0rjmcMpazkKXnE/kumUL3GprO0vPpehnCWrrOc5bhWiaOYXKqakLLYun5Y7WtaxqHosD6x8wwhlKydE2Hp7wfVSnZxcdNzGkecRGF/OLrDziuzWmXsHs+cXm7oEhKlX4ms7OhkyIkU2YmwzRYXURC0OyEthnvU27eXIiZsGxk0a5bNDShQPoO00GZEXsJXvdCl7btiGaBJJ1pcvqd9IO0ctKSyTKSkOlSgr0nywivasav1aXgMoq0xA9s0rQaw4LarqSplP1f19jlog4LPIuqbuWzdG3e/fJeAstNnTB00FXs3/ZY4qv793TIiaYSMTmN7DF28Yym7vtBlDjDWUknoSah41AHzajR17RK7uGPB3758ERTNb91Xf3dWNx1DUcNVC3bpFKJ82Hg0g0DH394pi7FTWq7FlPHxdA0iqrh1esLuVE1XWGAU47HgrRoRwOKMEpEppcVrZL2VXihg5k12LYMXZuqpaw7XFsXmaXS23aqDTEMUs1H84BeRatdLadURcNnPxK+cqAY5o93O3l9sxGqo/o7y4ejLESGhh+6hBMf1xSk6tM2HyWLnmNgWUIxrJsa29TwXJOm6Ub4lq7DaZdSZBW2Y3H/kIhDcBjY73NmUxfHE4ma3w7cvdtjWzqX11OpHg65VChFS10LndJzDBx7wA8cHFtuos1zIj1zPqkF+l4URCB/y2IVShsmKbAdC2/mUObVqCs/Q872dYVt6iwmNmneEuctkWcyCSyysuN5X3K99mmV2zPJav5ff+8Xo356dTPn40MqPVvFoRlhYUrNEHi/PpyWSMS67VUOJlRFi2lA3YgcDnV60xXuQNO0MZC8rnuuXk4ILZtNkjIPfb64WJE1DYdSzC4/+tk1lmNyHUlV/OF0Yun7xJW4rU1N56dXF+TLhrUvWFjJJ5XKLm9qkrrG1g1828JQC/Z5zmS7Fm/vN3ihZL9mp5zJj1+y28X4E4+66zF1xhaOYxi0Q89FIETCduip2lZCtBnQ0cYFXNOE8X52E0u7R7DTlmvx+rNLirbFC1yJxluEZHXNh/cbNs8Zjl2Q5C2TwCKNc1bXc0LHgQmcvhdr/+ZQkpfSRnFsCbs/B8tbjslsHdF1PbWCcU3mIU3TUpViHqqUht6yDPSuxw1cuq5Xp1991PpXdcfh+STt21KiNY/HgtAXuXB6zPAjj8kyktjNbiCa+aNiJ0mqURIt74EUAp5j4FjCjZmuIkzb5PHdFse3ma0ipquI5JARTKS1ZZg6988508DCjzwVWiMzC8MyZTOJpOWbJ8XI2On7gcU6xHakhbw9yGfdVA2HY6kKRelyvP3maUSQ/KbH78TiPvQDZSlDsbpqxIVq1wSzCT0D15+t2T9JpuTl7ZJTVXL/9lk0x2HFi8slTS86ZsMymYQ2fS+2YB1Z4KeBhWUZTAIT15NptePKwneMa6YzYc0EjeQwgrhWq6ImL0Xh8fKV9F8PTyfhURg6Hz5ueff+AO8P3FxF9OueV+sF9uuL8cMpFa/6eChEox0J93syD5nYDvsiR9N1bq6j8SJwLB3D0DnGNU0n6NuqFlhXqyRQhiHtlCDyuHu/H01GmiYogLbp5APWNBxbQqyLsmO/ibl+vWKyCHl8tyXNG9WLlr/z0nExLZPHux1t0wr+FERvXHXoOry48MY5wXwR0Kog6XDqj3LVc7XmeDZdP3CIJWrOtnQZItsGwWBwdT0R1HIlvPc4rYUX43WUeS0uVO1TJmY/DBTK/CTkTpkttK3ML86LumHo6gTAp6q9E2ftOKfQNQYFyOj7AXoY9E+zjKYbqPKaWhmOTE0nreuRuDi/8cbruGo7XFMShNK6Ji5LXk1npLWwVDZZxibLMHWdueexy3MmjiMcdV3HMnQMTafqWqq2G/vKRVaxWE5IM5kNHfYZv/j2jjKrODzHhD93WLge3z1v+eJiRVpXImvUoWhaqeyVs3ZiO5yqknbo2WY5z3HC0pe/QdeExlj3HYeyoMwqqk6i7Pqu5+ZmKdV+mkusoC1oB8vUuXixEBu/oRPnpdyvw8Djc6b038Z4eh72GS+/uKAua4qsIog8mrJhMg9pu44ir0QXvk9FBu1Y6IbMh9q6VURUOUmWdYapIG1tN3D3XHC/FTVbGDrMZp5InE0DhmFss5qmge6o9m3gSq6praswd9ksJoFF10tU4mo2sLqdK06T6PrbusX27FF6fC4wFqsJL29l0b58saTtOr7/xb0Ul2lFrUCFru/QVC1+4MjmZZtcXs0ln3mfcLyLRSzS9sznHo/PGcdNzPp2wfDxQFn95yOF/Bf66HthvZiWQZFVIo0rmtFwUVfNSG58vNtRVw2GKcedLC5YLSc4hsnM87g75sqc0NO0YirwlZOrVKEYgSmDxzwpRls+SEDC/vk0DlIPz8KSqJsS25Je4hkBfNqlBBOP54fjOLRMkhLd0HiwLeqylmDfF8vxYtU0GZamecMkcnBNqRBCxyEOHAGeKU1+vEuVkxZcQ+RXZ8xp30sLQtcgnAnT3DA+ZagKt8Xk4uWS4zamymtaRaIDyIuOu+83zJchddsr1rV8Tdc05Qp1RjeraWgsr2Z4gUsQFkrVYjO/mGI5JpatVEaDcPk3H/djPzuYeBRpOVbux7SBVJy9gTcQKhKmYegsZ44AwALJLbVdOc01x0KCDk7CBblcuLx/FLb2WRIqryG8+nO7p1AeAsPQ8B1DTiittJQYW0uKaSOmAtCkB2uactI7g8v2p1RIh5qcwOK6wtA0Zq4rTCDToupaNnkmtFLb5lgUfP3wzHwasMshKypu51Oe0pSm77mNJliGjmOYGLos6nXXsi8K4iSnzCvKrOL2i0uqtmUW+diuxf6P3nM6ZCzPTJuuo+pa1rMIQ9dxNYu0FtMTwDbLWQU+jmHgmAZFJkPZ5zjhs9UCW9El+2GgaFuOZcnbHx6FwzQMSqE2UHcdt9GEzSFmv89xHYMvfnSDa1p83OzRDH08qYm5R/IFMoWksCyd2cSReMasGk/oZ2MYSEFybutJ+1Dado5vY9mmFA3qc9S0AUPTOFXdKHM9t+SGAYq8xvMs6lwpWwxBYZRZgWEZaF0/EiHLolbGKNjucgm/UX6KpmpZXE6JIml3Ga7LchpSti2tgnhdvlpRZhXHbULbiETXMnWe7nZomsb+VLGcOeN7oZsyLDWUeseyTRYXUxzT5Je//DDKgM/Y8fPjeCzQjaNqN/92IeLvxOJuGMboxvJDjeSYc/lyjqHpnKpyZK0YhkFd1kyXEVlS4LkyMEmKisbpOR1S0mP2yTFm6tjK1QngeRbbvciHulaYJDdXEYdDzn6XY9kHMUQF6oYNRBJomAZZXIhpahbIhHwvBpYBlKFIBqBdKyjVcxvp3BaJ5uEof3p6iDnFFY9PBy4vZrR9T9fKYjZ0ENg2sxdrvv76jqYbyIqG0DPVALOl6XqiwMa2dElksgwsUx/zYgcY8y0t2yRLSuKsZT2XPmVWtGRlR/ss+vt+YLyIAk9V3UpmJcqWiqrZK+mjSZK3VLVgIIqsxFcGNMuWy+ni5ZIqr0fH57lSEWORzACmoSAXPF/ClM88eqPtJVkJRpXD2QXb9yLXvHix4Hlf0g186lsOYq7SNFFCnM1fhqERuPJ83fQ0Ta/+LnFZDoitevi1Iij0TUEOazAJLZY3c3RDZ72akhQSAl3mNWHkScWtG+RNTWg7mJrOt08bbpczbiYTHnWBegG8Ws757uMzhmVwc/EJUnasSrq+Z+553MUxQz/wxdWaP1bzm2UgNv68qbmdTOh+/wV1WTOfhdLm6TuqVvJHm77jPklYeh4/7GS+8WI+BaDpe3zNwtINnivBeUzsT9F8QpNseaeY8BfLKd9//4Dj2lRNTZoWVL6P6zsYho5p6FSdOtHYJtv7A33bUdUds0Ug6jcVkvP2+62IGRSpNEsKidnT9VGBtLnf8/LVBd99c89sLSjismpp2p4hk0xa0zaZWgZxUqmcAWlfgsJ5WLJoHtOGeST33pmKWlYddSPD206Z3bKi/TRAdwwViiLmP4m5E2yIG7ikaUEUyiknzks8pdxxHAvdtUclVJGVyoSkXPbHgmkkELSuH5hMXKJZQBrnzNYT7t9uGTpRyxQTH9sRd/r6diHS3PdifLu6CHje5jw8JtLaXPo8/pZ19Xdica+rWt4kJe4PJt5oqIgPKZ26gNpGXIX7J0GWThYBF9cLds8nKkvyTc+SyrYrhFDY9QyDKFKaWnqDXSvHI8OQGL6yluFlvJdcR02D+JCq360ZpVHkkqLjKGxsXUqg9lz1j/3AZroI2T4cMAwdwzRGnkZySKXyaDouryfiim1avv3lHb5ypaUf9wQTn1NWsJqErG8XPG2ysVcchEJJPCQ1ZS0Oz8kyGgdIp20yYhHyrOLp/RZNPw92lelLOWirWCRbi4nN/baUfqAGs5lHEHnsnk+EEw/dEADWOcT67NqVIVnO9ecXtHVLehKomx9543G1UJxw09B5TEqqtMEOLGaRjR841GU9EivPrBiQ1olh6CSnkraTz8ZyLO7uExzH4Oozm8XUYX+qmEYWVzfTcWNJTwWHQ442yFFd3KoSuXaz9hX8TBlpig76gcHUhI+q6YSeqZg3ctMHnsnh6SQZAS91nj9sufpsLacsyxqZ6ufKu2hafnJ9ObJbzhZ53dIomxbdFFmvZ1q0fY9nmqxVXmheN6THnBfXS9Jakq4s1+Jhf2Q2CfBM+XmvFjOaruMpTcmahonj4JqysB/LkhfRRCr0tiWwLLKmYeq4FG1DaFvSk+9lqHcerrZDz74s+PbrjxL6vgjp+p43b645ZoXMmkJPTglFzfoy4tXLCyzdYJum+J7DbBXx+GE3Dvx3D0cA9nGFqzbo06lUYD0DR2UMrG8WGEoeuj0kTOYBD++2uK6F59skSSUL/FCLrFSZfNqupy9VaLoa0mu6LoYfpMBxXIu27chLmbUtVxP2m0Sc4eq+mDiGwmYM1M1AVlZ0qoByA1noz7yqJC1E1nlI2Ssn6exCNs/kIG2kToWEa5rGZBVSlw3HpMY0NMLA5vWbK8q2pVJh3xc3MxVNKK2w6VLk15/P5jRdx131KB6BrmcxsSnVafpf+xs/5xf8X37juvo7sbiDDFKHfsCfeByeT9w/7lmomK++H6gKmWybtsl+LzuhF7qcDqnwMSyDOm1IkwrLlBvbsXSKM1zK1tVFJTr4czUPUqk5ljCedUMbIUiiGTeZLEIlubKYLyc0Xcf9d08EE4/tVoaSA4zGjslC2O912WDbppia1NfztBQCZWAzW09wfYfkmKnUKRU593yiKRuCqc/N9YSP9xIMvt/n440TeLJQX17MpJfqyyA36iQkoMwqyrKhqnvyUnrjp1MpCON++ISjbXrxALQ9dSM9zbKoaFpJqgJZ2JtWbphatSr6fiCYCCXvfCI599ln64g8LlQgdM7DtqCue5Zrj6zs2B4r5r3oks8tMde3ydJKepyqrz4MYiRplRzPUdLW/dORF2/WHP/4o6RIPcS8/mJN23RYtslsKvGJTduNQDLTEkfiecE3dA3d1OhbPk1j2540b0iLVsLJDY1T1uDUHS8/W5HFBdefX+CaJkXTEFgWeVOrXnWHpaSFuqYR2jZtP3ARBDzGQu9LmxrLtiTeMM9Yej550+BaJqFtkzUZddlw/7QnmPr4E49Z6LPdx8w9D0s3JMgjDEmHgYkrn3lcVUJz1HRmrss5tu9GDXjdtqPqOpaeVJ1L32Oee9xnB+peEBq/fHhic7eTYPN5yHIWsXA9irbhdjYhUCHqpq5zvZjxvmo4ZgWLUEKu41OmAjsCnh5jirRk/WLB5m5P5Mu1FmeywHZdT11r4wA+T8uR0tiUDZZrScVcNn9uWG4oVU8w8TgcCjk9KkVc3w8ckxqSWjweliSH2a6F3uis1hFZnNM2nQRq2wbHuJYEJ88mUPOaqu7xLZ22lZOsJDXpbO4PXH+25rQTwuTiciZ+EuUDqPKK5dWc7f2erGjIipaLhWREWI7FXA1Cbc+i6gSYJu3XhKYWo50go1s0PWM2D7mLT2RFhRdK5N77H7ZYasZ1+WLJdfBXIGYPBtI4l/ZML+2XqpBj4JkGOfSyqESLEAZBC+wfjhJ6Gwmf2fFsPNckTkXiOAkt2bE1uSgMNVgxLQnt7dtOeN+e9HZ1XcIHTklCFguXxHYV/kAdMX3L4sPziTRvWN3aNF1PW4mBKVAoYV2XwYxlmxw2McuLKdtzkpIl/fOrz9bUZUNy7meW4no9s3U+vt8xX5S4vq1MOj2t6hGf/y+OS/74j37ANDSuX6/kqGwZ2J44RbNTgWXKhX8GlrXHcuw/urY+8j2i+YR4LzrlQR0dNY0xsV1X/chff2yeE2xLH1HJbuCQnQqFWIWh73nalZiGxl//gysJvFZ8mlPSiKtPDUXrsiHJ5SI/w8DEIj4owmfNPLJ53BbsthmffX7F1crjeS9D3h++eR5ZN2f56RkJ3HXa+PmbhkanBnAAmkpy0g2dThsYmp4gMqVdo2kiUyzltDgMA9E84OF+x2w9GRc7W/XMdU3D0HTSWmRtjikyxNvZlPs4lqSvuODmZskhFYrj0veoWhlgmprObD3hchJyqiqiyBHJ5EqGuLqmsT0mbI+Jum4demMYM1B3RT5uLLsiF9WNod5Lw+BQlmMYyMJzSSOfpus5lAWWY7J+IVjk0HXI6prLIORYlViGhFh7rs0Pj1vJOl3PiPOSQ5aP2GlN05iuJlzdLrl798zT+x2VaoMtVyG74x7HMTBNfWybtVWLZujjTK2qpW0oLRIdTQWEnENz9KKmyiu6TtQ9Mu+CKJAwjGOqzFCuVM67xxO2axHHJaEvGa/zi6lsZLq07SzblJOxZ+O68ntF8wDLsUgOGX7gkCYqvLtsxJBUbMhL6a2bhsb6asrz3U4w5E3P5TrAcS3h2TsmfuTiBg6v1wv+9JsPXL5YUpYi95bOgOA4ZkuPtum4e/dMlYsJczLzsVxL8n0dKU6/Wq5o+r8CA1VN12mrls6Qo9HZJXnuuYXRp57uaZtQ1R3R1B2j8vquR+s1MRW9XOIdM467lDhtxvzNxXrCdBUhNMWep/c7Oa4VDRfXs1Fjmxxz5pdTLMfi8HwiPaoFb5APvO37cWDy9H47thJsZSGu8pqu6wQ9oHC1IBf+4TlmH1cy3DvmPN9/kkVuDhWXS+Ga9N3A5fVMWimmwfpSclF3zwlPe2FvtP0w9pG7fsD6eBB9bt1yiCtevV6MNMT53CDPRKve9TJArJqWrtNp00aqWUPHsuSobFriyD0HpphlyzGpxwrKcYzxmN31A59/cc0/+uO3JHFJNJHwk6ZoqJuO9dwhmvm8fbvnGNf4roGpa6RFyz6uCD2Tru8JA1u0950s/KaSeR2TWlEENV6+nDEp5cb/9ld3XLxakeYPlHVPXko04xmQVjXCk/HVTQ5ySjnH93VqoApgmrqQKwFM+V452Uh2bOgLbnl1M2fh+eRuQajkgwBpXRNYFk9ZSjcMfPjmgT/4/c85FAVT1+U5y5i4Ls95zGw9wdYNPl8ucNSiOAwDc9cjsm3aoef94w7LtbACWdQtZTjyLRvHkHbL8+5E0vX4gcvLyZTHNGHmuli6wSbPsBR3ZpfnVF3Hz1ZrnrNMKvWhp2o7lgosdshyXNsiO+XUpZgGm1oGqzPHZV8WbO521FVLMPEIJh67YyoojlKG468vl3zYHsSXYuo4rtAcQXrhi6sp9/en8eQ5DW08xcjvGmXpbzum84C6ajgexYNhWwZl3dOq5CVTrRH9MLCYSBvXMmU+5ocuQVpS5RXrF0t2j8exzeqrUBXd1OnaTpKWZqLuCSaezH9CV2FDBNFhGLrQP1UxkByy0Z1dKUf0KWuwTZ2BEzcvF+wejwSeSTj1+er1Nf/fv/+1tGkMCbr5aJ3QDZ00KUScETiUWYnnO3Sq7dzW4nI/D1/PqF/TlFblm5/dsPC80Zfymx6/E4s7qh88KMRrXbV4yhBwXrCadsA05eii60Jo1DRIlA40mgfous71LGBrmziuTXzIyDM56qfHDH/iSZJ7J1Zh1zEIHAvbs8Yw2rZu2T0c8SMhRqbHjPRUiHIhrxhu5iyuZhimwcPHo/TWDUY0wmGb4NiyMMRxiW7oPN7t5OhWd7Rtz7Huad/vxUAVyEdwcyU99uQgN016KkiTksnMww9d+m7AdZRDUzlaOwUZOytwzEoGpVXd8fHDgflMODpVUeMPg8KUfoqyaztpUTRtz8OmYBKKu7brBGXqeDblNiHJG/VzZJMyFW419C3atictK8KJSxqXAsfKpBLp+oHHXUn/lI+bQhRYgjtW3KBpYOEHDodDPqIMfNekajrBAGiCCWianjwumC98USWcSiaLmsvrKQ8fj+iaTtP2IhVVNm7D0qnbnjhtiAJr/P0DV1g5qKqy6QZ0S2doB+h6WkRWOQC+Z3H75RW7h4O0ylYWwdQnUKlHbT+wTVNS2+J4SPni9oL5738uYc+mRTv0OIbBt998ZHElmbKhbXOXxBRZyd/87BWbPGfquHy933HYxUIFVNAsx7NZ3yz4cr7A1HV2RY5jyCwn8hxeTqZ0Q89+n9DPBz6fzVn6Pk3XjZuPrmnUfcfc8zgUBbU6HXqmxbvTkSwusJYmX764xNIlXvBdsqPpO7IG8kYCcoZ+4PrlCoDTIeUyDPlQii3+3IYzLJMyr/jq8xvuZgE//PKerGjZfNwDElIznZ8xv3IyDGeBSjAyOG0THN8eA2zitB5PrCALu67rrBbeCPzTlLFw/3TCMHXcwKVU3g9Nk83KDcR3MVtPiDyXx6cDddHgh6KZP2MHqlISv84YkzgWx7rnGJIXsQh5ejhRNT2ubTCPZGZnmzp1JTOnuqgxDJ3Qsrl8vRpP43lSjO9D23Q0dcvFiyXhLJD4R1tkzVVZU5YNtWop9nnLJLRY3YpZ8WfrC0ztkynvNz1+JxZ3Q/EVahXUoesahmHw8tVaAnlPOd02oaxEJ2uZGl3Tsj1WuLaOobeil5369AOsfJ+DLv3ts514GOD5/ZatafDizSUv3qxHg9L+4SgyrrTCsXTWL5bEu4QPXz/gBpKO1DYdRVLIMcs2hT+jKj/PMXj95QV91xNOPDbPKWUtZpoyq6jqTlUhOsupQ1F11K1cHOsXS+qiFjOK6nG3Tcfyesb8oifep3x8v2e+8HEDhy8/k8CSOKlIcyWr0sUhmpctrZI2dr0kEBVFQzSVXmtRyoI7jyRbMsnlZCNKGTle3r/fjZ+Lpkn60cVCvl+4N/LzzvKstht4+OGZz39yS17WvP3VA7NFQH3KR0YLQOSbfPX7t0S+y3/693/AtnSmasGt1N/ddQOOY4x43jO+9lxtP+9LllOZDQSeye7xyOc/fcHzY8w0siirliRvqfNmNDTVTQ9Nz6muQNcwbdG+G7pGZxuywGsafd1/shO34sI1DY0kq7n//ok8b/hsNSGu5Xhedd3Ygpkqnfjlejbq22eex9r36VsxFr358mastO7ThNC26fueP/zhPa5vY+mSnXl5MefpWVRbr768xjibjJQsOLRtiqblxXzKY5qyK3Lmnserq6UUMY0oXnzLJm9qLMNg7Qd8jGN2h4S//voFf3J3z09vrmi6jqZplSOzk1Np3+OYJjerOfsiZ+kHvJxMyZOC9e1CZgipiA0+bA88f9ixO1UMzxm+a7Bchfzej1+Krv/jnlPaUKswi8XEZnW7oEgK6rImVNelo6z5x00snxe16tE3Ywi7aZ6v8Y7pxJTTft1iWCaWaYytvabtSDMZXhZlRxTI0NZyLeqq5biJyV1pQ0lUXoVhGZR5hR8JA2hQeJCm7ZkvJOFt6CWxK5wZXN/Ox2yAM0DMcizausVduLRNSxh6nKoS33Oo21bEDnFBMPUZhoH/wlef83f+8M/YKPXX9fWCtu+5/yDETc93SPN2xFdPFqLQ69qen19e/hOu4r/o8TuxuANc3YpBomgant7vOOxSZuuJmIDySpHg1NCuaMiKiroVbkytnKeu77D5uGd9uyB05JimbVORv7kwW084bRMe3m+4frUmDJUqZKYwud3A+13O877iauXhhZLikuzlYu77gaePB2aLgGgRCsPZ1seBTtt0GL+GHSiqbiRCnvtz5wFRpxaPuhClUJGUaLo2hnavJsL0bqoG81iQJefMVZ2u67m6mVGV9XgRXtzMeLw7CC617VUPUTTG3SHn8nrGbD3h8cOO7bHCc+Sk1HUDL24n5EmJYegqcakbLx4ZMrUybG0HPEfn5WdL+n7g/oMAyIqypagaJr7L+mrKxw8HPvtizWxZs3lKaFvhuyf7dEzesQyx/2uaJtN/U8c0e9YL5ehTG6Cpf2qTeI5UYENaSdhCN3D33SOf/+SKx7cbVpdT1rrGP/xHj5+OrL+WLIUObdWRlB0oXv2gAYaG4xlUVQftAJp8RoaucUhkODYJLJq6YZ/mLEIfzzQ5ltJ2mDgO3z1uuFxMyZuGru25f9rTrnsi22aXZHy+XNAOPV3f43S9mPOiiF/tHiSY3BtG/rppm7y8WnG/O+IFDoWiOF4Gck2UbcO+yLENwTFvs3w0VWVNQzf0Y6voVFVkugKOFTXNOXCkk8xV17aoq4Z1EOBbthi0LFt09Z6HZ5mkdc3VasbEdvjTHz6OLdL4kJFkv6YKUm3Sj8eYx7fP7E4Vvmsws2wsU2O6jBi6Hi/yqErZgHVDZ/8k4NqsaJmENklWk+biFgeEjqpko8uVDBHropEovuaTXd92pH3WlA3HWAqGs2P5PKht2w7PEnSJ3IfK6WroPN8fR2/GPq5p235sjfz0D17guzaHfSJiDd/BcS05Vff9GP/ZtZIQ1dYthyEeL73JIhxx5pNFyDe7HcHUZ/ccs386oV3PmHneyGFqG1k7zljkM+fHdkzukpiLwEf/C7ORPj1+Zxb33TYmmgfYpsnV69VYzemGDP3aVtLQdaVyOaUS2utYOoulfOBPHw8UVUc48Zl5HpZrMZ16PG8zrj5bM/Fd/IlYuJ/udipUOmQaeNRdx4vXki7zeH/iw1PG7bpntp4AsjOfdsnIie+7nuXMJc2bkcHseDbpMWOx8IjjkrYVpc5g6Li2yK2qRhQDV2tfhsKbmCByxx19Hvr0w0BcVdRVw/P9UbHPpZWgawNt15OnJY5r0dkmy6tQLpqZR3IqCTyTYyI3SFa0+K4weq6u5oQTn8Mmpiwq7h8EL7rfZVxcTajLhsupR3LIxo2p68UNGngmUWBTlLJITFcTZjNPHTmlemmVGc1zZRF++91mBIx1vYReuL6YtQIVdVhWLRdXEyzb5O13W/aHEkfRGs/v2XmdDjxLBsBmQ1d3RKHNZl+wuoX1iwXJQbDRs9AiK9rRzNT3wwgTA6WDrzoGS2c6+5Rg33vC1t/HtQJKwTySIdzNK9HuXy6m6EhoxkUQ0g09RdOymIZjQLVtGDiTiLSu2BUFX12u2eUFror2uwpDsqahbOXamYQeU9fl3enI0vOIIp+0qXl9sSBrGhxD3r+6V85G08IxTFzLZOlJC8YyjJFK+SffvqfMKv6l33/DyvdlUOu6XAYiuZyHPu92B358sabu5Lpd+4IqOA9nJ46Yo9K65ocPT7x8sWaTZ+IvUWEzXdOOmF0x1skp8Js//Sj+iX5gFjpMlxFdK22IIivxI0HxahrkWUXd9J9mJBOPvJA2mu9Kv30YBkx1Op0uI54/7Gi7nqpoxsq5a3tMW4aTddPTqe/RNLVpTFyKVJAju/uDnD4VkNBUMtq8FIFAtctG7K5pSjpYlVcy78srljdzSfEyHFG/nXLlj3H4+OEo84CpQ6GQC/0Aq3VDNPO5e7fj4THFNrWRGWWZJY5p0g8DdVmPkunlKqAsqnHDCqc+uqHx+HzgP3w+cLGe/dY19XdmcTcMnanrkjcNT++3vH5zRdV1vLheUrUtaSEM7UwNIm4v/NEkNJkLGlXkbgOPd3uSYzYqVq6vIia+i2OY9NZArKoAEHniIc6wHJOF5/OTz2948+qKj897DMtgGngYps72/gBAGLm8+fKarK4JZwGnRPqi/sTDNAzKssH1bCYTlzyryUtpJXmujePZ6FrJgGwW4SwgPWa4ngyWyqxk07Q0VSv97kx62V7bczqVzOfeSL3TdVEmbO/3FFnFy1drqq5j3XUUSUk4Ew3tGTh2dbskq2ts0+T6ekGcl2w3GZomPfh4n9EPA2UuA8zlKiSLCw5xrRjkrlq4BeW7vd9juxZ12XD7xZXEIg6DhB+vJ0x9jx//3i3/4A/foesdl+uAvu8pcxmUS/C5tM7ktNKSlcJZz0tZKPp+4GLujGaTOK1l8N10xFlDOHFpmp7v/uyBH/1cono/fP9rG8owYFsCCdN1WdSnKq9WqjIxrqR5y2JqiwTS0rlaudR1P75O0/Zs7g+Yps5HUyc5ZPzsp69Fm95IVaxrAv/68HGLplzM89Bn6fnUXY9lSK99lxe0g+jbt3nGy4sF9/sTviURdoXVoiFFxg+ngt///c8BiByHb/diSroKQ6q2k4BtdR13vQzWNU3jzasrjlU5VruOZeAYJmldKcmmwebjnmngEdj2yIuv+0+tma8fnkRzvYowLYNjVki7QSnIHM8mT0vmkU3d9iRZI8qx52TckDVN4HNlXo046nDqYyn64+H5hGUaHBNpv2DrlHk9Jpy5tsFq5hCnDa5q17379hlNMYDcvleigo6h7hR4z8S2JALPNHVqFbpu2SbhVCr2p2RPNPUp0pL9U836Zo4XuYRKsuk65qgku/psTdf2avaWE2cNtieV9e5RZm6appEVjWpXQuRZmLZJlzdjX3wY4O13WymaFH307KC+WHocDylvv9vw5U+vAbBUCp2lDE266lrUVYPjOwJJ/KsADiuKWnSkF3PyosK0TJ4eDywupqOkrHdFy23aprQq1KDVsCREI/s1LbmnNNNl1XE19bl5scIyRJlgGQaXV3MOJwW0KmoM1bPbZfLc1PdYr6bjjfP4bsvjc0boS2XnW6JVTY8Z87lPNBcAf1XJh9lUDWnejnryrh+wlKV/ugxJjpliOIsUM08FW3DaJjKd1zWyuMB2BEeQHDJmM08oj4qWqBvC1O67Hs0Wh6FjGGP12DYds/UEyxXkwfvvn1hcTvEsi7SqePf1A20/EPkmy4uJMMstk7tvHyW6Ly74uClGNktZJ/iuge+aY7DJfpNy85kkDsW5JDG9/eZJZGm3C+pSKuCq6ojjkuuJR5qLczc5pExXEUHkUWYlD3cHifVT/PWuG2gUDz4tJKTh9U0orbLAwfVk4w59k3/5b37BIRZ5ZNfekxUptXqNXs1ozhtiVkjLxzQ0NGAf11wtXa5fr9B1jeSQ8fSYkKjj+NNO3NGmKaqZ/O6AaxtEjiNwLcPg8LxjNYto+54vX11SqWFm03WUbcMmz7mNJqR1jWeZvDsemTgOKz8greW6PZQFeVLQtR3rWYTjio+j6lr6YWDpe3w+m/P9YU/kOESOGI8OeYGphrTfH2Tx/3y+IHIc6q6l7iQQe+55uKaFa1oS33c1I7JtDF1n5rhSHGk6mDJAPaeedW0/yhSnkc+hS8V1XDZ89sUVz09HGQBWiQSYa8NI14wCERZoauhvKaHBmQ55bkFsjyWTUOU1lDWuc1YRMSKcq7qjalR8nSWu5TxvOKU1P/rxBekph2Fgsy/w1fdrgO8ZWKahmFU1wcTn5rM192839D1M59IKW01CzK8MbNMktGxcy+TucGL3cKTvezbPGVFgslCB9POLCXffb9B18EJn/Dtty1ALMmMAd+CZ6IZGVkqecdf1Ss7c07TyO9dVyz6ueXi74eWPrmjqlt02le81DclKKGtcT9Q1lm1SFX8FFndDmQXyphlRA03dsns6Us3Eej3xXdJKeBWO76Bp2igzPCUS1dU2HXUh/TNLLfIvX13Q9ZJc3zNg6QampuMtZ9R9x+PTgSqvma6iUQJ2/7gnmgfiZD3loqyx9bG/uCsKcZy6FkVaKpebQ6qQBU3Z4LliuGm7gSi0xaRRNARTAfOXeYVlm6Lm6QbyrBINdtcTTn2yuJCNx9BZKqnm5m7P1WdriqQU+mVc0w0Dkd+MNMPPPruk7waO23gMPh76gfmVJMufpaa7Y4XjGIIzfY55/eNrdEPDj1xslS96HmaFvlAWhX0uQ1KtaLm6mbGcheSNaIsf3205JBIJdjg9jHJNCQBvSY45tmMRH7ORo12q0OHZ3JeNoxHj0e6kno9sAZ5VslmFE8HaPvzwTNt0XFxNeBFNRPZXFLz58hrDfOLD3QnD0GgUo+TsWTtL8Wo1DHdtg9kiwA9dslNOOPMlI9e3+ZO//55GGd90HcpKItXC0KEbepKqwbctVrOI0Lap2g5D15maFs9Zim/ZPGUZc9fj++2OPC5EWuuYXL5cMXNdFp5LYEkY9/xmTdW1hLbNVy+v6YazqkUWRV2TNKYzC+Z9fJKF3/MxNJ3bidArq67DNnR2Ra1ODi1pLWlhjmkIqMw0uI0mPGcZbS8zgLyR63uTZbiBnArOKpZZ4EmW6lLmCs9KyWNaBpPlgjKreNgW9AryFngGs5lUyrttyhc/vaHv+3F+dX25oFLZyIZhiIv7mEuwRdWp684iK5oRCOdq0prse6ncs1JmXIfnE7ZrU5UN64UnkZ2aNiYVpXnDYmnRdwO6oTGNfNJZIPm3t6ux/XT3zSNV3XHzasln1yvKrCQ+itLLsnTVqunQy5a2anFsQ5yoala2uJgySQue3u+E+648IF7g0NStKgZ0CkU8DTyT1czk1Zs1d2+3/N7PLrBsEQoUaYnnGITq9/zwViIDi7TCsgws1Qr+bY/ficXdtIwxPb1t2jH0uEhL4n0qgwoF9g8nPnffP6HrGourGdPAwwx16raV473v0DYtpQrDOPcjm67Dt+zxZ2qahq1L2tHZSm7oOlsFMNo/HskTGZgVyoFat8JbL7JS7azZ6HTdxgKWuny5EtPFKef+w0EcmJpGkVXM1pGkSCn3a9t2Soo4KEclSvKVj8MlgPQkDIrpMiLepRIk3g+iBW8hyVviLCZwDbzAYTYPx6rHc9TN8nAY/27TMvjs9Yw8EUOTZYqt/nAspedY90SBOX5vnDV8/noGgJGWozFl83gimPrYCpN6+/kFRV7heja9YtiUNQpPLCeatm6ZzAL1WXeiozf0kdXfV90oscxLeY313OWQ1OwejtiutFXQJH+0SEv+6IcP/N5ract8/+GZm1eihNocSkxdG+WXSdF+okQaZ+17x8ePZ5xFSNd0BFOfmeOKw7mSKvxiLQEybd0yv5gQVxWmpsvg0XFp1UJ8UkNWQEKoTYN39xthq2iCnh6yGtOUwfJFEDBxHCY4FE079rwBdDR6BonB8z0e0nS0pIMMci3doFHa9bNhKW8kmckxTHZFzlfLFd8fDhRtw/3uiGWbzEOfU1XimAamrrMvC6q24zlOxhB4w9DxQw9vPsHQdPKmZnuSU+fF7YLQtnEWBlkp+bemUY4nrrwEN6uYLS3WlxGuY+GaYpA7F3JNIy3LXBVIq+sZWVJwPQvGsIv1RUR6ynE8m6qoWVxO2TxIFF7gGuSVQmD3FaurmWjVAcexeP64x7QMVp49ri+hI/OCH725YV/kRLbN+63cG3Eq/or79zLsrKuGxToapY952Y3iib4fWCwDNs8p07bj8vUagCjyeRi24wbVdgOHg9BObVtnPnXQ4orlzOb28wu2H/fsH4/yPsQFju8oU9PAMPSjP6bpBqxuAAPyomEZuSwuZ3z929bV3/K182Lw7wL/TeB5GIbfU8/9z4H/HrBR/+x/OgzDf6i+9m8B/ybQAf/DYRj+o3+Kn4HjO8KtUMHH53ivuulp2pruw4666Qgn0jrpmo7945F2KTTJzYcdhmUoqJGhensmVdvS9D133zwQzgJevVijI73IHqlMq7Jmsz1JlmfdjrCvQaUeAeMHul76gsO9P9F0A9eqJ5nHhTjkNjGryxlD5HF1I0c1gO3jkaDyeL4/sr6ajjFbXdORl5JO4ysFyyFpPs0ELGk/VXk10jHPyoS+H1gsZCZwOkqVsns8ois5qWvrIyzrMZMLLExqbEsfzV2zRYjj2tL/tHSeD3JK0Qup2MtaMMB3H2PR+rY9jm1QqWDg5CCqpqqoifcpddPj+SI9NdUCupo5HJNaZhPKxRvOgpGXv3k8MV8GGJaBbcmCP597LDQZiLm+w+JSjtbxPpHYQ9fiuM+Iph7xISO+KnlOUnRD47CLWV7NyMstZf2JhnlGJStP0yhl7QfYPKcUacnNm0vqquHdNiH0LTHcRDZVXjNbRyyWE6q25dtvPmK7Fi9erAltBwNd6cZLdk9HXr+8oB8GklQMKFUtCAzT0Lh+taIuZbbkvpFB2uMp4fPlgn1Z0PU9j7lUuEtPhq2OIayR83Xb9dL2ORQFXy5kLmVo0A29ojs2zNwzMbLjKgx5H5+4Wc4oWuHKg2CK/+zxmdUkxDNNKZYUqqGpWy6ikKbvSeqKNC0Yup6J75LVNUXTULUtRSohJI6VU/QdjqXhuybr6xm2a1OXNXGco02kXz/Ctgwd1zTJJ55Y/X2H9JSPvWRN00YYVzQLmK4EJgZScE0CS0JW2p4kbyne7rh5MRNF1TCM95AfuuRpyfH5RFO33Ly55GoasXs4MlwN3CiVk2OfZcHw/S/uxv67bcl9dLMStENRdaR5w6UtqWpd1xPvEl6/viSpKgxdKvSmk1mE75qijGsHEWBYOrZl8N0vH8RrE7noZStKtUragXUjXpTN44m0aFlM7FG913cDVVlz3HxS4/xFj3+ayv3fA/43wP/+H3v+fz0Mw//y15/QNO1nwL8B/By4Af5vmqb9+C8LyR76gSIplENOGDJnrMDz3Z6iEkeqGzhsNymOLVZv05GFr61bdFMWxvMxf7+XwNyrtc/FyxXLmznbjwe+UVTJaeRjGaJvrYua0qwx01Ji/JYeqWpnPD8csVUFZxoaV68F7dl2EuQgCUjViO7sO4hPmUpikkzIIim5ermU9sgyGPGlXSs3UKMUByAaclPXaHtxwQ3q5358v2cycQmnPpNFSHrMyNOSNJZFPQwd0lRCqZ/e76TavJnz8EFME+cqou0HtLYnV5VFkh9588VKaHuuRV6K0SoKbJbXM/pvnkdZ2K6UKnq5CvnVtzscS4aLh22CZRo87ws8R8idi8spbuDy/ptHnvel3ARNN4ac53FB3XTcfLZmMvPwIo/D45Eka5iE2sgR8iMPx7Mp0nIMZjAsk8h3/lxS1x//yfdYroXrSdRgmVd89dde8fRhy14hXLOiFWa6itmrGuHkgxiZtseK8pcPRJFDUzU4ns1Mbc6zdSQhEr2YqbJUTF739zt2fsJyFkkFbjuELy+Yux550xCGnoRrhBahbzG/nMqcJSm4fLXiKoz4s7sH0ISlbuq66o2bLFwPR82DzvrzHmg6WcCnrsvaD+j6fpwFnaqSieOOyhmAqpNcg90xGTN2c7ceX7PMKrzFbEQER6rFpIUaTd8T2jaGpnN1GbIrhEGvaRrbfcz+8Tia6DQNAk8IpTevlqyWgmh4cXPJvii53x0wLfGI6JpGmlUEc5tw5tO1PaHnMPnimm9/eSf3TujiR+LaFpOUzn6TjDjdRnk6GpWRKzwZg+3HA3XTjcXFMAxURc3xVFLWPdEhxXEsqlzyGjYI1fXm1ZK/8eYVrpJ/PqYpx6zg+cOW/almdxIuv2tLW+y0S1lfRnz33R5N03h42pMc8zG/oGl10l5OA2IaFJRH1w2kaqbjOkoJE7nkmaxdVd0zm9ickhpDH7i+CnE9B90QFLppGVR5PW4Ev+nxTxOQ/Xc0TfvsL/t36vGvA//+MAwV8IOmad8Cfwv4T37bN2nKZNRUjUgHAT0tRxrjWduaxZJzKFPmHi9EorqqhiIX2NXtqwVVUWOaJXULT9ucU/yRmxdzPv/qFtswOGUFxzjDC1xm6wnbj3u6RnqFVVlzOMpxWtM/RdqJC01j5nn86v2OfpDgalvFA4JUmLqhizpA19WQ0sBXCS3xTnJOD88xs3WE69vj0KRVietlrcIkNDjE9WjgEJytDFr3Tydu3lzgBi6TRTjqhAWBANNlRHrMiA8Zs0XAcZ/JycCUOYBt6niOoFctV2YBh0MhHBhT43Ihg2vLsZjPXDGU5KJo2Mc1x2Q/VsHn73EsMYw0jdIcuzYT3+XFmwv6b5+kZxo4lFlFmgn7p2l7mqqRbNfAlUGRa42ICMs2x0zYcBZQ5RVFVmEq3XNySD+FeweuBCqHLst5xHPbcdomvHh9wen4TrwAc5dDXGObOq4jp4/FwqcqJPGIYSDNatK0IitawkYyARYqrGT3dBxVIkHojKCy4yaRAPDAwbIt1pGot66CkF9+eKDMKn78+y+IHIe4LBn6gddfXlPWDe9OR1aLCYFl8e55L3rslxfUitHuWmoIach8RB+0Ud3SD+LG1TWNpu84KdIhgG9Zkk6m6/y//+E3/Ff+2k+4XEx53B5Jjxmh6zD3PAnz8Gz2RcFNZI2Knl9+/YGff/WKbpD2kGMa/LAThc1DkoymHNM2OZ1KsqIdlTk3r5ZSnRsm7x+2vJ7OMHVt5LaHs4AsK/n8cjn+/vskG/k1128upG3ZdMT7BMMw8FRq2du3ezGg9cO4Uc/nPn0rqV3H77eY6uSXKCywlZYcjiVlLS2/7XPCYZvKSbZoODzHFLkM//vPX9J0PYFl88V8QTvtiZcL/p9/90/ZHiqaXxuSAkwWEcH9id2pQtcTYddcLVhbsgE8fdiRppVwh34tIEYyFwxWVzM2D0da1TJsFfCwqjtuX86xXYvnuz110YjCaJ/hOcLPOmvwf9Pjn6fn/j/QNO2/A/z/gP/RMAwH4Bb4u7/2b+7Uc//EQ9O0vw38bQB74SlZXT1a7N3AIYsL2dGSkuXVdCQl6sdMqoVYqjk/lOPS5jnh/sOe6xdzCW3QNbKy4/WXF7i+ja0UM/NQhnJCzzNo1xOOmxjHs8Y+cN+LbnaxDGST6QY0pKfaKorbJLRHauVsFZEcZcNwXJG1naFnuiE8i7btKLJKYrOeTiRpjecYrBR24LDP6bqevpeQg66XtlHfD9iWVFzyOA9oa6JQdOnxMR/55yDHujyuefFqzuXtnOMvn7FtyQMNfYnP6/seP3QV6Ev1xZueh22Jtiv54cOJ1czh9uUM9znhcVeMblFN0xT6dwAMhqFnYokLt65aTruE4zb+/1P3J7GWpWuaJvSsvt393qezc8zcvLt+u8jIyMoGSkIlasQIGMAMgUipGJRUYpY0AwalkmpCSoyQEjEAiSpICSRKDKBUNANSVGRmZBMR916/3ll3+t2vvl8Mvn8vuwERN5JMVLq1JZebm5sds7P3Wv/6mvd9XlzPwVBuQeMoVMusaAf2epFJGk9ySAV54DvD52BaBnXZUJc1ltNIRZ4WVGXN+c2C+eWMaBtTZBVFJmOftul4ej6QpwVVLuOt1z+6JItyUSw9HtB0jWDsk0YZfSffjx+6tI2gLxzP5hBFpJoYZB6fU6ZZRZTWTEc2ad7g2DqjiY9hylKwyET1InJXcEyDD0d56K5uFnRtx8oPWHg+ZdvwnKY4tsX6cc/Fpy/wTHFSloUYjbbPR9KgwL84U0u4BssQWqahOpjbOGLlBxLCYZgiZVQKnZUfcCgL6rbls08vabqOrK4VtXNM3XW82+65nk1om5ap6xKVJbYhEX9nNwvypuEyDDkUBZssk9HdtSlh9PuU5Ys5XdOy22UEnsl47A52/r4XXb4byPJ55QesM8me9UyTcCJKnbtDhK2YUV3XsXox5+VkKmlUSpHW1A22ZzFTFMxTpd73MJkFhNOAuqx53DxRNTKLPx4/7suISlmqG9KB+6482EGCgvpW2DV50fLNbstPlit1RoGp64wdh89/esPxD3+gR/hEeQlF1eHe75hOXOKkIi8aPvnRJYd19NHVnkmyk6/u5xPbaT6R4I66rDl/MeP9mw2aBhfnUqUXuYxhT+EnWdGwPcpIyrF0JiMbxzZIf8sB/S97uP/PgX8XyTr4d4H/KfDfhT/XMvXn0m36vv97wN8DGH266A1DFzCXuqnTSKzueVZiGjrBxCdLCrJEqjtd14nTiuenmC9/NsawJKz4m18+sH08srqaEVYN46KS+DdH5nDP6wOWIzrdU3JQmatEGMukV44127OZTQLGY580LZjlcnh0raBkHUsi7nRDZ3ExpW07WbDuc5arENOSJaPt2dRFrRxxMg6QxU2jWjCp6DM1SzxV6idkgq7mdye9643KjN1HKvGmqrl/iJiNbMbzUEYGR1EP2bbOYRNL+2opVrljDiyOXCl2/LGHP/bo+wNJLkEcTSWMlQ0lebnHcwx+9PmC3Tal63r2cUWZtXS6sM9DX/TgtnpfjvtM1DCpzCDrtidOG9q+53wVUBUVY1WNV7VolFfnY/abmKB1BfPrmIzUbP60hD4l1U+XlVjHlRHFU5A0EHlrldeycykqludTrqZj3tyvufhkRZlXNHXLepeLvT8UtpChcjpNSySftbrpNa3neVf8Rkj5x+u4bUQW9/h2PXQm1njMPpdxme3ZnE/GmLpG3tQqO7Xl89mcvGm4+CzE0HVqlTw1Pxcn6IurxRAC4mNTdy3rrBnCNSzD4Ho0Hg77um2VokZwBVUni2DXtKjbjnWWUZT1AM+bOA4TxyFvGpJjxntd44uLM371/p75YswXiwVN12NoEgloGQbuK5ObyeR0/w6HmGnqvPr8/DeKD3i+3fG8PuCPPb7b7fh8PgckiMa3JL7uPo7RDW3AO4+molDb5hmPj7LkPGxEN29sU54UGkPon6J8eriPaG6Pw893XUdZdayWAa5v83AnY9VEpTGdVF+OZaLrwoMJpwFRsqduO97/+p7PZhJ1dzK96ZrG57M565sdv/5uqzKEVUh91SijYzKo66pcIkPjXYLrmNRNRVW3TCYuD0+Jcnt3lFXL+jlmPHJYLANVYHTkacF+L9dP4MlcPy9bLENTSWUOs7MJt98//dZD+l/qcO/7fviqmqb9L4D/k/rPW+DmN37pNXD/L/D1ZDvetHiBixd6xIdsuFlMy+CwjmibDtuRwOBe9Z+6rrG53wvq1rFwHck29cce0TaRmXeSU5VqVpWLPfyUhRgfMuGtH8F2bQxTOgE/dDnGGa7vEARCOjxV7F2ngn4XI+qy5rCJsR2LUSBzsru7I/OJw2gW0tYNlmup8A6d7eOBxULaSN00yLNyYNAHnnQbji0HTKO0sLZKVMrinKfHPZZtsnnYi178mLOYOCyuZlwvZ7xvOp6fpBIXqJlw7JdTGRl1bUdbd9RN/XGx2Hasn2MsS2dm2RyiikoXKdpq5pLlwoWXxaC0/ouJw/LzBcd9ymZfcnkWiKKhqLEdmd06nk1ylEN+NrLYHiscS+f+MebyPKQu6kHyWNcdgZfj2FIZeiOXyWKEa1s83G5p2xY3cJldTPHH8iA0DMEan2Srz49H0crbxhBM/PyU0LU99hdXMsN1bM5GkmAUjD2BOT0chPHe6/z0p58ome2G23dbsqLF0PuBNhkltaQ7eQIQK7OSu++fBifzZBIIfKtpuQhHeGqOrWvasNys25b7JKZuW56fDoMHou96zsfhkKj0lKYqiKMfVF+p4sifhAKGrg2dQKgMSYamsy/kcJg6rmSmti3LUKr58yDANSWKb59m0l3qOnUn7/H66cDck+DthS/0wboV8Jip6TR9x+vFnHQ8YpOIzHEZhsNM3XdtwonHeBZyFgQUdcM36w2WJWjkqCyxDGGhaxoURTl8/+kxw3EEifA3fvoZ2auKP/76HdEhJ0plDKEBhZJc2uaf7XL7UzCNKWNRxzbwPIup6n5FhSIzdkPNrvc7SQIr645dVLHOMlzTwlS5s13f85xKgtPYtzBNbVCiZUWDlwvoC4Qs2TaCdq7KhrwQ/TrAa18Mecupg+2YfH6zwHEttkqZd9op7fc5m0OJbenCxjFkEa+Z8u+2kb3PdBHy7recq/9Sh7umaZd93z+o//yvA3+qfvwfAf+Bpml/F1mofgH8w7/s63WdtHGhkh+lx2zQevc9RHFJngua1m9aXF8WFmcXY6mUbJPjPuWYyIE1HrsCCIpyZhdT2rqha1rWjwfFQ2ZAChumrqp4ySecjKXC39zvKbOS81cr9nuR/C1mI77/5o6+l0CJpm6xFF85OWbYjslYBV+cwr41TaPYxExXYxzfwQ0c8qRkPA/YbxKKUuz6AHkpc7euB1+TkOyk7ghCh+uXK56fDpiWwf75OMwkDV3js6+uMXRp3XVTH1Qto7Hw4R1lnNBNQyURNbi2YG59ZeKSABDRFX/+ucxMo4OAjg7RnqYTzT4IjyNKOuo6Yj73+HI1pus6ulburjwpxGTWyEz6cZ0N8slc5V3Gccl8EVCvM4lLcz7qhdumHWSOhBLk4YUupeqeFtOQ2w9rLl4sxGsQ52zWAmubjWzm5xN2T0fiVExl+33Gd9/csbyaYeg6X393x9fA6sWcn7x6QXV9zi7PSfNyOPx+/PKKhw87wQN3EuemaafvvycvJV2rrVsmi5HqBhq6piPNS1zXxjENLEOwvWWrEWUFXddxPhljGzrfPe3QDY2+7XBNk6fNnonvkdQVedNwNRoNLBkAxzCVga4RwxEQWDbvj0dmrjf8OoBDUWAqnvuxkP3VYiZ6/F+/fWB1PpXFqK6xOJ9y9+aZuqy5fbflsx9fyQPOMpX6QxcypJqP53XD/XbP5XzKMgxxTIO26zifT3AMA13TuHg14v3xwH0U0bU900BSnLbHhHHoUTQNx03E6mrO1WTMQxzz9F6QILtnqcRnrstFGOD+zOKff/d+UL+cOuA8LcnVOExyk6Wadiyd/S5TxRikaYVlSoedxjn3DzFVXYrBzdAGvLOuQV13fPPNLVd/MJIUpDji8WnP492euu4GgJlrG7iOLI/jQ8bibMJxG/Pmm0fGY5eykGLSdQxmI5u2laXu+XnIdDmW+L11JIt52xgomF7g8HoeYv2wZjz1CCc++6cjuq4Rjl21T8u4v90P1Mi/6PUvIoX8D4F/A1hqmnYL/E+Af0PTtN9HRi5vgf8eQN/3v9A07e8DvwQa4N/+y5Qyv/lhZYk4Lru2BE0bFqwg1dhpiWd7Nrqukye5QgTXCuf68WsWWYWh+OTrbSz8l06CQBw1KjFMCdioypoiq7i6nrF5OmLaggZdvr7g/e1aoQFKpqHP9GxCfSsmBTPK+PxH11wtZ7y9fcYL3SHtJYsL6jqXLqNnULucsiGTQzZkQDZtL8nwMOB0T1FzpRpTrddHLMfk9u1GVbliLPrkxy+wDLm5DnHG9n7PbDWmVu2ipski+vbdFnIxXpySlwxbE+TqxOervzLlsI4oqxYvdJk4wqKXAGOdh9s9Xd8Pdvyy7kiLBm0vDtjZ2RjHs9nc75me+QJPqluCsQ/rjCKtwdTRVWucFQ1hXnE2dznEcvM5nkQSlnnN8ZgzqVsFY5LP3Q0c4l2KNteYnU+ou47ZJCAceZIkXzUEE5+7759UiHLH2dxjfyx5dxcTxyV/869/ge1YfPfdmuenmIe5z3gW8OnVitfTGR09d1FEaPdD6PgpZ9Y2P47KdE3DNA0c18b2LCzX4riJaZuO6HbHxbWMIS7CcDAHTQOPuCxZxwmmZTBbjFn6Pt/fPQ8OascwSKqKQ56zSzK+WC2He+RkZjrtR5qu4ylNWPmiWd/lOSOl436pxid503AzntCMRvR9L6wa3xYEhmEw9Twmjkv1Qh5WZxdjHMeibltC26FsmoFv0/Qdt0cpLFzfYV/IZ69rSgmSlnRthz/2WAUBE9flcXMAYF3VnM8nVEVF4VpCq7yaY+k6VdsNy+ndNuHqZs5hE/OcplyNRtRdOyzYT2z+U3WuqUyDU9VuGNqwO9ofCixLcNFl1VG82wrvqZZxm9xnstNqewYWzfM65evthr7v+ef/WGrjwJV90nwZDsqu8SLk+f5AUbaM6kZGlaWoYZargCTKmS1HfPmTJWlVURU1D2/XRIcn0kLGaJ5jkObiXDUs4e+0TScZtIF028sXc95888jqxRzHNPnh14+U9UeF3V94rv5lwPf/LF7ezaRf/e2/NgRen+y2x63M284vp7Tq4nE8m9n5hPSYER8yDgeZcW/WCbVyVFqGxmRkc/5qJbZgTaNICxzfkaSlTTzMNN8/rAeUQdfKBXNagBqmVOeSDepiORYPb54BobxJenuIrYI9QEYRfdczmgc8vl2rB4zN08MRQ9e4uJ7xfL9XwQMavmeRF2IxdxQcLM0FXfDpp0vSOCdJSg5RNWhwFxMHXde4fH3GJJAqqGlbbr99xHYtvvryhkMpxpCR4/C8PfLDN/L3ns+FDw8o1kuFH7o8PRyHrufsZkHXCrK1rRVWWElDi1JwANPQ4pBI6oyuS9TZ6y/PSQ4ZaZQRjMXl2TYd795uSYuWohTXnmPpzMa2Yu7IXqLKKxlzFBW6LlLBYOzTtlIZ973MN03bZHu/xx97BGOfpmoYTQPyrGR9uxUzSCFEwbJscR1jSH9ybYMXVyO++uKGP/on3w7qB9eW9tdzTK6/uADg8/l8QAP88rtb0ijnEFfSVSlgnexHdMaLkVwjY4++7Xj3wxrbMvj0J1ecq4UkSEC1rmm4psnUdTE0naptZFmqxhVT16XpeoqmJs5LrmeTIU/4PhY1xhfzxcBrr7t2MDJVbYdt6BiaTlSVQ3V/SonK6oq3z1t0Xef9d0+cv5ixWslD0tJ1bt+vmZ9POBuF7NXf2TGMAVmQVJVyxHo8HmNCz8EzLaKqZH2/wx97wz2qG7ow1V1Z/LuBI0E2yqBoe5JSlCfy5/Q9OL7NcZ/hOib7qGQ590T2e8xkhKbksLaC+K33kv3ru2K40zSJ2zzl6YIUNiemv2nqmLo2KL9AcN3LqUNRSb7AyY1qKmXLKXQ+ULyY2dkYTdPYPR2xHZP3Hw40Tc9iajNbjqhVKAgIT+q4TzjuErK0GuSPdS1S1pFvYp08KY7cB4apywFftwM0cbdJOCY1N9dj5udTnt6tSfOGUWjz67/zH/9R3/f/2p93rv5OOFRBZEFdpyrWHuJ9SjD2CWBYfBqWyPP2T0fevRc8Z1G2lPcRlqFzeTFSuM+SrGj44esHiqplMXE4e7nEdWWZw3JE23Ucs1zGM1lFkZZcfXpGWdScNimaruzxbcdsGnKIRKVzjCsWFyZZIg7PMhPA0tO7jVxgpo5tmswvpuweD0SZYIePRQPspTp2JWXGDRx0U5Z016/P2W8j3ny/oao71o9Hvvz5DU0rsr48KSgKGU+FEx/HsZQu2uTbbx/YHkuuQ5eH3YH901FAX6FLGuUDX94wZTm9GAWsD7EsFh+PZIWwo+ttRhQVOJbOMZGxhmFonF2MaZtOtOROTdO03NxM+e67rVRPTUemiIGub6Obwr5xA5evfv5CFqdFzXGf0nVw+XJBFhccdim6aTBeiKu273rKQnInT9mz6VGi3DZPkTBFioZwqhMELqVVk8Q5hqGYNGp+f3roGLpGqyBWedlyexdhGPdc3CzYHR/Qup6qEc9CGBp8/4s7pvNggM4tw5D/0u/9iKKpuY0ibt+v5UBRdNEiq3i6E9SyZZuYlsFf++ufkdU1XdsJ/bGqMUyDq9EISzf4kze3eC8E9GZqOvs0I08KXl+tZBbdNTw+7lmcTTA1IXNmdcXM8/AtS+iBihDZ9Qz5rX0vB72uacxdb8AKFHVD1jY03cex2mwRcn42pek6YuVIXVxOqZV22jEMLENQBYdY3v/VKKRWf67vitFvl2cc1pHIbcuG5dWMLMoJpz7750hJlt2hWy1KYftMQmvIWtA0CE5RmbZB3bScn4dUuYyJQt8S2Fjbi/s8LwmnAiAr80okjlNfuvm0lNjIqa/47lLVnyTUmiHjTtPTmY0+GoOSY07biurHMHSquqXLe3FPdxK0Uzct/eNhCLC2HIsXV2Nsx8Lxbc7nE77/4UHyUVUWdHzMJUdBnSm6Jt2FqWm4KkqwrFp1BkiORV4Ww55ON3SyUpyxppKSmraJ1/XY7kfH/Z/3+p043Luup6pbxtOA6JBi6fIEbltp1aJdQtN2jHyHMq/I4pzl1KGs2sGB2XU9u60Ats4vxpTKzOQpiNDDm2fqpmc89bAdi8QyFOtE3oK8bEgOGZZrUZcivZqOA4pUIP6desBUagnkjz2O25iHdxtxpNnmQESsq4YoyoYlsD8SnXvTSYhv6JtkeYvny8zTsk2WVzOSJOf+g1T1J5rcfh0xmgfkacnjOuOUMSoHfYVvWeyjlKJs+OSTOWcXM/7xP/yBkW8SqkpK1zWmI5sgVO5dT1p3RfcMSQAA7+FJREFUTReefFoIv30ysqkbUa4Yhs5i6mK5FllcDEoUgLJqsNVyWlf2/tX5eJCRup6jlmWaUg7IRWi7Fp/+5Fq1nq2wypOCcCI8kOQgJjZdl3HRKVChbQquv7gg2iVMVyPaxyPffbfhuI25fH3GTqEViqqlacSoVVTtgGDQdY2rlSc+grLluE8ZzQLGocU+qtCQas0wdfxAeClns7HAuJ42vLtfM1+OGdkOf/UrWbhWbcODZ/P0fktgGXRdx34dDUvwr15dcigKvvv1LX/1558qgFdGnBVyEGkabddhGrpKAWt5jGLBKU8CgolPaNmkdU1dStxdrcKsdTXGbLqepCo/Gp8UUvgpTbgIRyR1haHpvD8eeHq/5cc/uuHLy3Pe7naMx0Ks/PXtI5qhM3M9AstiV+RsskwWmwrP3DatmpPXuKbFyg/wTIvHNKEqakazcKhWR47D7umArgx/nXJt7zYJuq7RKedyVojJyFYKm6ZsqFUegmObxMeCY1IxHal92DoajIGOa1OVNW3dDPTIYOyj6Rq7dYRlGhRZpRbFGk0t0knDkHGNpXwORdXia7Kg9EOXvusGvK7n23i+TZKU1HVHoUYox6gkGPuMF9KxO55NtEtIDqnkB+9FqTZZhBz3GUku3YDvGowCm6KUyEpTfZ95ISbGKCpYrkLp1LOaZeCI9wK4vBiJWbNpqZQA5MSj/22v34nDXQPG04D5xUTCMQ6yUD1uYvzQxXYtXEMfUn0sR7je1T5TqU3akItZ5hXhxKepxY14Ush0ncjQhKciOnbXt4eLwDQ0RvOA/dOR7Sbhy5/fMHVd3uUVF5dzbt+vOexSmrbn7FxMQpWqcpq2R1f0PDmMpKVyXIvONqnKGsPQubwIZdHT9LRqdjqej3j/7QNFWtD3cH45ITxmrPcFWdHw9HDg6eFAXraDI6+oOnS9IT1mZJF0H55n4Y88Prx5wnMMFmcTdEOT93Gb0PcVwVj4623fi3VcPQAF7iXvra5pVFWLoSvujbrhTu9ZnkgC1HSkMx57+PuM6cwXFHHbkSfFQAEMp4EKdlDqJvU1irTg6e7A9acrPv/xNW3fs99GcuP6kot5ar2rusNVh/xPfv4JT+sDIDK4OG0Idwle6LLfpmSFIFTTvMG2DXSVT+s5BqOJqD7GXc92K9GM05nPMa4ZBSajkbgux7OAaJ+SVOLgBHh5uaTqWt7drymyUuSKvstfubjEeXHNY5Lww2ZLlW9I84rkmPHNh0dM22Q8D/EtG9+CumvxPYfQsrk/RGLz73suL+cCzUtLbNfG1HWauuE5ipkEUhh0SM5q03ektdLUGwaeH5DW9cdwFV3neiw01bHtsM5SvlgseDmZ8m6/xzENXFs6vre7PZZrsRyHAIOrNTmkVEXN9fmCsm1oXJv9MSUceRi6zpvDHsswmLkux32CrQB6VVFjnRvMz6fE+0T450VFfJR7zrYMzq5Gw3jlRHft+54yqyjrDr3pCEcuui6H4jGpqZuSwDVZnQXsdxmjoOEQnRRTGq2ucdhE4luxTR7WGWxzbEtnOpJD2jB1rLKh0BtJRrN0TFMKyKqshxS25Ys5m7sdTaVY7J1kAcxDm+nZhPHYp6xqol3C8zFDNw0enuTBZUUVN6/mYoR8OhJnzUAjLeuOsVK9GIaIHsqqoWmlsyirljTK8UKX+cKUh8Y+pWtakSqHgtzeraPBtJenHzlGf97rd+Jw15V0scwr4kOmbnKH0Vzm5f7IG4iGmqZxfrMQJslzrLCa8nWOucxap8sOW2nhTctgv0mEUWLrXLxaoekaeVxgOdJG9z1cf3YOMKSZP75bE40SXN8hyUs264Sy7piNRAKXx/ngXjUMDcsxSSN5co8mknn6tE7RNZiNHS5fn5EeM6bTnuOxoK1airxi/3xkd6yYT2zKqiNK9rSqfTaU1l2MTT2BohM6trgV66phshgxsgyiXcLmbkdeSDCBbpxcvw2uLzPbeJfgjVw0YL+LefP9Bs8xmARSIbStcFjqtoNCHLi+Zw0O267VWF3NmJS1WkKXdB1Eh5wilfg5S4WJW7Y5JEUtrmYDWjmtG7JEAGWWbZLkJekxQzd0Xn1yLpTOvBoOdsc2ePWjK7K04JuvP5DnNXnRoiGjoMeHiNVZiK6jvAFSYZ2Y4rmiZcrYph20y/cfdvzkr7zi8TGmV2ObD7dHTDNGA6LoHZOJx3Q14n57oG/FTRsfc5IoZ3E2Ye56rLOUV5Mpv//iivLijG/WmwHsphs6NxdLvnle8+XZiqiQQ85wBN42cV3lCJVr/sVyxu2TaLmf3m9o2p6bv/EjfMvmUUknfcsedOFjxyRvGh6TmM9mcwyVsWrpBlNl+PEteVj6lsUn8zn7Iuf9D09MFiG2K2Y4S9exDINjUZDVNcvlZJBZ5mVDVVTDCKBoGuq25RhnfH6+YrWcEFgWD60ozHRDH3wETdVQ1dJtfPrVpYrQlH+KTB5kJ0t9r3ZORdWSxAWdWlyfRBRl3bJ+TkXpVreEvrig06QkSmscS1RzmjpIR75JlNaCLvFNPvvqUhUnheBDVIJTvMuGJXlWiGlqty84vxgBcPWpYIkt2yQ5pBw3sQDwVC6qa+jcXE9wXFu61sCRB1tcDcXYKTQmV6lp4k41SbJ6wBjXdaeUdIUAAvcpRV7hevZQNBqmwXQR0nc997d7Vmej33qu/k4c7m3T8fxhSzjxCcYe/shDNzRGs4AsynEDIcLVlbTY0S7h6eEoVn1LH/AAVSUqknAqksr9k6BA60Yi4sahaEbXdzvVhvXEB6ni2q5nMpNKMxx7ipdc8fLVGb/447fUTYdr6ywvZ9RqeVakJUXZEIzkRqoUybCsUhXq29HrGttjyY1l8OnNGU9Rgj8S9Kum68JGV/PtrBCjgqZJBF3bQV+fYFfaIMMydA3bMfFU4AGAP/LwRi5dlw/oYsMwPnI1Djlp3nIFZLOK3dORspKvbZliPMpziT47m3vC6lFtalO3HPcZVd3y4mZOnpaMpj67p6PSB7d0nbSe01M1FNfqwezSVA1eKHgATyGRFxdT7n94Hih+VVLwJi3wApfJcsTVzXKQFG6fDtzfHhSvoxsok23bgwWbdUJWtMzGNk87qWZO//80081ikWf2nUjmoBsqc4A0KVlMRH/8uM7o+o78OeFpneLa0i2dONyuY3DhWvzpD7eYlsF2G1GVtejUXyz4gxcvcAyDvGkGM9O744Htw4HVizldLyqaUxi1Z1qDHv6TS6WO+Rz2zxFl0zJyNF5PZ3y72zJxXcEYDzN3id/r+p66qSnqBiwhQ55QBGUjrtV3T1tBHYw9ZtOQ0JZYPcswuI8EQhXYNkkhubBv7tY83u0ZjVyWV7NBEROOfQzTIKpKvvv1LbPzCceNIDiSQyrEzqoZ7t+ilAxRW82Rm7rF9SXFqK5aDNWNJlnNYuLIw6uV8WOpwHWaphHnDbapYZo6o5F8Vk3VcBk6pEmJPxIome9K/KCmyRgoyeQBdUpcMiyDKJYEKM8RtVpetgSuhP1cXU/wQpft/Z7nDxuyrMY0NCzLYDQPeb6XQuaY1GiRuMzHoeyZ6rJmdjZhd3welqWGYgOdFqpd17M5FLi2wVc/veTxnVAkTUv2SfXTkX1UMQktwolP13a8fbvDsXQuriZkiTCc9tvkt56rvxOHe48wS7KiwTR1Vuctju8MF8KJJ9I2MtPdb+IhHLpT5oW2lSfgau5Jkvk2Zn8ocB2hsgGEU594n0gCUJyDJuOcxcV00NCepIt91zM7C4lzaf9sS3ThI4WrvQpH/MNnuSGqXGSV80VIv0lkXl61WGre79gGC8/DMy26ruP+w47As/BHNtPrOcbdjvvHBEuBjpquR2sZtvBt22O0/RC1ZylFz8kH0DUtyTFj9WLO7GzC8+2WKhaXbZmVbI8SXOI6BnFa4W5jMhUB9psJ6pOZOEYBmqohTiuqRjojqW6hyEt5MPbyQNEP8us9x6BqOg5RyWJhkCQlk6knh2op8WonLAPAcZeoEQyURU2WVvi+RVM3JAfhyfdKDnp2McMLXd5880SSN0NHI7JAmasvZ47Eq7XSSZmGNvy9i6rjaZsPUXtN06FpUj1OVCTfdB4IKK3t6Ls1RSnV9ymV6vRw63uYz31+fnPJfRzz61+8ZzQLqFQm6Ltv7kXJ0na8ms3wLYu//vKa5zTl1U+nfPO85va4RdM1fvTigqbr8W0LQ5Oqe1/UQ+DK4nKKb1u8Oxw4D0KuxxO+2+24Go04FgWeafEhOmJocvindU1UlSx8j7Su2ec5lmEIa75tGU8CdscEN3DwLRvHNPnF1+/JbxY4piRXNV3H2SjkPAj5/vt7iSvUS57erem6XrDIoXQxH6INRVFTl410KV9eYhkGu01EFuc83B3EUemYjBcy+kmPmUTiWYbCQAuioKxaLs9DxrNAEo+iAtPQMD1z+Bz6Xoq4rqs5xBWffjJD1zV2u0zm6aUssU/j22loDWIAy7HYP0eSbmSLuqZVh7pl6qxm7qDW2m9z6vsj04mL7drqQdBzPhUM8nwV8nB3xLZ0ul5Q4FFSMZ167LcpcyWVrZuWwDWxVEfSKR5Or33MnN09HVlcTIRauZWzQ8JpPlr7o10yTAgctXe8+ETCcG5/y7n6O3G4a5o2VEdG2/P8KHhZy7HIs3II89CNj3wV15YFiXCT++EJrOnSFmqaIguqebxhmXihO8CLTiwS25WwhaSqKPOKIHCJjqmaG8O7bx6kmr0Y83h/5PHDhnAasDXERerYBraKxJPU9h7XMZnMVOCGGg+8uVtzdTEni3KOiSQ1LduOMq8Yz0O+nPh0Xc/DreTAllUr8XCahhvI4sYwDdGPNy1t3RIlkvJeVh3zuaeWl1IZV3VLltfEmSxsxoHF5YupyELzkkIhaJergKZsiOISLakIfcEc7CKZxxtKcaJpCLrUlO/3+cN2YMwYhkapEKVZ0VI9JcxGtizJmnbQZSdRweJszPxiOpARdV2nb+XhU9UtftlIsk0nqNy66Th/MSPaJcxmntxAezFFubapcmk7uk6Fjpuia+50eQgCv0EHlNnmSWXV1i3+yCPNper8kz96h2XqvHy95KhgcHlei7xtEbDdJHiOyXgW8P1+z/pOko9y5c8QJLVQII+bmA/fPjJZhIznIZ8vl4S2zWIUcJsU9HXPr97f0zYdZ+dT4qzAdW0WnscmE8ZQ6ErwdhB63CcxeVaSRhnnQYBjmFi6zqvJlKQq6eiFT6Np5E3D7f7IYR3h+jbT+YizIOD+aac6uZoqr/jq5pLzl0uauuViOmJf5OiaxsoP+OVmjWGIAWe6HIk2vofnD1vWj2KqmcwCVpdTPn1xNiAQ6q5jryGMpaRkNPFom47N/Z7FhTw8LdskibIh5amuGuYTUVnVlQTdJ3EpUlNDrj8L0bMXlcgIbUsnOmRDnF7TdBRFjW2Jj6PteixTzgp/5A1O99EsGNDUZ+eC6473KZZrEe0SFhdTjod8cDkft/GQ43rCDY/mIa8DF13XeHq/oW56sqLh4SnBNHWcY84oMJU/Qjp41zaGkefItwhH8j1GUSFudUPH9eyhUs/inP2h4PbdlmPaMPZNAk/4Qyca6l+2Uf2dONxBlpKBJ3Oo9DcS622VOpLGBa4iBjq2yXgqIv+yqHj//iCHqqmTZ+WgQbUt2aLL8tRhNPIxNHlyZ0khS865VO0nBYdvWRhT4X1888v3GLrG47ZgHwkAqH9OyOJiMOnopuAOFhfTQfal6zreyB3s94apk6cFP/zwgB+6TEKLY1KzjyuCpiOKt9x8smQ8D7g4n3F/vxUCZJwPsswiLanrFsuSzE/PlSe58KY7xrNAuPT3e6mG1chF5n2iaOnUGKIpG8aBiWUKr6Wupaq4uJIHWOCZytXaU7c9J2KIP3KHmaWua5RVq+BKGg2oB6pUJFnRMPNson3B2VL06H7gYJi6CtWWsI6urdHUMrCsO6ZTizKrqHWNShml4m/XmLqm5qwWL27mApNyLZJjTt8nxFlNpRKXSjVnr2q58R3LoKzlgamBhDkbGtE+JZx4dB0cdimObdC2HQ8fdiR5w4ursYS2uzabux2moTGeh0T7lFYZb048pFB1dPE+Ee5+I+aws4sZU9flH//qB8JpIDftJmZ1OR1ct1GSUxUVk8Abxglt07LZRoI9VvJHf2Lx0xcX1G2ncllFrngoCnQ0bFMWtGXT8GI65t03D3Rdx9X5HEOTvZau65T5XsiMtRqdqXm6Z5piXGpb7t88S5D52Bss9aYt77/VdiyuZrxazen6HssQGNihbXn34ZksygUfMQsYzeR9eXy3Zv98ZDwPeXi/xQ9EiWOY4p+wXGuQF54SlE47tpPJ0XdNZb6Szu00ju3UuE4eBsKRCX1TArOVaAAYsBiWbTIauxx2KW3Xs1yNeHGzRNc0XozFSZ7FOZ9dn/HPk4JR2/Pi9Yq7N2tG85DjJh4MVeHEpyxq2floGse0JkoqXr5ecEgkoMWxReYd+qYEitsSM3jqniU6tGE8D/9MsZn+yQcOcS35CromHhOllul7iaf8ba/ficNd1zWuriYsr2YcNzFv3wor/EzR9GzXZnkp2vfLSwEundp7y7W4bnuSo6QXWabwxMu8YrYIhllvUzesFYyoriQmy3ItikYCjuuyZjIJqNsWxzRZH2LunoUDvpw64ujUpVPIioamzXjxeonrO0M6UnrMGM1DFsuxOA5Dn++jnLbpmMxDpYvXuPlkif944GGTU9UVuqbxiz994Kc/u+T6+oJoGsjCbBEqfb/B9n4vjtWqEbRu0xGGDsHIk0WR0vcOCiBTtLqmrqFZOu8eUpxNzs215KUalsHzOsVMq8H+fFAzvFgxPExTqnLLlHCP6JAThM6QamPnFbpeDiObvgfb/Ahc2u8zLENjt8vRdeiSmr7rmJ5NKFJ5SHRdjz9ymU0caVuVfC1LS45JRZq3GIbwQ/KylSqtbqhK+afvOpZTF3/k8vggiTV1+3E5BzLm6jopICxDvifb1ImigulqJAHKpoajG5y/WpLHBcW7HbttipcUrK7nlFXDyy8uKbOStm6GVKkyr6hUBTpdjSmzCtM0WF0vaKqG58c95XIkMr2nI00lO5oXFws80+SX61v+4KvXPCYxjmESWBZPx4jVbMwuTmmqhvU+YjTyWT/u0W80yqZh4fskVcXUdZm6LvsiZ5vnrHwfQxfkQTh2hzSxumtZBQFZXSu3dkdSlTiGwcoPeE4THNPEaVu+/vDAq88uyMuaeejzvI+YTALaXuinJ17Qu/WOz89XRFXJPs9xDFEH6bqO5ZiDZn42Duhf9jy933BYR7x4vRrCni1dDsm2bZkvhM+zf44QuKmmVFrCd2lUBVzXH3cltqmR5oJmLqqWdNPw4swfFrGeL9ht0/KIdwmH9xGlik7sgf/C3/wRX8znf8b5+q9/8gpdEw/BN4G8F3/l/IL81Q3/53/wz8XZ6grj6jRNMCuB+/mNuF+TY07omRyTGrPRWJ2NmCzHHDcR+21KXqakRYttyrU+ngZcXs5Jq4r3H57J44JDXFM1HV0v2nzbMshicb0bpgQT/bbX78ThrmmaGF80Dce3uVAGhpNLcey7FE2DaRl8/+29LHeqZkg5Gi9CwqnP9n4/AOw9T/TZeVJImpFilSRZo5JQdJJDOhAHs7gQq+9UmBJP7zeYhkaSyR7g+sUE0zL5+tfP6Kqa8AJRO7CA/bPwZ6pC0ml6wDYMoqiQTbgvUV/75yOzM3mQFVWrmO2nsUXGd09rXiymmLqObZjY8zkPSUIYepRVTbxP6bruI/JXyTfrspYkKs8RlUxcDLyKLJaFkGsbRIecrhfGiwT0yqE8GdkU6vAEFCtaR9dRuZUSt2cawmo5vWrFhz/9+GThBlnUBoFNUUhV3bQdSVoxVmCl8VzmsKcKranbYeZ/iGuaVqIEZZwi7s5DVA3SMN3Q2D4eed4VzKsWxza4XIXq61R8eEqF1aNs2qc5pqbBbOKwfDFnHErlnhUtltmzHIecXZ7jBg6P79YSmNLDbDmSz3js0SrQ2nwhVXuTirW8LurhxjusI7pGDvzkkFFklYwFpmORxmo698eI8xcL7uII2zBolAs08Bw+3K7Fhr4as38+crWYsVFv7Mzzhvf/NjoO4ddFcWSraYxsh9C2h9jAQ54PVbmuaRgXcw5pjm5pShWjs/BF9/7NdsPNxZJ9kTMPfRrFfUpzwW8Yk4CL5VQ4MfuYtP7IvZm4LlUnzBRNF0VQ13UkZam6AHEtW7ZI/ayi5u7N8yBk0DWN3S7m4SnhfCFL/a5p6TqR5UoFLnF1vmtyjCVKM/RN9EIRH02dNG948XJOU7dDutopVGR5OaPISpJjxn/5v/hTrkajgQ9/OotM7SQLhlc3Z/iWxS/Wz9zdbciKRpzkyhnd1C11UXN2s2BztxOMgKHUTFOfIGyHX3fcRJL29WrBH/3R7VAMdd1pfyRxm4Yhlf75QtAcedmyj+sB1X1KijuJEf6i1+/E4X6ST20rGa9UeU2a1zJOCVyirKCpG57u9qR5w/FYMJm4tHXLdCUI03ifkuX1sHALQoeXnwvHev98HEw1pqkPH2S0Ez3v6sVcqnl1gf3pnwhP4sSMvjgPCSY+8V4wu7ouLeEH1fa+/NEVdfURnF8VNbqvU5QSXF3WLbt1gu9bOL7DcRvjjzyqSiBhhgY/+upsiHCbuq5IwTRhg5wHYmH3LUtkkW0nIb9q2XuqYg1VrQzskVbGI7IHMJiObZ53hZJjaYPNejKymSxHVA8HHtcyrnJtXX0tMQeZyub9vCsGt2dbd2iGxmrm0HQ99kkrr2vMF8GA4T1GpUhRHeEDbR8PTJdjDFMfogM7JTVc7wvZnSCV00mm1vc9s4lD0yjFhsLDJlmD4xhMZr4wfaKcrGhYno34xBL1winUIMnkc2+anjitKH545q/+wWfYts6nX13xejHHM00sw+Bfe3XD4XxFXJY87A7YjvgItg97JosRzXPEw2MsaVyWLORsz2J5NmHzfMR2LHrF+j8/m2K7FqPQY78TV/Ddeoc/8tg8HZgsR2R5ych3WYQ+lqFz9D92SMHY4+kYCem0LFl4PnlTs85S5q43wMVMyyA6prgLk77qOZ9PeP6wlUPOkDi/sePwnKaMfbmvVqOQoqkJbZuvN2vysqZsW9qmpbN7UoVgOG5ieoW41ecjoiTHH4nxyTIMkqokqyvivGCyHFOkBZNZyGEXk9WSolRm0l3K2EPc3pOZ5CV0Xc/b7x9VKLxGMBHvRHxIaVQe7zEVEmPg6YoZL2PHqpKK3rENRhOX2dlEzoT7PY/3h4Hf8nt/7TWhZfPN93e8/vE1L8ZjdE08E/+3X35DfMj4r/ytn6Obp3SujrMg4I++ecf3329wbZ3LF1M+f3XBDx+eMSyJfpxfTqlPkMDqlHFQEYw8xlczQXD86e3Q4SY/rDlfuGRFq9g48n4/rw9DiHcw8TAMg7I6KOOahMbPul6wxsrM+dtevxOH+6l9E8OLiT9y5U3IaglZWKr51thF0wr8wOHi1Yqp4/L29pnjRmKu2q5n5FvSvvkODx82xEchtlW5VIpBI1Cv07zYMA2O25hW5XrePW5JMrFqe47BxdLms8+uKJqGMqv44nPR2LeN6FKbuuX7X9zR9T2HSGSNj0+ifLGVtKnvIckb4qxmNXMpq5b9oRgYzaPAYr4Yc4zElPTkuli6QWBZg3LCMQ2yuuNmPuVQFNRdx9V0LFCnT8/Z72KiXcJ2k+I6BhMF/Ir3KX3fMz+fEB+yYbwxVtr21dWM1XKCrmmMZiHJP34rEi/HYDZxMB2T/S5jOvWGEURZinbZsETDe2LAu7b8t2nqg9zx6f0GwxC9smXqmI7BeB7KA8j4yLjX1AzfNHWaVgLJdQ1ODXgP7I8ly6VPEpdAKuiIShKg2kZ01acl+vNjNCTM33wirJzDRhyk+6ganKvbOCUMHTzHYmTbQ3uuaxpzz2PueVyNRny93eAYBmHg0gN3H/ZDtFupHNInVspJDRLv5QC7/bAWrIZpYFgGP/r8WhabbcMB4c8vpyP2ScZ9Lw7U5UwQGbnCGBzWEa8+OcfQddZZykUYYmq67IZ2WyzFugeGcY6ma6xezEkOKdvQZ6ygYkvfJ28aXMfiOYr56cU5/+BPvqVtWhaXM8aOQ2f3tGpHkxwyFpdTjpuY8VyiBq8XU7Z5zmOaYKuwEMc0uBiP6Pqeh64jjrNBxNA2Ejx+cpnGe5ECOwq61pRShIQTH8Mohk5OeP0+IN1i10Hd9AShw9yWubql4hjzpGC3joZYxaruCH2T0Szg4pXPwvO43R8JRh6vp1P5emrHYdomu11GVtW83R/YJCnPt1uaqiErJMPUMARvkFQVtieOak2Dw1qcxY3iFGWFwMPcwPmY8oU8iIqqo65PrCN9KJR2u4wkLlldTNRDSy2DPUvhB3RZyDYd6TplHNrU/6pUyP8sXj09z08x49AeIuLOXi4xHg6C5HUsor3A8GfLETfXK1Z+wLfrDfe3e6YKKdApBgRA28gWvqw6DptIpeWUw8PD7Xp18egUWcXl6zPifcKb7zekhXyN2chicTVjF6cDDKxre2GFlzVVUZPEH5cap2ANXZcRRVHVAybXRNQcUSIzbpDOoO1Favhwux3Qx887UTnUrovTiCHF1AQs1fU9jmlidB2+ZTN2HJKqIg9qoTmmpQqSTuR7rlqmM9Gkn4BKPTCeB8zPp4S2rTCuNYd1xFc/f8GH756Is4bF1Yww9Oi7J1xftMQasJw56MdqGMP0vRqfIEvRXLEwNg970rSiVmYk4dToJIcMf+TSd6Z630TWmZetCjHoMAwN3zWwTEneaTupXPKyZTISx+vzrlQjHemW8rJlPHaxAdezSR4ToqTGfhQomuPZXF5MGa0jykwCFJq6wQscbt89cz2e4JliDPqjX7+hyCpmZ2N+8uKSm/GErK5YeD5PaaqKD0Enf/7FGcddMsxf20bSpdxAcoCbuqWKcqpc5KnrOJH3zDIIp/IQBjlkLIXMNTUdx7Y5C0I2to22mvJyPOE2jlh4PqFtY+vCd/98Pqfve94fjySNqgLvD0znAa8/ueDucUuUFQQqes8zLZE+dh12OOLX2w3RIeOLn90wcVw8S/7f2+cthmkwWY5Y+AHaSlhLs0Dm+jPXxbds2r7jmw+PXJ3P0dG4fdryeLvn1ZcXlHlF3/WK4VQyXozEeT7yxEikrP/6WI0QE8Eib5+PzFdjwqlP13QYpk6zjrl8uWA2DRk7Dusso64a7n944sP7vZIQSgaxZekspw6T5UgW2VGOpRu8Wsz4/nFN1XbcxzFvdzuiXcJuHWMYGv/xP/hjcgW4cx1Z8NpKknu6x9+/fRKHfFlT5BW2ZYiRyjbwbYur5XgwTHWdKF+mU4/Z2Zjdw4G8aDgmFSPfIlXFX1F1ajQYMV2O0Q2NqpBoPSsu2RwqdF268unIFkDab/g0/rzX78ThbhgScltWDXdvnrEtyUy8+fScd9/ck6cCnTokNcum5dHe88f3P7A7Vkr/mjMddxSlzLp1XUPTNa4/PWeW5LQKC9w2UmGZloE3crhYTNjGKcG4w7Utvn1/NxzGhgbLyxmrmSx5dnFKtE1k3hu4JF1PdcyHxCQNCH1pw01TxzQZZvZp0coyUNdI83bgaXRKwmmb+qDWWFzNqPKK5WxEVte8//DMX//qNY5pcB4E3B0iXMfiZjyhbluyusHQdT6Zz3hKE5KDSMxW1wu5IB/2Yg1XAR1BYHN2KfFwXddRNg27bSSGmarl1djji5/d8O2ffhDwk1K2bJ4irj5ZousaF7MJd887PrzdKCmqRlvLqEc3NHq9Vz6EHM8xcR0h/mVxweJqNkTqnUZMXSe//qQZ1nXRKLuO3DRdL3p84+QbsHTunzOqpsM2Zf56kjhmqRoBmQbTkc32WLKLKpZTh+d1ym4ny8DzyzFu03E5nxKFJd/+6Qf+8E+/w3Ft0jjncJDPdr3NWN/u+L3f+5Sr0Yi8aTiWBbZlyOLWltb8ZK6TKhOmqzHxXhbUtivU0Lv3BWcXE754JYqXjp6oLLkajYhKkerpmsbUcXlMEzok0/RMmZTeR0e2h5ix43AsSvKB8+5QK5VMVdR4I4/RRObyvmVxtpoSZQWlwvjW7UcDVN/3kqk6dln5PpYus/+u79ne7/nsq2sOUYpjGtiGQalp7NOMxBIVz76IhLt+NhtIlZqmsbqYDLrzNM7JEyFEHjcx41kw7Mu6rhPSo2eTHjNsR1AGi7OxQvpKVZ1EGZNZwM3ZnKcoIc4Ksijn8f7APq5p2489Xt/L4T5ejES7nlc83u6ID5IilqWVcpo2RInMtGVpLxLKE/Om73vyrBxYPqfYR8MUdIFhiu/E9QyWC58kKTEsA28kirnN/Y7xPOS4TZify6gomPjYnhIsGPIg6hWtMi0anncljlfg+uJWzZWixrF1tbfq8TxLuX3/cwIO8xxZLIAoYGzX5uHDhqJsKMqWcWirpabB8/2eODt908JZruuWrGwxNA3b1mV5Y5r4szFxWTI1DIpSlrQnONUuET3yxfWCb3/xYTAK6A2cL1ymM1n41W1LlVfs1hFZUjCZC+CnVhz5k8nC0DVM1Xa6jrSMk1lAGuU8bHLqtpN5aiJzTMPQh2Vk1/es9wWatpe5fJrjuTbLi5n8Wk3gTqNzZ/iz6lbmgiJfa9jvYtq25eWrM+auR4eMIgzLYGSbmJYpmZZNi+2IrPTd94/c3seMAovQt6jyipHvcvXJkizKsV1bGcV6bMdiHsrhNZ+PhmDuTLGpe4XAFZWDunhtkzQpOX81lodMXg2qKIlUlFzUUSCX4qtXsyGecD4K+MP/9FuaRtQSlqlzcRZwOORS2ZvGMF4aT332u5SxCiipS9m/SPB4S5QIIbDrJRw82sn+5H4jiVbL8wmz1Zjt04E0UUYu1fYWVcu+yBXVUefrP34vyIoXE0Fm7FPSvKGsO7xQlqDHTUwwEhNXOPV58dmFWOwdi/frHUHoUZY1s9Af5ugAcVnyvD1ytZyhaRrbLKdsJWwaRM7nWxa2buAYBusspaPH0nU8y8K8mjNzXfYjj4swJKkqXNNiW8YkTsXK99E0jbKu0TWN757WvLxc4SnoWFrXwk/ve66/uOT56UBV1vwyuWU8H/FiMeXDeo9rC/M92icYc400L6mUi/zick6cSbJadhSOTNV06Cpj4PF2R6jyVvVex/Ed0mMmwgjHGYiID2/X6lAUF/tkMeLN3RqQaMrdsVQsdwnmHocWZSVo6a4TBd0XN+c8agnnL2T2XeQl07mo0dKkZDp2aA+FdNFdzyi0sRxLsiQUIE83dNK04hBLMTkJLTRdZ7IIyZOSTu0E+r6nLmp2jxKk3tZiLizzahAN2EplU+UVqXKEz8eSyxu4JmXd8vicYpsZVSMa+ZMp60efz6XzPQpSu1A7t7/o9TtxuIPMlspKDnLXE7Jc18qc9kTaO+5T+fBO2ta2p+87rFAuhmkoD4XxLGAxCXl42pFGavEz9nCVzrVru2E+OV2NieOMJGuGlCCJz2rZbiLOz6bktVT9k1mAq0iO8TEXrS7i5tR1jf2xxHUMPNccKokyr7Aci4tFzz6uBVqkzBV108nybxWyDF0eb/fyoFCt9UUQ0iEc77EjCghLN0AXM4SmaVRdS1ZXfP3mfmC0nCLZbqMjeVJSVKrN9ATjMF2NKQuh6mmaxnwis9iTTVw3dK6WM6LQ4/lux8vPLnj//aOYYhyL0LLZbI4kmRyYtikPtBMaoW57Qs8kGLkEI4+maoi2CRevVtgnr4JnkycRq+vFMLo4rCN263gIL+i+OJe9iKHR1ErL3HZ89tUl20fhvdiePWjvx2OJQzzsCg5J/WcwBfu4Elu6wkKkKu91/3TEtE3260jCmJuWycxnshhRFVLhFWXLw5tn8qTguBW34PnlREUfFkN2bF626jAPFE2xoyoqtvclP/vZa2xD54+/fkeelHz+0xuKtMAajyjbhmMhYdZ11fDqfIGh6zwmCedBQEfP4/5IFks4RrtcohkaUVmwTlOpxjuJ9dsXOVFZ8noqhrXb45G55/NiNWeXy9za1GU0s80z/EAUFycmvGMamJ0m4dV3G/yRhxs4PL3fsFsndF+c4/o2m+cjn96cwWKMY5psno8DHyrJSxrlGymzCn/kDjJi1hGeJzP2pBVE9HETMV6MJNz8uMewhBEzW41lFv4gQord7hFHab5PmQcg407HQhWIPWnRYvQ9m23GP/2TH1hcysFeVw2maWBaJvE+IUrlfry4GA2UxZmqsJ/eb5ifi3O0yqV7PE24q7rDaUR91/UyajUMnVefn+EFLh++eSBNRObrdj2WJXGQri8EybqSomM0cjkc5DP1VDxo3QjpdjLxaGu1r8ukGJ2fi5dmu0mwPQvbs37rmfo7c7j3fc9o4lNv00ESNJ4F6CoMt0gLuranKuthM53mcjB+9uklSSX427gsmbguZdOwVbPWxeWM/XPEZDlC1zVW51N6oChrXs6n/NGf/EDoi/26qjpV4YlCYL4cU5cNXScJM5YtnHHT0MizkmDkYlgi2To50LKiEWVIWyobvIau68zHNnEqrbSuy4w6K1riY87Z9QJ/l7De5WTrnPmx4Gw2ZpdkdF3HMc15MZswdhzKph3Sl45pzre/+jA84fuu5/FuS1HV7J8jiSZ0BZCWKzlenhTUZc38Yophmbi+zdu3O0LPVLS9I+HYJ01ydEPj+WHHZB5y+27LaBagBQxVe+CZyiUowQN+4EjQb9sOy9LzV0vRKyvjz/e/uif0LZYv5jy+XXOMP6InTKWr913hhtiWIQwhQxbmd0/Cfw9GHodNRJeW0gGpwPO6EALnKYxBsmQ1BZgT2ZzvmgOtTzcNzsYj0kVGcsiI04Z9HBMdhCoYjD3CqUGWFHzz9RN937OYSEDx6+mM7XnGJkpEEvnDGi90oJdUMfqe2fmE+STkh/ePuIHD/HxKuxAzVTCRBCVL1/FdF8c0iLOCqJSK7HokwRDrTA7lpwfBXXw9euLlcsbt/sjNfErZStUYlSU7pULJgwYdjVfTGXXXquAOn7JpMXRZxG4PCWfzMXPPZZvlQow0LVqtwzENzi5mktVaNnz242t+9cfvOawjVi/mg3KnB8a2w3gRslcH/OlzBgWjKyUBzOp6llczkQsXlRqTyqJ5fSeiiPOXC1ZBwLdvHyiyCqKMx02u1DAfl8YnpEhRilR1EtqUlch1DQ1FodTR9I+iAseTpWjfC2J8NrLVvagTTn12jwd2j3JdWyrLt2t7TNvEaQUt3nRScGq6RplXeL5DnKVYpux0TF1Xmb4th13KdDVSC1Kd929ESrmYOHiepdC9GmleE3gW+6gk9E1uPlliuRZd24myruvosp7N/W7I6pW/47/i4a5p2g3wvwYuEPHC3+v7/n+madoc+N8BnyBRe//Nvu/36vf8D4G/DbTAv9P3/f/lt/0Zp2pqshzJAiIRS66ma0zHwo5+mz/juCaOZ/F8f8Ay5WmXRjl5XQ/hwI5hULYt262oJYTnLG5GTznxLMOgaOSG+OUPd+RZOczahT8iJpjJckSaFhINlgnVMAi9wTbftC1N2aAZIs06WaXlohb9d6u0ubLlF2hVrbb4wpIRWP+7r++wXVs0tI1Aqr7++gMXr5aYlsXM9RTaVVyIv/jujsf7wyBZPFWKfd9L+kwpubGebwvNMKkU9z4jiwssy6BSOY+dbfLqlVQ30SEjSiqebrfKmCPkufu3IgV7/rBl7wiGYDKxWL2Yc/f9E4XSmZ+/XPD4bgO9cEgc32Hsu6IRjnKVKCVRie+/f6ZpOvaxKA10rWU6tgl9i3Dqq/1GqpjYPTeXIetdThwX/N5PXvHP45y+7WiaFlfX2G5S4aS3HyPITtZ03zWxTW14fzUN0rylPJaEkw2OZxPvUxxbx2jl5j8mFeu9oJhtS0ZCpwXjye17EUgIdN12eIHDYR2xfTiwuJoxmwSkRUWUydJ9/3Tk8x9dk9U1SVqwmIS0nRwY93HM6+lMwkpaGXOldU3bd7Rdx/75o/rn8d2apmr45HLJm6cN18sZZdvimeaACD4FaPuWRWBZJFWFqWvcJzFfzhccyoJw5DFzPb7f7zmldkVlyc1Y2OwL36ftOhK7ou46fv8PPuXufivhzLMQxzSp1UPcULTHumyk21UP2zTKh5B4x7VxA4fkmJFEInk9IW2nyxFu4LB/OpI4sigNJz7TxQhNfyaOZW8kY1AxplmGRtf3TEYWmiZ+DM8xOD8PcT0Bkzme0GFPggrNtYj3KbYlGA3hHcmIN5wGPNzu5d5fhBR5ycNTohb7EpZtGLpS7WnDg2Y5dUWT3/ZEWUaRlUPlrus6SSTfr+cYXFzJKC+KCjTEbzIfS1RjeygkslAhGQ6beBjJ6LrG8zrleBTmzttvn7n5ZPHbz+6/LGZP07RL4LLv+3+iadoI+CPgvwb8d4Bd3/f/vqZp/wNg1vf939E07SfAfwj8DSQk+z8BvvxtWaqjTxf9q3/nbwm0Sf11Tgfu2cWE6xdLNodYkn5Cl7s3Hw1GliVs5LMb+UYf322YrcbkacFoGgwW82ibcPZyOWy526YlCD2+/uP3g6ZaVxdI3/eEvsWLz1RsXJwzngU4vsMk8Pjumzup1BUN0VU62vHYJc9K8qLFsnQCNWoSd6RwMZqmGxCglqkzDizKulPgM8Wm1zSquqVqJIprNPEIRp5C7IqLc/MUiWtWJcucIumiQz4wVbxQGOVFWg4moqyQB97Z0h8CMXRDTBlRXDJVobxN3fL8KNTHTz9bUhW1OEL7fnDFWraJbhpE25jDIR9Qq1neYts6X/zsmpHj8Pi859dfP6Hr4gydjh3aVg71JGsGNyFIJ3C6mX72+59wf7shiwvW+4KzucviakZ6VNm0SvO7fY6ZzHzaRi6x/T4nTiVWzTA0pqHFZDFi+xzhOqeKrxmCLyYzn/PrBb/4p++GguCEUBDsrFwTo8Diiy9XA1juk+szRV8UC/7YcUTVVJWibOo64dgDliU6c8+URaR0mjZl27DyA9ZZyv39lvOLGXFWUBc1n16t2OY52+cjj/cHJhOXL7+85oc3j+y2CWFg89mXLzgLQt4e9mzu97i+zXwx5mo0/jOz+rbrhM3e9UxdF0vXuU9iUeUobMFpd2OonwNIqkpm62VJ3XUC/mo7mlpc4oGikZZ5RZXX2J5k75Z5RRplrJ9iuq5nNvMwLZO6EkKj5ViMpj62a9M2LQ/vtzi2BLgLr9xheT7F0DTavufdN/es98WAEtB1jdAzh9GMawtZtesh9Excx8Afe1TKWAbia/HVslPTGJDhgSemqsNBWEaeI7CzyXLE5vFA3fTD/dr3PctzCeTRNI0szmVs9STL89nYoes64lRkuYuFPyzxp1OP0dTHsAyKtGS3jsmLFsfWmS1CdtsEXT0wNIUF7nvpHB6f0wE25jmyzJ+PHb77H/8n//Ixe33fPwAP6sexpmm/Al4A/1UkOBvgfwX8P4C/o37+f9v3fQm80TTtO+Sg/3/9RX9G14rjsqlbnh4jddiJxK27P0hqT+gS79NBW3rSomtNR2/rbO52w2GbRhmarmNYBrOzMelReNnHTYymwWQ5JstyWSqqC0Xr5ZCu6pa66QepVllUA/7X8R3ariOc+Dze7bFNHdPS8EKXqk5l3pjJSCYMbKFOahpeaEv1rwwvlxcj1s+JQs8iCSxRPoxsel0khcKTaPGbjuNOaJb7Xcb55YTxVGbZdSWHVF2JpK/tMoy+x7FNdluJDTNtE8OQA9R35VA9HHKurkW5Ytoms/MJblDw9BBRZBUvPjsnOGaEoaM4PAaOJ2HVC5W6owGtUlWYhs545LDbF4S+ycUrAVL94T/9dkhFOsHcHN9R/JWCRjFBemAcmGIvb3sMA3FZLkYCePMsQak+HiiyinIjXGzPNZnOAxxPZvlPd/vfvHYH7ECWFCrDVfgxp4i3jp4szokPKZOJy/42GsZJp4Nd18VJ6Nr64G/Y3u/5490PAFx8smI1CiXJKC9YeD5nQUCpoGlJVbHLM0zDkLxSQ+StUVkOHPXAslieT0kLGZ0tx6KQAcjTgtC3OLtZcBWOCH9k8939M8kxI85LfMvixXgslamm4SlvhK5pQwBH23VcjaSlb7qOD9GRuJTfW3UtjiFVuKFyV3Xk2g0si4eyJLQd4krUIKbSl5/uK9s0aa2OTn2W6zvZdaUqkL2uOw6HnPHYZTIPcYO53MvHnHYTDxkKmqbheRaTRUhdNiRJPuTmLq5m1PWGqukoyvY3Pl85JwqVSVw1PVEqy/QLlY2cKeDXyy8ucR2Lhw8buq6naXqF6S6x01oVXuJetxyBcwUjl81apK+eGgV1rfgYNE0b2DkA48Bi+UK6r0vb5PtfyWjJMARml2cl4cSjymt0XScIHbpOurqu64YM5cXZmPnZhLbreHq/kTNi6kgWcNsxHjk8b3Pu1x+d4n/e6/+nmbumaZ8AfxX4Q+BcHfz0ff+gadqZ+mUvgP/0N37brfq5/8+v9W8B/xaAPfcGpyIIkrVHgFRl3REfMo77VFXVKBOOOcxRT/+IFE/MUI5atDm+I5FlU8nFvDifcUhkM58cMiYzn902xVSBIaEKEggmnloKSYUqnGhbsL2tVOBp3uC7JhPLZHE2IY0yxsgoQDf0IdR3PA95//0aTYORLxdcrTqE7bEcKsXT8jBXCeqWutBGU6mki6zEtQ3V4fTDTVbllXQSZY1p6Hi+VD6Wa7FZJ9h1RziSpant2SxfzLl7s+b58Yht6owXkgd6/nJJtEuZLEJ5P00DL3BYnU9ZPx0koaduGc1yTMtEN6QrSLKa61dzwmnA6rrFd21224jvfvU4jFxMQ0OvO/BktOZ4FsdjMaCbHVun64SJ36qQ8D/8R9/i+7Ikjw45j0+J0ED1j+MvTdNIo4zdVlg7fS9f48ShcW0Zez1uo9+Yw8ufd+rSqqrD2saMZgHhNhO9fYca7Xxcvo9DGes1VTPI3aqy5k//2QccS/YEF6+W1NMRC8/HM80BVRFVMu54ThOKuuEskEPBNkyOZYGvIvXyvqJrGcxr68c9x2PB7//Ba/7g4pK669jmGWmU8/lnVwDsi4KLMGQ0EoXY2HbI6oq7/ZEXMzGofX/7THPV0/YdOhrHosBS4dcAcVVSNOJOHduOgLosC8cwOQ9C9nlOXlSMQg9T10mKksO6wQ9dts9HlQWss3+O2O9z6rbHdw10XdAW8/MJLy8WPB5j1ne7IaP2tPuo6g4akQwXxZZg5BLvxTsAsuhs2p5GLa9PSApNY/jn5A49JR0lccnZ1ZTN44GilCAO+0wUd7t1TKP+7PnYpu36YZFf1h1VXRD2SJqZCgY5hZacgquzpMB2RJZ4cTHCMHRx8vZIoaUc4uJrEbHB7ulIqMxcp8SytpOIUE3TePX5Ga4vmIhO0z521YmQbldnIzQNQq8mcA1+2/H+L3y4a5oWAv974L/f9310uuD/vF/65/zc/9fsp+/7vwf8PQD3etIbhszsFguN+jn9GHCsqr2u/chuBzGpNJUoXBzfpswqbGU6EHdbo1JRUvKk4ObLS8LAHdrUseuyTndCyatP44qEl19ccv1iyYfb9YAn7Xup5E1dJ61F7jUZORzjEsuUsOQyE9OKF0rQrxu4YpywTdJjriocyU2sSnG8aZown7dHyWm0bQOQ5WHTiDzSsY1hw+6PPPyRKwkyR9nUr87HWLbJ+imiVtFjZi7mG9u1qIsax3fEQPF0lIOq75ktQhwVzRe6DvFIWlhLhXanimaZHjOqshZinWfTNS13b9acv5hxtpry8MMzWSEh4yfL+Ic3TxwOOa3S8QvLmsFkZrs228cDRdUOLWbgmZwtA0Ggdj2j0+5CqRxcx8SxjSFuUH0btJnIUZumk9FR3VJVUkH6rkHgSRFgqqVqUbWsZi5FJQC4cSA5qulDwl99MefiYkR0yJnOhWhomAYPb54FwTsN2K2jwTIfTPwhgrBqevJjyfGXD3yvP3J1PeWr11fYCgZ2M5ZKbHtIeLGcYRkGC88nrYVF9JjEWIaYbAxNZ1/kdH3Ph/d7bEvnu69veff2ib/2k0/5/vaZ/S5lu5Jr++J8RmjZJFbFzPUIbZsP0ZGR7/KUJJiGwaurFXPPJVUSyH2RcxGIVHLiuowdUdw4hsnYcXhKE/KmYew4OIaYc0LPYew4uKbFxHVZBAFpXfH+hyeKvOT8ZknuF7yc+qIuW46Ujl5Gm784vMd2LRaXMzb3e+pSEphy5QM5jSTatqUoJUh9OrbJi4b+4SDLUkNDU4EpbSs5sr6SMQID5M61dQ5JzfffCYd+Eto83h/wx54K6pau6upyhOs5PN4fWM49HtfS7RZVi+c29J3O/Hwi+6xO1E+T5UgAck1Hb/esHw7C7DH0QbefI5gS3zVFLZNLGM9yFVLmIoVO0oq27XneFei6xji0JN7Pd2g6ue4dVzJ9+0OBrjNIr5u2Y3U2+lfnuWuaZiEH+/+m7/v/g/rpJ03TLlXVfgk8q5+/BW5+47dfA/e//euLcqDvezp1k570oHXVMJqFcjN3PVVRc/dhz0Exl1fnsvA7Vden/NLRNKCpGoq0xAtdPMuSRWuWUhc1tS9ab2ktRZPd9xC4Nm3X4ajqtypqqqJiuZzw8LAb3ITjRSgpRVXDu28eGU89VTUYHPcp2jbBMsVq37XNR7a4IzIv0zYFNGUZnK9sdrucSoVIAOoCE+VNryqK0SygzKpBq3ua+22fo4GU5zqGknRqTCYB67sdbZwzOxvLgviY0TYtszNp0bM4p8wr2qbl/sOeUWhz3MQYpsF2k0rFXTaD9NPxLBZnY2zP5vFpz+YgLJosFut93XTCkK9PjA2Uu0+Y61XdqRtA+/hPD/Oxw82n5zx82HDYpbiOqWRhLce4kspe8dh91/wIG1PpSKequqxP1Zv2G/JWMYuc/i6mZdBkMgLbHKuBIPn+2yduPjvj7HrBcRPj+Q6+ZXH9B19Q1A3f/nDP6nIqSUKBOzicFxOHJKvxRxbB2Gd+IUuzX3wrt97sbMzNbEpo2fz85nIY+1RdO1T3ddexcMRglLQVSVVxHgR8/tWFICkeI7S45Nd3j/RdT+BZXE3HPFsy62/7jqyWoI/1IVU4AJOybSmKionj0qgDsG5bzoIATdNYBh/19Yauo2twGfiss5TnNGFky/ua182AGA4si643cQxTlrCrjDwpMHWdy6sFnmlxv5Xkqa6TziecShDMw92BH37Yyb2gZtinUHPfNQhcUzHQe8parP9N00kYxsjCVbuWpmlxbYMkq1Vn1SsWlGQc390dSfNmcKvGWY1rGzy/3wyejMATYUCRS3GV5zWhbxIGNp76jE/niq7rxEmFZWqUmcT0JXExmObKuiNPxExlmTrn5xbTiUtVSpdX1y3hQoqfpm5Jk5LRyCWceBTVmqwQrfzj7Z6FImY2ZcN4ERLvc4pKQkXypEA3DUxDH/jyf9HrX0QtowH/S+BXfd//3d/4X/8R8N8G/n317//jb/z8f6Bp2t9FFqpfAP/wt/0ZfS/8iq7raKqG+fkE27PxPYeyEviW79pYhsH2EAt3uxPqmhu41EVNGglf3fFtpquxaM/RMQyd2dmEhe/zqzf3+GOPy7MZj9sjV1cLDiMPy40wDIOblyssw2CfZhiG5Eoe4ki47ZqEOz/fHgkDe9hig+Bis7jA8Wz6TrSp46k/0Nv6XirWroO2y9GAPq3QUOHaeoPnGujV6evJAe/aDLuH6Vxuxq7rcD1n4PAUWYnrmLiOSVk1ip6n8fB2zc0XF7KrOOY8vd9w+fpMLZM08qSgqVvFP4HxYsRiGQ5OvO1zjGMLG9sydQJPzEinyuGEF766HJNGOet9qZABJxZ8xxdfnnP/YUdetnSdRpSeApjlgdor8JPvyhz34cOGPCkkBLxsSPIG1zZYLn3SpOTuMcO2JfT41M6f5q5lJeTA85VU/xuVEHUa3xSVgM6SrB4Mc50avQSehH6cqjnfsnjKSx7erwdgWNu0MupLS56fEmnVHZPxfEbX9hiWyDP364i6EhTxaTS3DEPWaUpklhRNw5dzWf63XQ96x0Uo5qiOnvuiIM4LFkFAVJYKjVzguXJDv/3umXFo4wZSbeuaJs5Q02Lp+xyLguf1gWDi41kWySFlOh8x91zWWUbTdVRty814gqFrxGWJpUsk4Nh2qNqOP16vadVuoOpatlnO3WZPkRb4I48vLs5Iqor77R7Hs3m5muNcmLiWiY7GY5rghy704tno2p62btit1cjCMTg7H0nOQVywPRQYbc/ZUnYnm+d4iNZLMonNC30Lw5KYRBD5YtdJrObsbMLj3Z4ka7i6CEmOmXJOMyzxQdRqVd1SVh2eK6HpbduRxgXTsYSR1E1LltVD8dR1Co9g6EOIuuM7GFVDOGqpCuEUJVkjeN4O5mODMqtUhd3Td71KlZN71gsc2rphu81E9fTJnO+/39J1otJ6vD/iu7LQLrIKy7XQ9YJWLfmzQiIh6/ov1KgA/2KV+78O/LeAP9E07Z+pn/sfIYf639c07W8D74H/hjrIfqFp2t8Hfgk0wL/925Qy6vdQpJJxmec1X57NiMuSvJDTbuzLOEVwojFt13N5PRuWOtOVsBh2T0dM0yA5pLiBizeSuXNdNWRVLTp3TXjYbd2w2UZsHw/UTcflywX7KMVVy74iLZmNA4KJBE2c4va6rieKS24WIy5eLCgqcb3G+1Q48sqGD5InmabVACeyLNkL2JY+MHBMQyNTADFp8VEpMhpGf8KcwnEvlv2mkYCI01ii7xkWhKf38kSEXN/tuHi1osofyLKa+++fsFwJw9B1jfEiVDwbqEupZKNDxmjicf5iOlAw66ZXDHCRhFrKmv2kYtRmqzGuX1CXwqOpi5q2bbm6mPN8f6BpTlxvWyF0e5438lCZniruvKKU5EMsy2BxMeHu/U4CQ8qGNG+4OvNwlFT1dLC3XS8ogKaj6uGYSoXmqL9jzwkOJT+om35IuTppjndRxdXSJRj7vP/+mfy84PrVGbfvpBm9e/PMeBqgGxrRIWex8AdWzfOHLVkhfz9zm6FrGkXVcuKQt3XLL485L16fsU8yom1MmhaspiOuR2NZmuodpVKkmLrOi6nMyY1GY7oa47iCin755RWPHzY8PsasLJP7OOZqJJ1r0/VDEpI/8ph7vuwmVlM2+5hflzWBa5MWFYErIdtN03FQcX1d3xNVJWNbdjOapjFzPdqu5zmKuXuzFrTHOmF7v+f3f+9T5pOQpS9uTyFDVqJ972WXgSYh7vPzKQ9v1xyTmsvzkE8+u+D+doNpmZiOydlKxl99L7ry1blgkXfbjLaVMI3dNsHrT/N1kbsKsqKnaQ/YpvhINF1jfj5hNAv44Ycdri1xfpVCj1S1qqxfzKirRiI8DXHJapqGVcu+TtMEpdEodMlunTCauIznIV7gsr6TLv71j6959+t7yrpjOZM5e6DEFFVRq6JO3g/xy+QcjwWLZcDV2KNre37v85fsNzFN2xOnUny4gYMXCEARYD4WrtKJvyTX/79iElPf9/9P/vw5OsC/+Rf8nn8P+Pf+sq99ep2AWqbZCC88yQg9h7uHAwD+tU2cy+FpWjKK2T0duXi1ZHk1I09L5osxfc9AaqSXWKzJJKC0GqJKcKOTwGMfpTzc7rm6mYsBx9DYPhzIiobPf3JFkZaCbO17zsYj1nFCmZV0rbTDRdnweLtj93QUWNdyJEgDQ8d2Tw+rkjQ/Jd2oEANDY/8cCVLX0VQEHUNlcRoNFVWLrskyVde1gUXj+A59WgyI3KZqlNyrIhw5tCoZyrJNtpuEx2dhaViuQNVMR1rCy9dn3H73SLxP8ULpfDRdYzKXWeJhn1GkcpNOF+GQZN92J8RAT5lVKmFG2CF922E5QujrmpZ4n/D4vCcrpKKp6w6tQO0VProJNY2hVT2paZYv5oSBS3LM2e8zkqymR6ps25W5v1AlpYMT/bOGroOj6VgKPSwhHf0wF7c8qQAnocXTtmAUWGwOJb5r8NXPXvGP/vB7mq7nzZsdXdvxxecv+OabWwkkV6aSq0+WAwPl7sNuIELKslanrFtmI4u8bLk4C+ThWsq45O7Ns0rRAcsx8UxTBWA7BEqP/pQmHIsCQ9c5V9V7bZuE04CLMCRflIQTn6vlDMc0WGcZK98fVDEacDYKMXUdV8XuHSyDkSeHl2HqhLYc7onC+eZNrTJVJbBblqwdbd9RVLVc++pgFQlyzcMx5vVizsiWRfA6S4kKecD3fc9k5KOF2hBo4vo205H4IvaHhPiQST7t2ZiyqKQ7NjQq9ePTuKXpep6fxLzVWbIDQ5PYPcuS6yrOJDh7MhIDne0KQuB84ZHmNZapE6fq6xk9p7SwMq9oKtnNnXT1tmthWuKf0XVNGC9pgWVqTBbyIE2PGcHY42wx4ZjlnN0sOLtBmZJ0bt9tpQN0TUGjVJJFkWU1tuo0P9weuboY0TUt/+hPvmM8DZSCTEVGNh2OZ7OajthEiWK3FyoUXh+MT7/t9TvhUNU0YcRoGuRFy4fvHglGLnlSsriYYBkGpdEQ7RIM0yA5ZOyiivybJ66uZ4RTn6yQTNS6kNCKLC7kyZwUUtmrWVnrOTRVw2TqEe1TlucTqrLG9W2Wtim2/KbDCMUMpWkaoefQKqBUVjTomsT/nchvAGVWYnv2wHXXFf/85IK8vJyz2UU07cd5s2Ua5GUzPJ1VsYNt62SlYG/HY1elxguoqG1bOdwbiXbTNI1g7BNORbdu2iZ5UjAKbVy7oW87ilLolFou7803f3orss+yQdN1TMekyCq8UKr3punIe1kGFWmJ49k0QBA66uKXcVBTNSRRjaFGGrqmsd/nzGYei6uZpEjpgvvtm47elJmurutD12GahvwdbHlPZmcTgsBF1zQWl1OiSOSStikZu26gYVr2wAYPRi5TNRct0pK26wnHHlneYnUiQbMsHcuQfFfLkK5mHFo8bgr6uiPX4IfvHpjPXOqqYXExJdolvL9d89WXN1Rdy+PTnvEiJI9l+ZVGwv7oOpFbBp7J3/xbX/B//b//SjghnsnqxZyLMCRzZGl68+k5b76+U5mrY+KqYrOLGE8CQsseJIlXoxFPacq745HdJqJtWs4uZuhoAz43qkpCbBnn9DJH1zVhvExdl7fPW2xHkoJ+dnnBr7cy8tINndb12GQpC89XSh1LsAOaTtLIgX8oCgLL5n6zJz5k+K4pxrKRp67VnqKphySzx2dBZwRjD9cWxntWVliORPO1bcd00ZMeM5EXWwZm3/Nwd1CIkY7Z3B/2SI5tKLSFpq4TMQTauk6n/AyuLV2c0UsXZ7kWh3WM49vstqkEzC9kpNd0PdPQlJ2LoXFYR/gjT3Z7joUbiBDisI4oMinOTuO4xcVM0WNLukZMlsHEp2yaAeusDzm9cqhHiWj5bdeiVXnGq4uJjHdmrYyoug5DwcjOXy5586s7xqHNIapIkhI3yrAc+TvHx5xIVfVF1VJpGn1f/9Zz9XficAdZlM1mPq7X07di/mi7nsNa8KBlUXM8FszmvgRTWwIjSuN8WHJG+1RkhW1HFJfM5jL3XoYhd5s9uimRYmPHoT7ruN/sWc7HHBKZfQkoS6RNjic3zmn2aMEwNtF1DdsTJYoXusQHYdO4RYPvy8JHM3TOrmbCPckqvvv1LVUpMYD6iS1TVSJt7PpBAeLYxmDqyYqWyVTDdiS811SWaMs2aZSBIhj7NHXD/jnCdkx6teDRlCuvqVs5zKY+8VHcp9OxtN550ZDtM2zLwA+kFbU9m08upuRq0eqFLkVWUZUStO2WDW3bEaU1l5djDEN2B7alDylX43nI/dsNq8spP/79G3aPRzbrmH1c4zrGoOk1DB1dteP0PaYllmzHs+k0jZHvsjof8fwYDeOnuqiZrsYDgqJtOkAkq7quc0xKyirlp3/wkqqoeffdE0nWkNUSCG5ZuuoYNExTo241uqbn/jHm8jwUPkwiI8Ku63h7+8zqfMpn12c8pymakrClaTUgH5q2YxdV/LN/8gPncxfD0PFHLskhI/E9TE3n9v2aIi356c8/GcYnUVYwm4Y83G9ZfnbNZp+iGxqOaRDaNqams+16Li7nFE3DrsjxlPTuLAi4jyJeToTvv81SXk6mLMchd/sjpiWFiuNafLPb0rUdr84XRGWJb1sYjUZa1zRti+W4eKZF03VsjwkXs8kQ47e53+P4NovLqQRpmAZ1VTMOPf7kV+/wRx6r1YSLsxlRUdB3gqR2DGMw5pV5JbmqgZJYhi6JUqKdZMrrux2jaTBwzG3X4sPbLbOZRxQVojazTAF6KQT0iR0U+sJykoB42G1TRUHteFqng0N5OvVIEjEZVkbH4kLkm4vpiLSq2D8f5QGoRjunpX28T+gUjz/ep+KyPaRE25hWpT3ZjkWeyoLVMg1mU3f4Gpu7HeHIHfZUui4u177rh73c97+4kyU7rZgii4bdOqHMa+bnE64/PSM5pKyfZW+xWPgcj/85COvQdY3lKhQS3H3E1fVEhecag5ojOUr14PoOBYIJaMtWtNJJyWTqcX6zIItznu4O0n4vRB1yv91zsZgMzsBvvr+TmKxZwGYXYTnWYIs+bmJGigbZ9j2bp4MKde6FqqhmeKJ4gPiQMZ4HaFrKIZEYOl3XePHJCse2cBTKtMiqIZygzGtixYG3LVHOaCoxyHVkUdd2NY6l8/CYsMhldudr0uYapo4XOBRZSbRLmK5Gg2X5xEY3LanMi6rl/HLCmzcS8Ow5xoBb1TRVnVct9YmYqch+rQqUnl9MSQ6ZoivKQqdtO1zHUNp/czh4u05UK/7Iw9CF/S1OxZzxyOHmkyX75yN1Ie5RSzkH66IZlsW1auM9lQ85XY2JVJCxpkmY8P2HHZ5jquVYO+joXcfgq5+/4O03j+RJwXI+pnm54OtfPYrxTSUyjQOLQ1IzG9msm3Lg0Mt7cnpgQKUka6ZlkPkyEpxNAozZiOXFTGzlxwzLNtlvYhZnE/ZrYRhZjsn779fMVmMsXccwBQrlGEJzTOuaqJDD/Pp6JVX3MePsfEpSVRyznFkg4e67XSyLvZXFwvep25YPuwM38+mgBFr4AWXbCKfGc2QWXTeD1+Or85UiTLa0XcfUdcnVLuQ5EjCdqetczCboGkRliWeaMnKYjVkfYsEOrMZUJdx92DBZisHsEKXYjsXZSJAE3z+uCUIP0zJ4+LDFci31wF8zmQWKYf8R4HVSVR02scj++p40ko52vc1wbYPJRJaaeVIQZ80Qdu44Hwu9UIV2FGWkCqaPxNlW7T+6TpQ549Di6W6Hqw7XIPQk/s8XJIHlWFiOKSA9XZdR0TamqjvxwKjR6EmAkKcFhmkoo1GPXmn4SYEXutie5FR4vkMS53ihNVT6pnLM/6ajNo4KLEPDc2WB/PB2LX6ftKaoWs7mLpefrNj9k3e/9Vz9nTjcPc/m88+ueNod0R4ixvMR9z88kZctN5+uWEzFwRklFVV9UBwSOFsF/P5PX3MsCn747oHDOqIs5I1aXM3EcGGZ4i4zTTzTYp/nZHHB067gZ4vRwG/QdA3Xc1TIsbT8WZFz2MQCg1IvcaWF8pQuGi6upmiKeBd60oLWpUiiQsumMlq0qYxmDuuI5JANqF9bWf+9wOXtNhMMQtej9T2eb0MmqNC8lENU8iR7qlwivJq65UHZnv2RO9wkpxxPNI3LT1Z8+P6ZuumUdh50Xdq5k2kD4JDUbI97As9kNHKoaplr371ZM5p4+COdp8dIZo9zn8MhJ0lKwsCWMIamZzJy0AxdEmzansfHGMsUVn8bV8RJxSiUbM80zuk7WdSapkGZVzL7Vx2J5UhgRLRNRD/ct+qBUcm/FT7AtgxMsx88EFUuM+0//MP3fPnJhOWLObqucYjrYRZ/ihEs647JyKJpxMDy5kPEV18saJpW/A2OVL9u4DINPO7ut5S+TRbnopAxdT55fSEJTp9qbLOM54cD8S7hcZMxCixc0yStZBb7s7/yekjRWnieHHCGQVbXg+Tw+emA7VlDgLRhGhQqV3azjXis95jKi+AY8h75lo1lSCg2XcfS93mIY5JDhuPZOIqGuo4Ttg97ilWJaZlqySfM9V/dPnBzNierq4HTZOo6o9DjWAhfaX45JYvEsxFMPF6fL8nqmtq2ubvb4NoWXtcxHQc4pikOXLXA929cZoofc9rNnNzRJwR3rwBb+60s25erkP0uGxyuJ/OZZWjUah5/wm1rcnMC4g/pOikaXdvAMDTKrGEflRLB6RpKVy8hLycD5GgWygjIEm+JF0jYR7xLh+vKcz8ynIKxPxQjuqHTNq3cA6p4ampR0wAqDL4j2sZCpdXVns0y6DtJJTuNggxTutuuFSxxWjSUZUut2DlFKQTV6dgZ9Od/3ut34nAH+UCC0MOydO5/EBDVy89WjEc+682R/S5lMhK1xep8xPxcQqRP6TLbRSjQoazm8nqG7Vg8PexEd76NcX9s8d3tE6Ztsrqa0fU7JTHSCCfyIQUTn/SY4Y+9YZa+vJxKVudBaIQnu3GaCPHRH0uF8vnII94ng0Hh/odn+k96zqdjdFtjnx2FHz0PsB1L0pIOGZ5v8/atyKAsQxcTTt3hObLoHa1CwTO4FukxVxeupEhdXi9kTGSIU3I0DUiOMmLquh7Xt9k+iAkm9EyiTH5+QOr2ojtPi3YIthabdDWEFXihS3TImC1DYWuAaj3FLGK7Mv8eTwOWVzMsXSdJCw77TKW7dywmjjpgK44PCT8a+4Rjfxhr5Eqvq+mirjihIh7vjyRZwyiQxdTJgTgeu8RxSdP0XFyNB5dqUdRsHgSmNgos3j+mPG2F/W6ZQps8LalD38KqWlxHRgPffbehbnumqzFP7zeMpgH+yOPd13fE+0SMUnWD3Vvs1gmTmWTqbnyHnVLuTMcBn//smvXdjk8/XWBaBnPXwzFMrHM5xI+bmGDi84t379UCXg7eX799UHpwH8M0sEbyPhZZyWadMApsTMukbT8Kzx6TmKn7MSS5bOTAMoCzIMC+MQgsm6gqSet6QEJLTGRGWdT8lZ9+wr4oyHKJj1v4Pnnd8Pb2mZ++fkGciBLss08vOeQ5U89jbEv612nx+2I8JrRtbrcHMqPCcSxmlgSNLL7wuN8duXvzTNe0TJYjxq5LM5ZxRnJI8QKH+JANxFJdRxaMRcV05gkQTh3+dSMehsnIEuOhkuZapnRHZaEAeeo+qZqOwBQnbBBaYgpUiF6BBXbMJyIBbrqOPJX7/tT1P3zYDaKGcCIqKVmQCp6g73viqFDIAos0r/FUloNh6iTHXOXC6hQKhaxpGscoZ7GUnVmWlkOWhT+S86TIWtpaEOhNI3sjEWHIufD99xvO5h+D0v+81+/E4d4jFLvHDxuyQoIVAHYPB5JDRpmVA6tlGrpMFiMWnsc6Tflut8M1ZYQTTgPK6ihUxKLGsk0uL+dcXs7RNY2H2z1nFxPcwOGnv/cJu6PYm7uup2u7oWLXNA1/5KnZtTZUaXIz2mIM6npm82CoimzHwLuYsXk+UpcNVS1BzgevUEk9OqOx3IiOL5KtlWdTZCWrhc96m2EoqqTnyDIJoDmKWSuOChUYLbPGpwcJE/dGHo5rkUbSkRz3GVXdcXY+Yv0UD5F3ALYiaYIsMy1DG8KjNU2WVnkp0LO8qGj7friY1k8xvmuKzjZvGYcfR1m6Lsvqvu8xdZ3pyCc9GxGnO/peuoKzpc/1jTgXLy/nvHv7hOvbmLaJrRAPJ0xufMw5xNXgRo7ThvnEHm7WzTajR5QhuVL1gBwIpyAD0zQU0bFXLmdt6IyKssEPHMa+zICzpGA+kco52iX0XU8WF+yfjsRpg2lKJkDbdty92QgSuus4u1lw3MYcDzlh6HDcxKxezPmDH7/mn/36HeE0IKpKfnjziD/22N7vsRyTL19dsH3ci5MxKSjzSqmpdF5OpmR1Rd6IxrouRO1he9YAw7s+X7AvchzTZJfnbJ6PmJYhGaWaJtGJaLz/4YmbT8/5dDZjn+eszqc8P+5p6hYvcLi6XrLNcxaex9L3pautajp6Li/nvNnu6DrB9K4PMa9WczzTGkiQIPyfsmkZOw6vVnPuo4imbQksi6br2dc5s3Eg8+JjzqKoKUxzSDWTWMKOyTykLCp03WXiCbnxGJUDRC4vW6XO6rEtXQI31glN0zEau5iW6MeTSFQ4v8l6P+3Juk6QHXVbUrct09Di5stLHMNkl2fkacnZ9YIiK2WW7loyjlT5EbbX4in+vQD8ZHQj0kx56DpKydJnNTPtozS5bTtBmSjXuO8K2kPXdY57wXpYpk5yEPlxUbao4n7Aq5zkztOJC8diuO7/otfvxOFeVw3/+B/+QFG2CiAkBpN3DwmWoXO+cPFCWxY0usgJNw97HNcWrvQ24bCJCCc+L7+45P23D4RqLvb2zSOTxYggcJkpY8JhE1Odi219fj5l/3wcdNOmJQsjXRd4kK7r9J2MQ8Yzn1o9rR1LGNCtyj3VTRMNkWKalkESZRR5SXkrcivHs7FdcTDOxgGZX1Nk5fAQOckXy7oTpIFnoRmiDIjTWtjUvZiemlYoe44vblKQkPHTLmB1FjKaBbz/cFDBI82AwI1SsZ9LHqO8/7ap1DuGZHieLpqZMguBHP6GqXPz6Yr7txsc3x4Wh1VeSRJWlBMsbYqmYf0UY5q6MD2iiiSrGQUWgWvifS4qIjeQ39u2LUVWEU78P8MCNwwZpwjQTRZks5EYyB43skyK44Lr1yvoT4HbMv8vqwbP+bictgyNVplaTqjZztDIkxLTFB7PaUTRdT3RIcWxTeYzmfXuno7UZc1k5jM/F9VDckgF+YwkJN3eyYO9vm54+eqM5/WBRyWD03WN6y8uMHSdd2uJX6tyychczscUjWi290VO3bY4psl0HNA1HaF6P9IokwfgucDExo5DVlQ0dUORywjEtERvbmgSjh1acviWbcvbb+6p65b5+UTIhE3Dw9s136QVy/MxL69XOKYYmhIV+5dFOWVWcnE5x9INLF3HMQw6ehxT/izHMNA1cdfapklZ1TwkCW3XsfIDvntak0Y5Lz9d4Qcux33Ci5sl+0OC6ztkcTFQRvO05OZiyb1lkqRrebDPPbIyGz7Lpu0HQumJuR8fMhzPkkJMZSXIQdtyTOqBV/W8FnnwYuIMfgQA1zQJZjZRVuAFLrunA1tlppL4TBhNAx4/bCkr6TjPLydSDKiiS9M0+VyfJIh9shzx7rtnuXc1Dde3SY85t88Zq6mj9mTlIDHOFFrj6nqG33X88MNuKLoqlSt8vvBA01gsgyET+S96/U4c7oZl0PcC1eo6iDKJnxJVQ88hrginPpYhhy205EnN8ZCz7OQwuPr0XKpapR3v1Ju7Ulrh4zGl6zqKtMSyxOiUZTU3n9lc3SzxLIu7x608hesWZ2zLYs1kcEPmWSn6b4XO/fDDGs+RTf1pLn/6gBcXM+ahT1bXPHzYcNwLa9yyTVJX+OyNbROXwqg4zfQsUw4fvW4p0orQt7AVLU6kXxrjqcfLT845xtmgbTdMnd2+YDYRre+H75+lFaw6LlYCKnpep2iazO1OGm9TGTxkFPSxqvc9A8ux2G4zZRyBzS7nGJW8fL3E8R2iXUyVVIwXI/bPRx4+7AgmPvE+UXhW4Wuc0pCkam6520oMmWkZPL49Ek5FrhZFBYHi3bye+kQ7UT3cXI1U9J0+xJlpmlT0RdXSts9Mpx5xXAz5l5UK6nYsfZAqzueiMCirllEoMWimKYYyz5SHYFWnLM/H5GnJJ59dEGcFvuew30YkR3B9G8sy2T4deHo44rsmvmfx9ChLvF1Ukn//jPVjky9vLvhH//Rbpqsx779/Znk24iefXbPVNJ4f94xmIcdNTDsVVYnrWByznMNakomupmNSv2LqWByjDD2VRXrZNqxmYw65HLzeyCOPc1zXJrRt7h4l2LrvelLHwrVMZq7Hi88v2D0dWK0mPNxvKTOhg9Ztj7mJ+dEnl/IgaBrOw5Dv3j+RHFIMy+DNdw8YX77gMgy5T1JC26aoG45ZzshzcVSweHRMOawj6osp6TEjW1XMxgHLn4943kXsno9cv1jyzdcfBPs7C8hi0YpXRc3NqzMVMq8xGrkcj8JnMnUxhzmWfE59LwlGtqWTJQWLCzFK5WUrJkBDEsG6vsfUBKV96lJ9V8Ym85EEi2T1qUttGPsiwy1GHkVWoevCfzm7nJLFhex7KtmvpceMNK8HbHDddGy3GXXb4doG+6cjT9uC1y9k7HPYJji2ydg3ma9CtU8RxZznmOSlYDuSQ0rfo7pVhi7eUXGiFmC6ljoL/+LX78Thbuo6P/rJhcww1wmOetItJjYXr1bE+3TIvJwswmEBE3jWUPHpuka8l7mdrRZObdPxw4dnfvz6ig9vnhSju+X8MhjemM3djv5qxrHLiPcp07PJ4IIzlXlI06TKNEwhtOWFHCq2qaMh8+siLYfU9DKrOLtZYGg6lVIkjKeBPFyyinAq0Wm6pgmboy/QDJ3zyzFVUcsFomBmTdMPrlVNg8CzmC7HbLeRwtg2lIrDvlyKm3b7ePiNhwGc3SzFXfkbAQGGZXK2NDgeC2x0BdUSjG6nHqxZng3hwafOJrR1on1K9bCnqjvGU4+H2z3jsYulZuV5WuBYBk13yoCErpO20rEEz3z+akWelliOpEQZhsbZpSyna+UQNgydz17PyZOCtBASaJI1KjcTRR3UiNP6z3DYL88dbKvFNEQ/3bQdvmMO2avn56KGqvKaupFusVcVuxeYg8R0qoBaUVmyXE6wFcSpqhoW51NAzCYbRRjUFMAsbjq+/cUdzZcts/MJ33z9xOvXC1moKczvSUXV9z2TwKPtOuqu4+nDVvH0G/KmIYtz0mMmJrPlCNd3OA9CPkRHTMPA8R0s22QxDWm6jsftkTwtmSxGXMwmJFXJ++2eSSAhM45rsz+mMr9vWl59uqIsKoKxz6/fPnD9YsnVaMybw57Zakwai0KmrVue1wdGSqJ5LAqaruPz5RJL1/nhsKdqGjRdY7cvGM8brq6XXIQjfnX3yM1qxsViwiHPefv2CX8k6pTDWgxKovoaE2cCxCvSEte3ed6kHHbpRwR21eK7Ugwek4pxYHH9uUiOy7obMh7E+Ndyfj1WB+7HPNLAM2nrlk+/uhk49ZlSu4DgkWUWLtJK1xFFS54UHJN66Hib5qP79NQBmKaGsroA8On1SIqXY4apZLSf/uicKq9JoxzbMcmzkukiRI8L3h0StseKV5c+nu8wXY345lePmLrGeOzSt50YFRUW47eeq/9Kp/L/n15t35NFOV3bsViK1tW0ZIa+GoVURUXbOlR5LQeCkjyBbNfrquH+h2f8kYsbOIRTGX0c05znhwNn59MBdj8OxLBQpAWr68XwoSSHFJQcbbIcDcEhMmuXX5NFucwrXXOYh1V1h2kazC+ng2a1yCqSQ8qvtzF1IfsDTddYXS8kNDiSkcJIsUEqpd1Ojxl1KXFznmMwm3l8uI8ZBxaBJxJJfySAsqZu0XWdy1dLSiWJrJue2SLg7u5IkssoZhxYbB/3LC5mrM7HogffpzxvUi4vJHYwK2QkkOaNSoeCCpGb6rocWLYtFL59VNF1ECsH4fE2UlTNhk8/XbJ5OuJ5FquZg2nqbA6lWPNNcTc2bY8/ls9O0+D8pUTweaE3fA6arg2I1aYW6ednny9xA5fvfnlPD0J+5IRq0AfWj+cYxHHBeOwSRf9v6v4s1LZ83/OEPqNvZ9+sbrcRcSLOuefmvdlVSlIiIj74VuiDlA8qWJg+KIXgQzUvCkVBCZrigwgpPihYlGKDhZQUllBoQWUmefPevKeLdsduVjv7OeboWx9+/zl23Kx7Im9ZqZyacIg4O/Zaa645x/yPX/P9fr5Sac1nPllaMggsNXLJhDLp2xhljW7okrJVN71S5tWzpSRf6YrBrlgmmi7jt5Hj8vwnL9nnGWVRsd6m6ndSSom6Iz4kXD+bMwy2ch11GtvDidl4ILhXXePVzQXbU8LTuzW2Z5Mm4uasq5r3cc52deLm9YL5ZMApk/n8kx1zFQ745nGFaZmEts1qFzEa+jRVLTylYYCpa7JQPaV89av36kbXMZ74BAOvR05sVidxZauksl++u2M0CTmdUi5fzmlqWehvHw7cHyNc22LsuhRNwyHP0TVk/KO4Rc9fTtENnVOas9ud6LqOX/zqLc8+vWTq+XjPxTn7tDpQZCVZISKCPCkIhh7tqOXhTnZK51zkOJPxxzkD4Tw6PEPAiqzskR4gB7/vmqSJ5BoXcdUzm05JxSdfXBLaNoams4pOhKGHoclY8phmDEMPx5Z8h3DsC3VViQ/GodXP9Z+/mnP/fktW1GoMJDjwyWVIrcQBhmlILmzdCBpiFHLQxaBUZCV+4MieR3UBlnJinzNUJwPZTS2fzSjVe4aaUvzY43ficK+KirpuFEGx7RecmgZpJXbk6cVYoqZud6rSkzCOtu2IdjFxKvJD3dAZL4Z4psntPsYwNNbrYx8KoWliH67KGtspGE5CjruTMNwHHtvVEduRmDdN+3gRZaec+/dbJrOQ5Yu5LBGzkv3TEcd3yBORlxnqoBkvBLErmmeL2zerPuE9bzs293vqxZChL2aX5y8WfQDAZClgKN0QXfvhVDKZKA3sPpHwDFNnfjVhOQiJioLVYyQX9zYRy3PUYionrO1Y3H77KFGDgYPrmOyOJXf3UR9GcY4I/GHSTdOIMuE88wP5cK32EhlWqdizgW9i6BrJKWMw8oR2qYKwda3oP4Dn4IymbqmKisM6YjAJGExCXMciV8akPClAE/1/kZZkRd0fPC9ezznuYna7jELNoiV4oVU7B1gMxXnY7DNC3+odjW3b9R2XeBdaLMcii3O6rqSqO4JQxlpTz+W7/b437hSd6KQrvRbmkGWxzzPSquLZJxc47o7NOlY5m4Kk9QaeBJsPPRlZhQ4Xz2cs/ADHMDmVsthbDELKZUmRy+z73O67tsHV8ymjoU9gWaSVVI9V03AqCsLQw9J1PNNkOPSxDAMv9AjHAff3W6n0TZPNnQRMv/rJkkwxyAHJNvVsFhdDHN9hOR3y9u2TyHmbBsM0yE553wVfPJtx3J2YXcqoc+iInl7XNLZFRpbIvHowDSRu8O2G0URIiINJQJrkHHcnXl0vqNqW1zcLgqHHw/crtscCTROn8d33a5VWBl7o9l22qWIpfVdAby+fCXIk2p24uzti6BpXC4/dsaBq6fn9ZSXz6sATT8ZkJl10VtXcbfbMxiEj12WfZSp+E5K8ZHY9wbSEJHnWx0+HNqYhDtqzJPG86Dwlcji7jrhOj6eS0DfpWtnlBXPBF8R5gec71E3T/7dMpaW5tsEgkOWw7YYkx7Tf420f932x2DStoq3+9sfvxOF+1oUWmbgTHV84Hrqhk+QlZVFx2sdsVyfSouHqUscLXVzfYXO/74MZsqJh2AmxsHE7slPObDnitBMpm23p6gBrOR5zTqdC0pVUZdJ1nagoZiEDR1KX1hthoB+3JzRNk/zHY8r0YkQ49plejdk9HFg8n8nYpmowLbN3QWZJgW7ozC9G5FnBcXMSzvwxpcxK4qFHMPJ6mZwfugqTipr5abQdRFHeG4baumG8GDLyPYk+y4oeKNR2NZ//9IL1/lYhVWV0cOar6LpOltcYimPTvweajF0cR1peXZMkn9A3FdVRRlpnjspZfjYbOn2EoKNkfY1p0LUtR1U5n3/O+ZDfrMW40rUCH7t7v+P6+ZRg6JFnkvZT5ZXMLgMHw9TVzfJAHGWYhs58Llb40y7mfpWq3+2jGqjMxaodjn0x8thyUGinXDDCUYHnyHikbWU26wc2RVZy83pJ24k3Im0+tutu4BK4EoL8mMT4lsXAFtxuPPD4ZDbgN396yzi0+Gf+2k+wDIN1knDzYkF6+tArrr56eKJIS372+ppDnvP2doXj29zczNnuT9SV6Kt1Q8e0TW7frQh/8pwik8CGoeOwzTJWt1tGswGTpdcb9GzbZHW360ceXuhiOSYDDRaTIXvL7JVNjmdJjqhaJv+jP34j3VUlr8PFs5ksOeMcTdcoM4W+3h3ETLecyHNJU077GDdwmXkifXR9h8WlYKrlxt6K29WV53kZDlinkqw2v5liWBFVUfHwJDfIQSC7ptNREBYXc1m2l1XDel9gWTr5OhGn8ynHsQ10DZ62GW0ro8f4VLKYexjGx0i+i6sxRV6SxTnNVGID/dAliSJMw2B9LwqvqqxJ4oLh2MOwTNpWZu+Wqcm4rxa55fFU9DsxEOXf1dWQ9eokeQwKSZJEGW3b0lSN0rJLdX5YR5iOyemY958TUyG0o10suBJNoIKmbfaAM9My+rHxb3v8bhzuaCyfzTjtE05KCmQYRs9Lefv+qDjg0rLEUdZXeEmUEvoWdd1wKmuKrGJ+aXO32rHaZUwuRsRphWMZXFwOevuzH7o/gFXJTD05uw1XR8qhj6ZrpAqNa1gGnttxiCQ56cPbLba1Jwhs8qLmtIuFJHkxolNzuPSUsXg2ZTEZsjmcOG5PPD7FLGY+WS4I4Lw4YR9SNTsWN2fbdbiHlDSRVlPT6A9vX/GuHdeiURvLKq8IPZNjLKan/dNRwP+1zJuLtKCqG2xP9PVxVvdjDMPQKEsJaf7IX9dwHFNVSvTpNK4ts/lKl4VV6Ju967NpWhX1JyycPC1JVkkfQnCuogylhgLBH7iOwSlp2a+OohtuO47HXIxnKkMySUp+/Y8+9DcKx5YK/PLlQtggns12E0usm0q8z9NSzV8zDOXWPcskPSQQQtflQ6Rp4Lo2SSz6/aKo+G635bCOcH2n9xLYpomh6xiajq2cprqmYekW9WTA/f2Wqm45JhXfvHsUa71yi04WQyxH1CBlVuIPPR5juUE8u5nTtMJjPx0ShtOw/2y0TUsc5Uw9t1enhLbDOknQdVH5tF3HyHHZxSnzMKC+lHAJx7Goqpqf//QF97uj8HoGAV8/7GmblvnNlOVwwP1mT3xMcR0Ty7UI1Miz7TrBHFQNu6eDxM3pGpZjSQxeUQiYbB/TNorLkuTER0GChOOAaBf3gdCuLQfS/e2G/LImsG0sRwqh6cWI998+yXXcSAVc0jKZeL3a7LBLCIcucVrTIQqosmqZjpz+Bl810rG2bQcdVI1kJGiqWDlD7rzAIa0q+ecpYzQKSDIpxJ4ejtiWeCLaRkI6As9E1yWCMxw6RIcMXdOYTn1mVxOSY8rTw7FHLlxejyTr1zExLQnsOO+Rvvtug6XSm/KiBiWdBhkr1k3b4z6CwCYcB1RFhePZ5KmMKou0YKQ6gd/2+J043LuuY/d4kCVB6FLmFekpF2u3ZXA5c2kUoOlxm3GMK4oylkO96TCMDtu1mdoS4WZoAgY63wmTrO7b9unlhOPmhO3ZTGZDokiWVXVZYzsWaZyr+K+WZJ/1+a7+wGV1KyED5yg4GfMI+7lpWtKsYv3lE+PQYn41Jhh62I6FZ4oWNoorLENjtxP4/hlDeq44uw5sx1Tsio8BWqYubjzbMnB9m1OU89Uvbrm8HnF1PUPTJarrfGDHacVIWexNQyfNKhxbaJF5UqCrBW2npIG6DrauUTdycU3GLnFS9iz0s764aeWQt5X0Kysaiko+TE0nMrNFB8HQwwukwhj4Fqu90Ox816AsRUbquDaQ9c9hf6qI02MfsjEeSG7q7HIsyNjvV7RtyyGuKMpWuO6Oyz/89a2oGS6HuL5D2whvqFEjmENUMBm7fcKUpRggbdORnFKipJYZqvpwTRaSbLV92LPfJsyWGpNxSGjbpFVFUpZgy0FRtx261vXB18ftCcOQG2C0iyVA3Bduy31RYVoG3sCRa8KxOMUZjdfyYjTmnQq4nixHDHy3DwYvyoZw4PAQx0xdT0iSTU12Utdp17FJUwxN49P5jK8ensiU7V13bTFkfeFimAZRITiIM4huHPrElYwWddPoowOLvMQwDLYPe/RrWXC7nsPVjcnjhy1f/P6LPlc41ktullP2eYZrmsRZQRJJ9ild1zsuo0jMQaZl4IWuMJf0gtlkwCkraOqGxeVIeUIygtDBMA1qxW4pMqGQ6rp035dXQ0zL5O7DTipa1bElx5rG0OiUwqRpOjSLXolW5hW7SNKUQsvGXU7YnZKefpmnMqvPigZosTrhNOm6jq4LAqBtE168nnP7bos/8Hh8u2a9l4Xuq2dDPEWmldGuVNn+0KPISkVqlYjAh8eTZDvwMWXOc2Q02yqZpxe6ku7WdiTKGd21Igk/L6N/2+N35nBfr07M5qEiH4pJxFJhxrI0k4tiMgtIFZfFDRx05Qj1Q5eyqOjajnffPbLe54wHVq997gBv4PHFbM6XXUeelkRRyv7xgBs4tAriE4484mNGpVJQNvd7UTmo0Q6Ii/OMq/V1oVmG44DpxZjN/a53qQYjn/iQ8u0hZfN0VKMQOQxEjy0z7bNSxdRVQlMplbXrSCp9XkjqzHgaYLsWly8XRLuY775ds9/EilApd7K27YjTik//2kuGuxNVWXM65jJaUYwWoIcuiWbfYDy0+yCDY1QIMqARE9MotOigv/jyoqGoOlUVieTMteVDV+YlVVExuxxzdRHy4pMLnC/v+PbDiTiVcdDz8YDDJlKxecJCr+qWWpf5/mRoy8JTta2OZ8vSV9nM3fMHuRL5aFm1bFcnLDNh+XzGxfM5k6LCeLMSSuQ4INqeKNQuYL9LGQSKKeIalHXLYhbiVo2M8U6SUQriPxg6Dg/HE7Zt0jZtr6BxTANLNygVbveUSBEReCbTixF5WmAtDSaeKEPKoiKNcwFnHRIMU2c08FklMaddIgEzukDGnh5PNF1H6JkEQ49jkhGlOTfjIbf7I6ZtcrWccB0KQdLUNfK64uViCgu4P0Zsng4co4Iozfl0PuOY53z1YcP0Yoxlm3z96/fEaUXoW3RtSxpl5MosFIzEpR3tBTebnLkyecUxkg53GHpkVYVrmcx1n6btiBoxfAlCwuphXhdXYxlLmQb7VdSH8miaxtVowFMcs1+J72O/Szke1aJ24EqXnstN3R96DAKLv/zFK0EePx45RTnPn495927fG5bEmCGdYpo3pHkjBYOl47sG20cJNDmnviXHVPGjBIXx8rMlp33Sa+8bJW+sqpbQtyhySfDqWkExpHnNciqok92TvD9nFU3bSrpcUzV9hOb5HDlzb0LP7LHKYWBTFjVp3uCVNcfNifXq1IfdN3VLOPb/TAH45z1+Jw53TdN48ekSx7XUISpqidFMtKC7pyPwMUpvfjPBsi2K9GO4dNu2DCYB69sd26O8GcOxLHbSvJHDx9DxbdGHNpWMcNq2Q9M1dER5czYynT/cmtKmR7uYQ1xhaFJlJ5kcNoaucXt3pOuOyvZu988z2ssHOBh43LxesL7dcbtKmY1spiOHcBzw/fdbXNugUQf+3X2EoQsuWNM+Go2qqmW3jQkDG02D8WzATx2T2zdrWQ4qzoaua9R1x7uvH2Q5OPCkazgIMrRpOwa+hedIkIXnmCQKTBaphZBt6UxHjoq3M1S+rNYH/n68Keg4loFpyvOVn69zSkrKDztefn6Jrmk8//yK46kkUZmlTdWwP1XomjjxbNtgFFqUVdvzYhxfgrnHrsu7p616L1A3GXlRfvkn7wR6phZabQeHdURbS7X38qfXaJrG+m5HXjQkx0LldsL+WPQdmOeIWWfxfMbNYMgfP+yU5E7AUQ9quV0q3ssqSbgMQxzD5P4UScrXtx9ou47pyMb1bParSJRIVUVaHQnVteiHLrqp49kuQSBV/XdvH0Q1MfB49/UDbdsxHtpEsaT52K5NUwtT35iOOe1jnj9bMPN8tlkqM/+8omwaRq7LJopZDgdSGL3fE+1ObAOP9T5idjnBtk0e3q/ZHIQgWkclw9DicCq5uRlhWqIkWj1GDOqWSeCTeBmnfSwCAduSgifOWIwHbNMUxzRZbY8icXTkhlQqxpJpm/gDC03XeHy3IYkL5hdDdNNgsz8xvVqyCALCzxxub9eco/dsW+8VJ20rXJkzC+bNZssfXl9x/XLGt189SYX/A9UUraRjGbokMY2HjmSxqu99qmue3m9wfYfxwKewTcpCNPWjWSgOVceiruQkLmuRJoeeoI/Pe7rN05FnnywJhj7r2y3HY06S1Synbq+2i3YJUVL1evXzPs62dQxDtPrhwKVrxcWaphW6DtfPJiRRymqb9U7XQO0MAcV4/+2P34nD3XVshkOf9eO+J60ZptwVAT757ArLkLby/s0TXdfx+vUlkaGhGTp5Ihb/tml71UzXwfRyxDe/FJSm5xh4vsMmSTF1WU5kScF4MSBLij6w4nyYN3XD6v5AOBCLelWLq+2UVDKasA2GgalCceWCaRSTejgNOaxPPK0TWdq5NuPpAOuTJU3zyP4k/AvHd/AcA9818UJxa0ZxiW3pOLaBG7gcdkmf9l7XLftDTlOLccsfeHz2+88IbJvNLuJrNRI6xBVZ3tC0eR/rtVnHEpDRyQz9bOV3fJu2bfsD3LUNTknV82eyQhCknQoRkVm4gfUD/HFZyQd9NLA5HcRxNwzUSEdlhFqWjlEK0+VpmzEd2pJ0X0hQtWVYeCr/1fFt8iTn+6/u+MnPnoMmWvZOgaNKpXk+JR8BaEXVMg4F2hbtYp59ekmWFpJ471h88nvXrO92JKrrO3dPAEXVkGQVXwwC3h72ouapWnBhejVm6LvMPJ+ma/nF1+/pGvlwFYX4LZK8JD6kLBdBz3+ZXY6ZDIOPbt/RQGa7k5CR47A6xbz/9oHrTy54/eqSD3cbsiRnPA36Nny86Fjd79mvjixuppLXu5Xn17Qt2yxltY8IQ8EHpJW8Hrqu8+vfCDFweRFycTVlc5BcXNexWD/u2W6S/vW2bJ04FRf0cDYQIUCcEXgWg2nALk7VNR1RpCVe4NK2GlWhKJS+z93hSDj0GdoOI9clLgs2Roqui7b7fPMajH1BNucV2SmTm16R45mSyWrZJtNZ0Jv6yqqhzgWc5way+C0rUalwfcVfenHNcStO19lM9h0AmHLNmUolsz8WNF3HdOj0162uZNTffnnL1SfLfl/lnacAXcdxn2AagrM+d93HbYyuumzT0GjqhpMyHn3xB895eLsWt7MqOttOikDTMXDsjxr9c9dpGhqHQ8Zo6OD4NpOlHNpVWZMkJYFCMJim3ndR55vLjz1+Jw53TQNL1znnYZ4fqWIrF1nJxXIs8C6l+mi7jqnns9c0Ht5tMHRhMItjUVQfL0ZjvuFOtO2Owbuv7rm1DMbzAblym57ZFsNZyOPtnqpu+6AAzzEo80q0qYsQx7WJ3qxJ87q/WcSnnIFvkeQqHzTKWT6bMb+Wl3a1Sbj7sKdR4RqROqSyouH7t0JhDMc+2UkMSYPA4uq1SNZctZxcPxz6DNa67dgepWMpi4qL53N0TRMu/SziaSMGqFoZPlxbGPWhL+lAZ7mjpoFrSwh24JmMRgLj8l1TMlNDhywVJYCpRkfnXMdBYHM8Fb0qwVRuwPNhC+KqW99u8T6z5aat3tckq7hc+NSKOum7JpUylxiGxmQo88ozTfDt9480VdM/X9PUyMuWumgEJ6AJ9vU8ZjJNg2Dos3069B2UaZncf/dEMPLxQ5cskfd+F5U4toZpaCwvR1yGIaams+52eK7BcDZgOPC5CkPKpsXQ9L7TcwyDfRRx3J5I81okl4rDkiW5hJwoExGAawqL5/23D33Asxe6Mr7QJbTbsgVpfVgLhtoLHFzXYvl8ptp/XyGpAwnDqCqmo5BngyH7PMO3RD/ujAzpak1dNNWnFD9wMTSNNC+5vz2g6xqvfnJB20p2wmEdEZ0KHr5fKTnukOOpxHs8MlkOGTsu/rXFZn+iqRse367xBi6Phs5iEPLFcsExz3FNAYYBVG3LY1Lw5tdPXD8b4Xh2j5yoyhp/4BIGLrtTQrSNefXqQmTFacmzn1wpEF9FdJDFvGWbfUZBVVRERSEcHUPDDYTtc4439D2TUWgxnQXcP5xkSqNpRHGJ5xocTlX/5zfXox7tG44DDAXiu789UlRNH/BRN9JB13WLaeoEhsDCol3MKcoJQgfHMEiTgjir+0JrHFpMxi7zmyntuTD48lEEAI4hTtq25UaNDxc3U9IoE/QJct3XSinkKLFG13XEx/+EYxlN054D/1vgEmiBv9N13f9c07T/EfDfBtbqr/6rXdf9O+pr/hXgXwAa4F/suu7f/bGf0XVgGQbDqdjYm7qV4Al1zudpQa1akfhU4PstDw87nt/MBRVbt3hDl6aWVjpWLPSnRKrV86yqyEqyuKatxbJvWgZt0zGcBMxnQ2xXMjHzQoKmdV209LaiRx53gte11NJstUmwTTG3eI7BeCLtWrSNVWyXVCpvv9uw3yb9rmA6tDFNvQ9rLvOKLK+xTDE6jXyPSeBz+7BldS8H+3wRcNhntKXYq+O0oktKHDfCUm7JJJE2/swnbxoxJg1r0XPLsk+6m7MZZDp0SPMaTRlAHN8GSoqsZHcsFb9eZt1nKqTlWgS1MDs05Wj9YWyeqVrNsqh59/U9pmMymwc4UYZtGZziUg5lVcXYnSQmZXmDO7E5HkVHPxj7PNxHGIbG5VzUS6V6b6paZqlNK+MhNzBYLAf9WM2w7H7OCdL1bJ5kzj9eDJlfTxhuY9aPRxzbYKFew6dDRHrKWV5PRB4q1zOBZVE0DVfP57LEVA7h0WzAXJnLdE1j5nkUjsMuTnncHzmndZXLhmgbg6YRxQXDUNg850SgOEp59fqSh4cdhpK5TaYDPr1Z8u3tE27gcjkMKLKStm15WO1pmpaX1wu+3e+EwGg7bLOUoq754tklH6Ij9/db0VgHLlXbSkizpeNYOtvHg7iWNa3n4peV7Fi2jwccW5EWs5Iv73a8/vSK+WSAqevkiyEA24c924c9rz+9Yub5eKZJXlcUTY2h6czGIfrPBOmRJwX377dM5yGTpQSr65rklDqeoBdKJcGceR7336/wAofxLMT1HZIooyprdfjWvD8euBoMKNKS5Jiy2n0cX5wLksfHjwd703VYSnF1BvDJAlPkwh/u97x8NSPNJOzec41+sTkIbFHkJWeToYlmCKDpcBDJb1s33H3Y9L6Lp22O4xi9bBtkJNPWkoXaITeLs2vWtKSgyOIc27PRzbrnYYW+3Qd2O0od9k96/EUq9xr4H3Rd9w81TRsAf6Rp2v9D/bf/Wdd1/5Mf/mVN034P+OeBnwPXwL+nadrnPxaSXdY1v/nVOy5fLRgvhj0zuipr0lPOcBpyPCbcvhM0LimgZdw+bGnqhvligD9wFcVPKuPh0GW7iTicZMyh5zW2qeMq15lvm1RFQ3QQe7Oma4xGAdrLOdsH0fH6A5fJxQjHNPuwZNcx+ng1QxMuC8B87OH6DqddLECpuqHrPIKhx9X1kPiYkhci4TpH77m22KX3p4rlzGN6KaHU44FP3rbC6Khb5ouAV68vSW5KCWRWob5Z0XDcniRtqaqJM+koTql0EaapUVQtZVERjjx2T0eFSDBI87LH31qm1t/MBOTVsj+VvWb8XBWfq+/NOqZqOnxH7P+LqzFJlPHwFPeSyeFQVE9u4PRkzfnlWJnUYhWUDcOxx3EvJD/XEUZO14nSxYxz8rLpA0YaVTEVlTgtzwtWy9SZTDxaxRnSdFFFtE1LXtS0u5jB2Ge/TRRiOBemvmezvBoTjHymnjh/96sjaV6zezoqhITG28OBkeOI3+AoN+nhLKRT+bFOZfH6co6h6z1Iaxr6fPXVbQ93kg7Q7QsByYAV3buuST7n7Yc1dd2I9HFhkZcVt7nIY68upmR13S8AzwTIVSRL88urkKjI2UQx49CnRcxi5yzOJMkJApcg9Pjkp9fC/3kSA05RtpimHIgdKoe4kGzRtmlZ3e4kGen9Gte3WcxH6KZOVdREUc544hOlgv+tu5ax4+KZcoAWjfD5z4fzeBowmotHo2079oeYw+bE9GIkBq2yxjEMLMPAdqw+pN2yTTUDb7A8KUD++O+/5R+pUWJWRH3gihQZej9W7DooGwGAnfMHfGXAa1shgCaZICw0XW42SSQ3/XN+saeSlM5Kn7O0+LDPSHNhGHXUGJZQZSdDm7JqqeuO/S7FPGbML0aCE1d5xD/9YikCkrqlaRqSs8Q7LZgsR32W83kha7vyenTdR3XNjz3+IgHZD8CD+veTpmm/AW5+5Ev+OeDf6rquAL7XNO1b4G8A/+Fv+4KmaTEdeSqzQUAW58S7BNMxmd9MmY1D3n7/SF13HOISxzKwTAktDsMhRVnJfEotSAEGY5/to2h7bUtnMPLFbq1p1FkpH/72LGeED99vuNM2XD6bMJpLUPRwGhI6ooet8orLV0sC1+ZP//gtbdv1GtwzkEjSzuXfHdtUGN6M/alS0iq54C1DY6wummFo4/g2z18u0ZXm/uFBJJdt2zEaOty8XGLoOkPXheczHt6spHLvOo5xRV7KYdk0HWnTqMg+rVfOuL7T4woMvf0B6U5GDK5rcYwKbKtjMPIoVfZp6Juk+cfKF1CjHgNDE3OVqyBsuqH3rJe27djtMqYTuTmahsHtd484nsXj/aG/WQwCkzIr+0AP29RJTrnaL3Q9iz0vxXQEcpCbhsaxaPqlFMiHv+u6j9GClUTvPf/sQng3sUDFilJGPnla8PQYYVsG8+WIQ56TVPJauYovv18JDKypam5ePaPtOm4WU7aBwLEWz2a9ImKbZeRFxXET4Q89gtBjvUlUdyJt9MtXF+weBZrWVJIfMJyGbB73AAKmsgyuX81VvGTD22+euH4+4ZhmuLYkGoUKOJemBYPQo7JNfvH1eyYXI+qyJkpzTpkEbOiGxnAUUDUNu02E7VrEh5Tp5YjBRNRpP9w5Pd3tcT2HD6sE16nxXJPNoeD60sLx5HDd7k/sn45MLkbMl4PeL7I9xmy6ji+uLnAMA9+SIO626aiKuk80O8dimpbB07s1phIsNHVLWzc86ntuqzV5kjO9GLF9PHDaJwRDn0wFl+yOqjhRn2/Ps9hFZc96OSu9bEt2NIPQIi8asqzqP4dZIayjsxKm8aTzHE4C1lnZx2Geu78ildhJNxCej67rzOYG2jambTsGA7dHOkwXQ8qiYr9LycsGQ5PMAX/oyZh3aLNfR0wvRlxeTph5Pv/gl99R5hWT5RBd17i/PTCd+rR1Q6WeQ9N2FGVLoULhf+zxH2vmrmnaK+CvAH8P+GeB/56maf8N4B8g1f0eOfj/7g++7JY/52agadrfAv4WgD31WNxMGXseh0y05ZqhS3ao0g5Hh4y67Xo+yPxqwnw8IC5LXFsuuqpqKesWyzy7MTW1jZZD5yzNyouG0cBksgylMlCHate2zOcjKuUQHXiy2DhuTpRVw+Z+R+w7hL6lnJMG+A7BqOsPlKruqKqWzb6gajouZ66MXsqGWqlrTOVOy7KKYOgwvRjRdh1RnKEpJYrAn0LSKOP9d49cv5aFz9P7rTJl6YIQjQv8wOH7D8fz60rTdJjmD/ABKu3GsAyspiXOZKE7GtgYlsHDY8xkILyMc0iJrsmiNC8bhoGlRiFtL908IwuquhEjBtItDZqWuhb9e1O3PL2XJPjdPme3z8WW78hsvKoakkz2DLN5IIlORU1pnCWWMlpqWpnnO2rEdoaZlXVHqDg8SZT1UYA3LxzcwOX+7Ya2bXE9QQrkadFXXvttQpzWTEcGl+GApmv57nHN9fWMF88WfPmb9wJKG3g83W5ZpwkLP8CzRIrmuDbff/WABvieuJsd3xHbuGNJ+Iwniqe6EcRGXteYtqlGixbL4YCybXizuqftkASsvCIIPY6bE1VRKQS2pmimJpauCx64EYRDrKR2ru+wezySRCmmKWqjowqAd02T0ymlyMpe/SG6bdl1ffLsCkvXicqC1f2Bx/sDui65xrFarNuOqMz8iahggpHfY0HO3/d8Y42KAs8yCS2boePw6tUFT+uD3HAb2bVEea5GTF3vv3B8h7yqsVxLDsGhR1M1vP7ZM45K1mvo4oMYhlaPxDj7MXQNxYGSfFwp3DQVHF5jGh//6arlZlnJCFh2QDKeGS0HIltVijnDFDAgSNKX4zt/hsi4uBj2mQ1RJEXEcXuS/OZFyNNj1Etvn96t5fyZCOTPtAzu77dwDfPrKYd1xM3ljC+//CA/Ly+V0VKKx6oWIcR52fxjj7/w4a5pWgj8n4D/ftd1kaZp/0vgX0PUaf8a8D8F/ltIhsI//viPNBBd1/0d4O8ABC8nXZlXvHk89tboJKuJY3HAVcWWJG9ompZPPpkRjgNCz+H2bkN6yphdTWjbVumtjb5dMQyd8dhDNzS80CUc+qzvdxSlaNifX87ZDjwJl3aFJ2PougRiD6UqWG2PFLlYj88BubYnNxhb2fulSmzY7SRCr1EGn66DU1ozHztUVUtRNUyGNourMfExww8cpXlOKdQFFgw9JssRxi5m/XDolSF33z4ynIV9yHAcFxiFZK6+vY0+0iPVcvLsCLVNGbVsN3G/sB6FFm0LaV6zWScs5wKSOmyivlLXdXr64uZQELgmpqn1GN1zGn2SKXlj25EmJU3bMRq5TC/EvLJ7PPSKmGFoEaoDLMtr0rzuq2ldr5RTWGLYasVjF+aIvJ+VwvgGnlSTo8DCNLQ+Fb5ViiLLsfB8h8tnE4qsZPVwYDB0GS/E+JKnouOfjR1efn5F07VUTcN+FfHwbsOLn1wxu5rwbDYmKgqCkc8+SgRE937D9pAzHtg4Kh3qeCqYTPye+jmeDtCQ189SXJ5NkXH5qiFU1fpkHLKJE1zHYnk1Rjc0losxv/xHb3n/9X2vBzd0rU8seuXNWaepyCKrRhRfynRn2iaHDzvqpqVJaxwFg3N8m6KWTFzXt+k6GF8OuBkMqdqGvKqpGkk0KmqB4tmezcND1LtAm7br8RxZnPeRcmmcE21PZEpMEA5cXn16SVzKZ7hqJMRj5vmYS531Sa7Bzf2e8WKo8l1tkigTNIRG/7vaCgdsBC6ru13/swFGA5unbYZp6lwsgl5aaJl6f92fA9ibRgxv4tYWDk7gmSRZzWwe0Cq2f1ULE6jIS95+eUdVt0wXAzZPEZ4rtv88FzmjxAz6/ei468RcVaQFlilMnFNSc0pqfO/jzq+patb7HNvUOexTTEPjm6+e+PSzBTfDIblX8w+fDrz7sOoVWbVatp75NaXyUYSBTZKU/NhK9S90uGuaZiEH+/+u67r/szqcn37w3/9XwP9N/d9b4PkPvvwZcP9j379V1ndNgbpyNcKYqsPsdEhYznSG05DX1wv2ec797UbeONfG8eyeltZ1oig5V1I9lCevcKfCXl9cjZnMhrTIgR2MPIYDmWHqmsapKAhs+VDcv9uSqLCLHgW7GFJXNdEuZrtJGAQWlmv1AH1N07Dvj1R1y7PnY/U7dnjhANe3OaxPnBIxOjmKX+4HLk3bkiUFyfGogkA+tpjewBVHreLSBwOPpmn48OGgLM8fQUk/xAgsp25vwIrimsAziFORlgWevP3HY05VVELYrIWed0asgtytm67D0nShU5o6uZqZh56pTFStBBUUFUVakqcly2dCB4SGi5mLr3Jfq7qVA13Zt9umZbXNGPjyfExHPkxlVvY3UE2T97VWrt7FxOkP14laCp9NcI5nC+HPsXpn43gxZDoKqZqGMnBx7JjZcsQ0lFg5U9d4/dlVPxrrug7XtLg/RFzPxpRtw7u3T5ySsk8GCn2LgWORpbKA1pViyzYMbm/XveKqbjtMXWNzv+fzT2/47u0DZV4xmASUda2wDQ6bbcRkHmI7Vv8eNrWYi8JxQNt1jB2XTZVQFRW6aXBxOSHJS6qywnNNxdFXbkfXYDIM2B0l9Wjq+dytdiwDAZ+1ndnjbeu2o2obMhWAbqiu11SS193TES908AKXYORyOZcg769/8YG2E0b6aD4gqwTXnLkVTd1wORkx9VwMpXYpi4rPP71hmyQ4rt3PsatSKv/0lDOaheRpQTgOBPFgaDR1R1E2XD2fiknIlCV8VdTEacViOWA6tEUGrEKqDUN2ZLomKVxFVdNqYDkWY9skOeVUtbzOuRIUPD3FWMo3ksUiTS3SguM+pe1k9NK1bd91tHXD6ZRLUhzgBw6bTUqS1zIysnUcW4Kuu06UL6FvUdVK1WfpzGZDtmnGPs+Io4zL5zOKrBReVi5SZOkAZZyZZGJw+idMZf5CahkN+F8Dv+m67m//4M+v1Dwe4L8M/FL9+78N/Juapv1tZKH6E+Dv/5N+TnLMSCLhQ9RKpy4HYUQ4DkgiaSu/v19zOqRKpmdw9XqJb1k0taA41/sChUQRqdXQx9DObZvG9GLcozKjomDsuExcj6ZryaqKx9Weu/c7JlNflm6WTlHKiGc4DYkPKS9eLjnEKXGUcVAo0TPn4WyZdmxZVraNAJo8xbNJ47wnTgrRUuBJi2dTNnd7uk5GEB9ujz1LZj73CccBp1PamzjWj0dBuKpZOHzktlRVC3XHYOLgeDbxKe/dobFatgaeKWOMRuZ3w9Cmqpp+RllWLaE6/D112MiBI5VcXcvoxzJ1Jsshq/s9WSIZkZevFlS5sDCiU0HgyVIoTwrKqumpel3XkSbSnQ18kWDWar54TCqmQ4dSvQbnlvqst7dNXaSOdYXlmLitsG0myynpSSrBIiv7fID7t2veNytuXsyIo5SXn18xCwIsQ2ebZQxtB0PXOSZiZHEMg00qmOj7jUhZx4shk+WIh+9XNE3bc4aA/iB/vN2TxrkodnSNvYoLNG1ZFGe1FCGDScDNeMSH3QHHkzHf5mHP1YsFeV6qHM2SrpP3y3VtmrZjl6WMA4/UNiU9yLI4nlIO6xOvPr8m+9P37KMS3YbZcsj2EPfX4S5LZTSniwoEhL0S2jpFU/d/VqplY5LVzEai8rAsgziSmL/DOiIPCg5rGVcahii/Bpks/J99dklVVli2xaksmHqCDxk6Dqu0YH2K2T0dmF6MmbgW2UnUKZoGkXJdnj9Px5No5TFl/BXt4j/D80+yijSv+XB74MXzMXl5+jPoX9ezsR2L3VaUc7ounPZzZ5rmci3Bxy5F1zUmEw/dkGo8LxoBeOkaSVwwWw7wBx6Xk5F00VXJu6/vyfKa0DLxPUOWtyOfJEqFv65ubPOFg+vbGJZ0p7unI7/6R+/6WD3LFHllUzXiK4GPYD61ID473a8uB+x+5Ez9i1Tu/yzwXwd+oWnan6g/+1eB/5qmaX8ZGbm8Bf47AF3X/UrTtP8D8GtEafPf/TGlDEDXdjSN3G0TxUEZjWTeXauttDcQE0d8TOlaIaXlRcPqdkd3M6VtRUkhvA8xALgq79AyPtLTzujMxViqDENRF9uuwzElLNky99zeRczHwkdxHQPXkaXP3TpD096jmwaPW5GRNcqZeVYQbB4PtC29CWJmDQmGUrWeU9DPuM6ybtlHJXH61G/mQ9+kjit03WA0sHt2vauIcKOBj+PZ3L3dqCpDjDjnxHdN0+h0uFyIrvt4zPpcVs+x0DSZp1aKj2ObOttD3qMJpkOpQupW9gd5Ic68vGz773NeZBaV0DtnyxG2Z/WytMXlhOiY9Iqc7bFiGJgqf1TDc6XDyfKaplMtZ6WCNVxTDsqNqKZau8MbOHJADF0sWzJzo10sNxq11K6bjse3a5Ks4tOfXbNYCBHUDRzKouZwyMS4Nh+iGzqbOCE+JGRJwUrxhOqyFrZ+2/XV5MOHHbalczhtuL4eYTkmk5HPtO1YPxyIs5rlPOixE1mcE458Pv3pJW++eqRuPiobsqpiejmmrhoxIj3s2e8zBabSePfVPVXd4KulnWGKFLdVi9uLMKRomr7LfPuwYTEfER9SjlFKOJAu5mx48XyH1+MxZdOyzzNMzyetyv5G45gGXz488WI+YR8lXL+a8/abJ5G9dkhCktKlN03L+k4iAmfjAUHoASuiSKSrh43E0kW7E+E44GY8ZJ2m/Pr+CcM0mIcBV9MxT8eIqxcLDE3jzZd3pGqss7gYsLgaU+ZVH0C9exKdvaZpbFYnHEtnMgvoNuJkP6VVv6B/uI+4vBqSZPs+srMuZbx7zlItSwmPKVRwzHkvV5UtWdXKCLVu+XB3EgnuMsCsW3zFLWp6UqnBVSiAt7brOC5iUrVfml9KtsO5WHU8S0xp8wHRLsYLPT6dz9hmKbunI/tI0MDD0O7PKJDnapofVWqaBouJ3GyTrFZ8pt/++IuoZf4D/vw5+r/zI1/zrwP/+j/pe/cPDRY3U8rsiSxvmM1DNE0WmZOlSKQGkxDLEbVAnhSEY52HW1EZnPayaU8yaa+rRlpZ27F4+9UDw7GH6zn9iza9GGPpOhmSAlUqrCbAyHV59ukF9vsNmqb1jtfZckieFph6zimp0HWRPBmazK4fb3e8+uJKYFkjX+RfjmzoN08Ri8tRz3o3TBM0Qaiel0Fl3ZGXFaFvYpomi5lFHIuD1gs9bNskPmV8eLNmNHJ5/vqClbkjUe2ZpmkYxkfmdWt0LJ7NOG5OKkxDEmwcW3YJZyefrtFHkHWI9vyU1KqtFcVMoSo5U5eZu+8ahIHN/pATeNJKa9o52EQnPqa8+/peFk+ahmEZSpUggK/72yNtVzMIbdVaiinNtQ20SsBjp4eIqmkZBRaOLXpi1zYkyDyX1//8/NO8xrYM/MBhv09lUaas74vnM+qq4fNPJjweTywGoWjZo4xon7Ddpsznfh+mYTuipBkvhqQPB6JdjB/YxLGEPmzWyijTtBImczVmWje9a9FyLAxTFxehCp+JDhm+ZzFZjtg/Hbl+NmefFDzFMY5nM6wajqdCgkxck7ppscua/T7j9ecXcvM6pkxcj3dPW06HhCItmV9PsFyL3THGtAzWt1vKSsZU48WAYejRnMc7XctFENB29N3DxJOiIYtz6mnbFx5J1qBpoooSYxA9xiI+ppRFhWMIc6e4nmA7J1zfoVQ8/ulyJHJGXUYi+9VR8MWWwcSV71MUFcvhgJvPLrj79gnbs7i4mmLqOlldU1cNp33SL6gB5ssBF1dTSiUbzIqmH0VqmoTO7LcxV8uA9S7rC6yzGxvoMw7O/3NtwXX4rslAHa6HWEihdd1yOhWkec0E2eGt9wWGsedv/rWfytlTlmzSRFAjhkY48iWHuagoMnF6u0FDU7d0XU6aFJR5SVQUPK727E9lL1kWfLBc43UtAoy6lOd/LngMQ+9pqvfq/Pttj98Jh2rXwdP7LaZtMgha/IGEEnuh0Oym8yGl0vgKsVHkabN5KMnhedljUqtGJHWWCovYHEulhJHqqS5rLl7OaTs4RimlSi33LQvXtGi6ttdAnzXftmUwvxiz20TMxgWGLm/GYuyQ5DWG6iLOFuvd44Fg6KuQZZlHb1dH/MBBN5U0TilBHFva97P5ZzoLqauayXJE9W7NYX1SLrgT97dHlhch3709sN2mbA5F/6afefaGLiOP5cwjPiQUqeSkLsYOvm9RFrVgByy9H9Wc01/yUiqTc3VvGBqnROb055uHrsts/6ScflXdctwLirWJc9JT3gPfokOCbRmS01m3lDWUd0dcx8D3LbKs6kcATdPRNKIOeXyIhNwXWgwCqzet2I4puNmyFgKkknrqusZo6lFmFReXQ8JxwGwUKhyvzsMh4sN6z3Fz4qla4w+93oV59WqhMktDdo9H8kTStsq8Ik9l7mmYOoFnSTiMWnTleYVTiHSyKioGY5+6bjAMg6ZpKMqGrEj7m2cUl5y+fCD0LaI44+VyylMcY5iGBKG3Mrd2HYNwPMR2LXZfPfXgtKZu+erbW8JxwLOXS4q65u2X9+iaxkQZikzV/juezXQmkXV/+eaaUykdRVF/DITWNA0djaJpCEY+t5s9ZVHx/sMBwzjTQEWRJawneR8K5ezexGKiOW4kaUnTJbvg4vmMNMnRQ48/+eody5spIJ+7PC04ahqh5+CYkiDVdR18dsH24cDd+zWmZfSGn9NRxmeuLc5b42LM+unA+3c76qYj9E3GA5u6aQk8i11UsDnKjqVpOhq6XrJYVAWGUp0YutYvvF3HYDIS1dh2myo1lyGdmzIBTocSbj+/nmB7EubzzeNKlsN3e17/9IZgKHC4tmnRHJP0mJPEBYbqHgzLIE9yoqSme79l93hgdyxkF+cYFFVLUXU9C6lHnCtV2MTW2UVln5w29C0s6z8FYR2mZWA7Jrd3ChC2jpjfTDEtk4HiYTe1tP+argmDORIymm5omJa0tLoGhTrgOqXhtk2N8TTAH3qc9nEfqNF1XZ/sDpB5NqOR2LoHnks+kEQh09SxTI00E9WGgLTq/hBtlTLGMfWeRT9ejtg97BmOA+JjKoEQdcPxKPFvTdVgmDrDsUfbdHz6qTBIVo+RVEWuxdP7DfcbWY7togLb1DkmFYWaxSdZreRcOjfPpc0/34zO5pO7DwfyslEJNB2rbUbgCtmuUh+OrpMW7/yBLqqWoVpeRmmtgoll3tiHDiu3sK5rzEYO/sBF0zXiQ4pp6qz3Zx67gWWqrkK1v23biYQrBc81gZookYqvUVr9qpGF6Xwhbr36rGZoKpxabga2a5GeMn7yc1HZTkKf9T7CMA0+XcwpmxpLN1inCY9v17iBI3mVVU20S2i7juvrGY5hUo8b3vz6njSvmY4csqLhlIiLdz52MFXYtKZrpKdKknxUmIxpm3i6xvffrEiymvnEYTIf4Dpy05GKXGO+CBkvhhRpwWET4fkOMz8gO+VkacmlCniwLbHAn/Yxjm0QnwpOUc5kFnL5fM7C9xk4cvi9/ptTtlnKl796x2Q5knGSMgwNHUdUW/XHsVdSVcx8j7KoyeuKwJKKeDYQHfzmbq+gcDAeiPxVMBgOyTHluE/wAwfTEQ/HWdoYRzIzz7OS3ZO4cquiYjgTTf7sasJpH1Pmwv2xHdkxhBc2ZdsQ2DbNYijdUOByEYQYui6Kos2RLhRFWtuKRLjt4GLmUdcSz5dkNdNZgF/UDHxTTF6efMbPN+PziMNRln7TkACMMJRR53YrecF5KcE/hqHRFh/HIVGUc/XKJBh4fUxnlhT8wR98wvVgwDEI+aNfvxFUguoixiNXNPyHDD/QKKuG2cgRiWla0XbgqMznvGx7vEeeSkFqGYrJpMYyZ2Cf75oiBa0+7tv+3HP1P9mx/E/n0dQNjw+SURh4JsNpSNd2GLau0k4kvNpQc8Rc5aiGoUeosjcfb7diFGplKXFOzxkGlrzg6vDSDSFClq1Iw/p5lq6RlxWl0VCVHwMofDUbfny7pqzEAGQa4uqM00qhaOUgO7ePVV7JEljx6G3HpLUMgk5t15MSw9CZzgIGY49w6JPEGcOBsG4Ou4SnXU6p3nDPkXT0NBdN+HLqUdUN88sxh3VEfEgpK7nQPcdgtxUXW6VwyW3bEam5ZlHKaOWMCxBPgJiGLHXBx4p42XUddSuVp67BbOb3KNaqbhkNHCaXY/mdDhIHlsW5ALyUkarrOq6fT1g/HFRKvKAcClXNaGXNwLeIEjkM6x8wbM78kfSUM5n5PfmzVgqLtmkZBR5JWfLmzQNxlDEcB5TTMa4pc+qqbT8yXGyzl+0BPK0OXCzHEjCR1WgarPd5/9/PoyzLFefi2czSNK0yQpW9UaVphWd0jCuy/ECjKrKrmzGJSt16/80jL35yiWmbHHcnnIXBxWIs+vuBh3NIelxu1wlG+er1kiIVDXhVySjQ1sXB2ZodgWUR/OXPeLvaYpgGZl7iBg7fvnsUNKxtc8xzPplMJRIPjbJpqVqZ2zuGQVZVHI8JaS7h420nygzbMjAskfnVTcPVy7nkHrg2p31C0zT4ocv8aqJMYrq4l+uWC0SVsj6cmAwDtg976qrB9R2e7vbiYygqvnhxhW9ZPB+OaOk45jktHb5h8Hw0AmC9lqKvazsuXswYzUI+u17y5mnD++9W0rlaols3bZMoynn2csbmYc9WVcfD0GIy9dluEtK8YTFxsVyLOMoIhx7joUO1zwl+YMTrkRsdXD+fint8NuD739zy1//qTzB0ne/uVgSWhaGLQWt3LJULXGe+MNnv0p4jX9Udjq0xGLkcDxlt21F1HU3e9Z/Bs4xavCrysweBRdfRw/aSrBbW1D/Bofrjdf3/vx4dfXBFVYvt3nYtiQ7Lih6/6YUuyfEjijeOMzZPBw67E3UlmmlNyf9cX2zGmhqZnPYJ4/lQVc0GjmFKnJuiSba1qC2aWlKBHj7saNuOQ1Sy2mX9oT4ee4wmIlPUNLnzjgcWy8uR2PfzCse3Gc0HpFmF7dl4al45mMjoKPDM/qbhhS5lKbLKthGA/90qw9Q1LmYu84kjHAsNri5Corhitcv48JjyR//wjodNRhSX/UVlmnqvr7YMndAzVfJ7p4xdiO5XvTaOLQepaWp99X6O0gs9E1ONjDpgs0kldHvsYZrSRe0fD2weDmRKLlbVXW8DNw1NjUwGuK6lqlJfjabgcBAn7Fn1k5fyvK+vBgyHLi8+uWB6OWay/BiAoOs6d+93PL2XReJmF7G+23E6ZlimjERu98f+0srSQvgolaBnLVMUUE0rqIGHhx0f3m57nESjXitH8Vf2UUlTyczUUDubIpUwC8s2eXyKJbSklN9h4FtMJmqWXTQ83ks6z2g+wFcVMIBhmRxOKYck46ef3ogD+vmMucrtjA8pzz675ByN2DYyE0+riqSq+uxSgInr8ddfvWA+DMlOOaHrkCUFy5spM8/nu1/d8Zv7Rzw1dmy6lomriqIkpgPmUxntNG3HfGT33aHjioPaH7hs7/fERzHaOZ6FZZvsno6s73Y0dcvi2ZTJxMPQNVzP6XXpH94LuqMua8lZdU1my4FAujSdY54TVyW2bhDaDqFlSx6saTHzfT5/cYnlSBhKtI2ZTQa8edoAgqy2TKE7mrZJrvZYliugvKJosAyR7t4/nIiSitlIxqPpKce2pCjzhx6+a/R4DkEIOLz+/ALD0Hn//ZbTLsYxDH7+B69ZBmE/VlqnCd+uN+iGxquXE0LflOg9pQxTja6op44F+53A/UxDUNm+IsM6So+f5tJBnBk1viuJZ/tTyXDoMhudufQ/Xpv/TlTuZzdfrje95C3axjQjv9/SewOX7CTsictnF1i6znZ/AiBLJGFmPPYU/Kjp4UBpXiu9eM1pL8yXc6umaVpvzdeUDhfEyi4BuCIPO2NtA08CsK9fLPjqF++xLR1N65jMQkmmyUtx8hk6X/3pB4qqpdvJqCYYesTHFG/g0jYdZVH1rR3AfpeyWA6otxmuLTz1XKXCW6bB7liwO4rKgabDdIweadq0IkucDm1RwdSicPE9meenedNfTCAtqmPr6hAWEJPvGtimTvQDsqOubgYSot3h+la/vD1/r5NKbBoMXekQIiF5BoGNpgt0arc6Ml6OyJOc4zaWtjl0SBPBA5dVi+MYXF6ExFEuKUHzIUUtiUObh4OocjTY/OpeMTtSHG/bh4qbhixuk1NOcnqU8AVlKrIUmrVIS8pa0nQcy6CxJEH+zMMxDLnpAYxHLuOxxmqTEifyocoTWarWdSvW+Msxph5RdWBZGo4lNE3d0JjPfLJUNPGmbfJ4u1dclYFINoceUZqTxRkPwKtnS/K64nBKqYqa5fMZ8zDkbr3rO8m6ajhkGToaY/fPsrybtiUqCq4/vaBoRLb5fCiV73/ub/4MHY19lpFUJVXbchlIobHwfR7iGPscOuOZpMWZkd9gPEVcPZ8KLG7kM5iEDDyHfdNKBGXTMRnIfqdtXSbLkXSErkVd1qxvhcXfqDBy27FEB58UrJ9uyT+R4k03ZAyz8GVE9GG74YvZnGUQsElSvMBVASglX/3qPfPrCf7Aw7RNXr6cU+UVd+8lG8ELXU47kT7KnPqjYu5yGRCfCmxPuuyuE1ieYcp1FO1kdBvYJm3dkJ4yhtMQLxRo17u3knQ1+8/8XLwR1wseI8FbNFVDkZb9a3gG4J0lpiIB1nsYXVcJWtpzDVxLDHtnT0dVdWSdVPDymh542GSsNgmTHyjofuzxO3G4dx29lVjs8y3rx6MYmtJCzdpyklOO5ztiSGhkgdl1nRpDdL1s0bbUjFShOm21PNxtY0xlx08rZes1dIyu69nOgBpztL3rretkfHHz6QVPH7Z8/+Vdj+51LJ3dNsaJpDVfXI2p8ooormg6oS6ejqmyao84bKK+wjcMnXDg8f7re+q64/EhEhpiYEvYSGhRNy3vHuJeyqXrOo4n1eeZqX6uRM8zOFONWtKsoWrOf6b1cC5dl5ZO16TtPDtBC3UDs9XMsaha2pa+nR+NZF8QHTJBD5Q1pgo4aZuWU1z2O4VI4YMNQyfaxQynoXBFFEmvbcHzHSbLIY/vNmRFw2AcYDsWpmVw+2alqvruY7B5J8RL09SxbZ31U8T18ylN3WA5Fq5vS7Zs02KYOukhpy5ryeBU7JnjSTJk6SrczGR+OUbXoG3h+tmIzVOEpsne5LCOCFxp90WSKLuTULkTo12M5xqg6JTjsXzg5P2X0ZvnGQQDj2efSEGyXh/Fzfx4ED7RcohuaGzThK7t+HQ55z4+EUcp33946jXzfZJTlBE6Do/xCUs3qFpZkj7GAqz79GbJV28f5CbSNhxyYaVHRUGal38mJ+FUlpi6zu4oztG6Fn/DxcxjHxU9PsFyLWI1Mirzktl0wuEkmIPF1RjTNgnHgUqXMnj2yQXxSTrs8xg1L1tsV7qQcORzOqS0bceHN2tsU5d4Q8Pg9hThWxb71ZFfVQ2XowG+JWanqqwpc3ldz7jbs9nLDWQPUTetYsF3XL5c8P7xHW0Lo4HFcBby/vutSGrHSqHlmHiB24eNF3lJlVfo6nsnR1E9OZ6gheNIog/fbLfkScF+dZRCyhe5o+1aOL5NvU2pahmrNnVHXIiTOxzITflwEG7SuRBzbINnNyOiQyIMnKLp3eKnQyIpdKqaP6kd1Xjxn4IMVdv++DTyUuztfiBzvapuJAc0afs7YFHXxAc5MIORj2nE5EXbz8lkFOKyezxI2IQtzOSsaFjOAybDgCjNe6u+bpvEh5TokNA0HXXTcXUjS8rtJibNG15/foFrW0wvRvzpH99Sqpny2VBzNkhE25gkk2Wc54hqJBi4GIZBesoYTIQXMxhLsO7qbschKqmUUeFm4SliokgRb5+y3iwE9Ad44JkSIly3lFlN4JkcTlWvfrF9qVarTNyG58CPUmnVi0p8Aaly0rWtyMQ8x0CDfu7oBPLeZEXDdpsSeKaap8uBe3EzZr+KcAOH+c2U0y5mo4xLRSmdmD+Q8HHHdxhOQ7JEFnCO7+D6Ds9/ckldNXz3pXjiTFPnlMgyW9J15AZmqNT5MzvetcXoE458yqKSXFHXom0Eu2y5FsdjziCQtjtPS4G8dR/zZt9/v+1Dxx/vD4zHXq9D13WNiVIvnXMFTFMOFtOU52IoXKth6EKJTErZzTQdWtPwbDbgajkhrSo+vFsxnIZs7wU0tT0W7HYZk5FDMPJxfJunJCZNcubTIWXTMHslN4ynJJGleVHx3Tf36Io5cz74DcWTCW2bTOUUOBORFrYdeJZFVlS8HE94d9jzJ+/vuJlPcEyDIi0Vl77pXeLzmc+LTy/F0ZtXjGaDfo8VlyVJlArptGyZzUNMy2A0G3DcxSRRxmgWctycePaTSw7riO1BQGbjxUC4+kNP9mgq7OblzQLHNDA18R/YjtV30mlV4rk2+/LIYBIwmg7YryPKvOrVToNJyNWziXQEq1jMb8OUycBmEJiMF0P2q6N0013HSeE/yrziy3/0vi+oXM/BMIzeNS9kRrnJVXnVE1e//fU9n/+lZ9L1K3Ce5Zmy/M8rlhciBrBci/KQMQwsHM/u0SHCh5ei8XwtOp7Fq8trbr95FLyHCqN/dxuJYseUHaTp6kLu/KfFlvn/5UPTNa6uhxx2CWXVcnk96scVtiUjCV3TVMxWyd23T32lXlcNw7FPt0/75WaeFPgvHB6ykuVUWrcojeTgLmuyuua0j8UKn8tcHITkaHs2ddXQti2Xz2Z9UMBpnzAeBgxCj+c3Q757d/gzv0PddniWOPUAtQSVZWrXdpRVie2KvHJ2NcY2DN58ecdqJwaWutXwXYP1Xtyk5zc38D6yckCWK8PAJM0aCnUAyeJSqVOsj0nvddNiKTTwmVFjGBq2Kdjiqun64PC26xgG0qpmRaMYGtJVydfopHmDZekMAtHva5rMjmW52bF6v+lRCACLyxFFXrLfpYS+HLCmojBWrbT1oW2zTiJ+88sHXFtneTFk9RT1v1OjGONtC6hDs227HhIWHT4iYS3XUgAqG80QlOp8EYquOiu5exDZHpq8Di9vBv0SfLM+9Yv47cNBEQxbGr3pq3+AQ1RSqLHfIJAQFM2QTixVvBxNk/eyrluOuxhP5YCG44DRwGdvRkSHTKzn84D1KsbxHdZv1oynAcHQ4/5+K+qXqqJR7ltfye18yxJURVXRNl0PA1sOB2R1zatPLwltm+8Pe7JEgeB0nc8u5ADt2o7b79e8/eYJ1zG4ejnnoBDP9vkaTiv075+YLGW007Ydl76wlx7jmOyU4w88OsVYNy2RdJ5NO5quYXuWqJ0qxS6vO3YPB0EptOITaBUn5/ZpKzffSBbz86sJeVqwmEkYzcIPsNVoZey6VFXNfhWxXx2lq8nFCdwqd3tdS07y85dTmkaSm04qRtIwRL0VDD12TyWDwOby1YIkygQSlsmiOIkkaN1oWoXlbRn4Jq5jEqcV7768x3ZMvIFLkVWcDim2Y/KTnz3HMUy+eXPP4maKZR9Io4xEeSV0TeuR15ORsKJ006Aq6/55WpaOZekEnqSyWabIki1LJ0pK7PTj+PS3PX4nDnfTMETX7tt0SSmLGE3j5rMLxp7Hb371jqdtJvPOpsPoFNe7lHi0Ti1kexda1TJyHIqqZTrzxSH24UheNmwOOd1X9/gDj1apHkCMHMvnM+bjAd9+c0dyzHhqt7Icsg3iKCPOCjzXZvlsShRJ6LRlCOXRsfTeaTcIhAZ3Bo0B/dgnGAk3PE5yiZdTG/G2FWniOq17fWvom8p+LL/XeQxznqeHvtnDuwRYJCqequ5Abd8NQ2M8sIizuv96EESBoaq/j5W9YAWSvOmDnqu6pa5kSTrwTAJllU+ymKurKW3dMJgERCrIpJMfjWEZIj21RIc/uRjh+jZD1yXKcxnFpGU/kz3b98+uvvPz7FUETdN/76qSirkoW+Isp20hCB3KXMBlbVz03zMI7J6KqWkQ+laPaRhNQxU43FDeH/FdQRAfIvkQemopb3s2VV5hWQZtJ+M0zzH6sJW2kvzZtjvL1egdknFc8P6rB65eLQgHHvtDzHqT8OlPlsRRymQ5ktzO+YD4mDJeCO41VqO8Qq+5CEKiNGf7sEdXY7CulcNL12Upb1oG9kLnu8c1bd2yqhqKvOTlqwt8y2KbZXx1/0Se5LRqaWyaOtPFkLqsWS4ChtOQ9JT3QKzHlVy7tiuz8u/iFYNJwMPbNdtDDge5cdhlQ5nLbiPPK37/Zy/UwlqCT07HVK6BmUiDDVOnq7p+fKLrciN2fVt8K1nF9vHA7HLMNktZBiGOYfBsMOTLzRpdE4nm3f2RcWjx8qc33H7zgG7onOKS2cxnt0uh65gvR3zzqw8SEN+KEms69RmoHNRgKOqk1e1OFHhjHy9wOaxPJFnVfz4d3+a4T3EdszcVZUWN6+sSJajYLwPP5uFhh24I4wgErXIOggcIBw5aXODYBpPLMUVaMLsYkyY5t2/Wcu0pOKGolzq6TkiXgWcq0J58Zn/s8buhlgHCcUDXtPiBqpzVHd3SdV5+fs3AN3t9ua6Lbf2Hgc6LmY9paISeyWQWYOpSad7fH/n6q5XMkXWNi7mPGziCO1DVWFWIk+y7Lx/59S/estulAkvaSPjEmSh3WEeALIeevZyp0AXZgpdqXHAO2baU09GwDNA0ZS6xGA4ktbzMy96ApGkwCi1GY49RYDEa2FzOPVylZDEMjVFosbwIVfWt9yOZXMkauw4ViacT+haz5QDbFpXAKa2p666XRsqW3lDIXpmzSvyeXKAg38s2daFBKr9A3QoeQtM1Xn62lFnsMWW/ijgdM8m7VK2mpCHJoTW/EYBYYNtCX3w6kiYlp7RmeyzZKuNJnNbcriTIu6xaSpXZmuYSRFKr525ZsnM4Z1PK/kPGbn7gYLsWXujg2IYsddOSU1IR+haX849KluMuRtPFNNIB+1PJ0zZDVx6GrhFA1GGfYqrkHd81FbBM5HSzy3GvULJNKQSapu3npmcMtWEaPH7Y8OH7DZ26hm5eLtE0jevrGasPWy5fzqmKSiLvDhnR7sQxSvn2aU1yTCXt6HKMF7hKsWIzmIhHwg0cdlnGw7sNcZSiGxrpKeerX72nalv++tU1k1HAYBJKxus84PUXV/3o4z/7V76gqRvWKxEp/NW/9AmvX8/YblOiXaJkqR5lXkHX9Qt1EG9EnNb9zur945aH3YHBWJy/Apbr2G5iTolU3IVC2ZZFRaF2AWfImz9wsR2p+vd5zmN8oqhr3hz2pFHGPk7RDbk+J8sRF0HAxcsFeS44kcNBumF/4LHfnWR0WbdYCjfQVCLDfbjb44fCvYki2W2YlikRfrEsw4U/U4t7txPIoRRYAu+qSyHCnp/7aD7kxbMFpm1y937H7umAYYmU2VXxnUVWEg5dPv3pM46bE5unCNc0SY6pjGPVe9t19EiQ0Szk6mYi183NiGcvZwxG/o+eqb8TlXtHR57k+Cox3bQcqrxivzoyCjxGjsOnP7/h9ptHNoeCYWD14RcgnJSmLUT+Z+q4vsPt/oitELV10xEo2VCclFwMxfyUKRt5p7TgRdVSnyRa7hCV2LYuzJK6w2472CWkp4wXX1xj2SaLiwGPiv5oGhqLqYcbOJiWID4dzyY5pv3Yp1XI0bqqKbKKvJAW/hiXonRJS1zHYBhKNzEYOJhpiedZXL5asH869sEWjpqbG8ZH7vpkKB/2NMrYPEXUqhrOiobRwMJ3BXWaF41c7Ia0fLap9TelrBDliJDnZJZvmmLRdiyRbjUKe1qkQtsEiLOaycAGA6loww4vcJiMAoqm4bg58XZ7IlKLpHM83rniNX5QqbdqUS12a5GEmqbB3VNC1+k/4Hd/lG5WRdUvcwHswCE55bQqhvEc8h3F50AHMaZ4QSqgpqNUweOBxWgSkCcFtXJ0atDPtx2V5NV1EI5lsTq7nlBWDVkuGuS2haYDS83jL17M2K+OlFnJaOQyQtjcq4cdbdPxxc8/4cHfUeYV64cDmgY3r+difms6ZaFvOZxSgsBlcOFSNQ3rJxkfPdwduHw+Z/10YHk94bCOyJSrtGtavnvzQGjb/DPXN5zKkuRySdN2fPnwRHLKuHmxwNQEmeC7BoubKYFlURYVtbLum5ahDIO2sFXikqKq1U5E3oc0b5gvQtzAocgrmrrl+npGdTnh8XZLmZcc6pzjqWTYdTiu3Qd0nPMXJP7SVJ2azm4TUY59iqZhYDvcx2sZt7xYwKfikfEtm8vRgHie8OH9nsnQwfYs3r/bMQykaCpXsqi0LZ28aNje77l+PhX/QqNyFiyDMi9xPInBNNQOqqpbpT1vAZ3xYki3ikiLM0VTZKuh6zD3A3KFdyiqls3qRNN0zOaBYvnn6LrOYBxw+36taKwab76978evrm+TJwKlG/iCyTZMA8sxGUwCkmMm+b6TsKc1/nmP34nDvSwqTvtEgn9tk8M6Islqsn1OdPieP/grr7kIQ4Z/6RV/+idviNOaVoH4z67Rw0ks1k3TcalGAp36O03bcohLCdnQNPKswDCMXj981l13XcfAt3j5+RVt27G+26EhUXDbjYQ7HJsO49tHRvMBbuAyHpf9gSJkO7lIq7xirNJYqryiaDuWz2d8/+2DKDmSAtcRBcd4IF9nORarnQCLQk9m2fPrCV3bCSMmr3o6XVm3DEKbsqh7nrljm2xXJ2Wy0kmLBkcdMHkhi98kE3zxUBkjWqWSSLIa19b7cAyluCTOREpqmzIDbNtODoHQxQ1c3KAgPYlxKRz7H1UThlyMx1PK0/sNZdVyjOV5NoWoXrqOXgfcdvJzXfujJO8c4Wc5JsfNCUvxaRxL6dbVTUfMRwWDQG5mjm8rJZWSuZW1Qhy0RImkUJFKFziYhPgDjyQuWF6NWT0cKIsax3e4WAzZPR2oakESmJb8ThPbJBjKjXwUeILUDRwMvSTZ5jTq5nT+Xdr6IxHT8YXUubo/UNUtz1/N0DSN4Szkw9cPPYohTwqOmxPjxVCMepOQT+YzAB7jE/vdieFMdO2ffHEprshTJhm880GfUWDYNsHQ4/3uwLOBaNmLuqHpWhbjAZZjcoozfpE/iilsNuDTyYRffHjgw+1R5XtaGKbB0HXJa6ng3X1C4Ll0HWRFTVW1SlUk2aymZbBbx7x7t+P6ashwGvL0XgJV6rO4IXCwPZvslPVxmmcXOo3sc8qsZHO/Jxt4jCch8+sJ0TbmcEp5vpzy7mHD3/vltz2y4Gd/8AzTEiZO28EhrhjNQulilXu9blqetqVSnSjTo66xfTzQdSJb1jWlyvKk6GqalkqTvcEZIWKrz5iui3JM81xKRdc87WMGvsn8YkSW5GSxQAZny4F0LIqaGo4ltEPTBN+wvBpT5CVJXDAcuowXg37C4PoOrWLkOI5FWdb82ON34nDXNI3oVBCdCgaBTa7a2apqOVQt33/3wM++eIFjGIxnIVFyAETdASiORyPjALPD9R3ef7diMnY5RrKZNnSNm+cTHN8m2on0yzB1uhK6tqXpZKRy83rJJPAllszUe3qhY4tFuKgamXmXEpPmhy6bJ8k6NUyxjvtDD8c0sQxRECTHlGDkc9onpIm0b4OR1wO3HEtnNAtpm49z7qJs+4CN8/I4iUUWOh675FlJnle4roVbt2pJU+P7yiVb1mjQL0VdxyBKKmxTF/SAkjqejR6u6gT6A7fT0TWZcZ8PqaZpMS3hcNie3S8dB2OfJMp49mxBUpYsr6Zkecnu6cDd/UlVnrJ0nqskpapuSXJB+Lq2jtZpvemp67qe+yHGtZS7h5OMsGytf55Nc06C19QSraXQoG0LXN/G823qsmZzyJmNHKV3FyfseV9R5hKd9pO/9JzN/R7L1JlfT9R1CV7gcNiL7K7MStXNWMzmQzxl37+ajhkOfN59+8BooIiaKrVqeiF5o3mhcjM/u+HhEDGZSfBxkZXoaKRRxl/9K5/x9n4t71nbiTTUtciLisUgxDNN1mnK0HHopnA6pfI+GzpZXvLTn72gagRtcY6RLBVnfj4dss1Sfnn7wPdfC/UxCAQN8PObS4q6IfQc0qLkV3ePqjjqsAydwTTk8+sLkqoCEyrP5uLFvEcJeFUjOcQaTJYjoq3w4w9bOeDCsY/lyA3RVAHpRSlLTsM0cH2bYOSze5QRxvFJ4g1dO8GyDIqylhQoRVYdL4ZchiFvHjckp4xEVcPCkZGDsyykkDANwWK8/uKKN18+UJQtVSNKt/McPvRN3MAmimWpPFCd2w/fc6DfsZ3Hs44ae8aZ0CvzpCA+JMr5mjNbDinyUhbyCtvhlDWffnrNIclY3+3kxuPasi84yFjmsE+l6/bkIE/jnDwpFCFzxPRiTJYWeOqG9tsevxOHu22bXFyNeHo4kmbSpiyWgQTLGjJX67qOxyjm8f7YL9vOj7LucCyj1+qeY7XGE5/pzOB4yGR+PPIpsxJTtX7nLMc8Lfsk9MkwAGCzjXqYv24aPabAsQyKsmH9dOqVFr5vCWNEyZPqqmHouhySrIcqFamk1s8vhtRVw3EvUK04rUQtUzW8/6CY1EnB5pCTlx2eI/hYOejlkN5s056NYVYNYehQl7VafjZ98ICpFofHU9mPejRFd3za5ljWR3vzIa4YBSaWcc5J1VlMXOK06rkX44mv4upKnt6tCcfyWnWdsppvjmLOSkvuH2V227YfYW4gFXYcV7i+2YdtNI1U8jL+ENv9ZOLTVEJDXD8eVQixgefKB+q8PD9btIeBhaXoeq3S3ZfqQDV0GVG0rXRJXiipTPdvnnj8sGU4DtA0uL8/itFExeR1XcdoOuC4OSltfkeolBWhLSqHsm3I65r9OmK8HDG/kY4w2p0wLZPpTKrl+cWQ9VNE1bbYjkU4VqOfqubd8UCq3Jz+wOPlZMIf/foN+aZgkAdMliNcyySuSkxd8lp9y6JwLLxAuPXRVlzaVSGV9cXNjDQTvr5pmwxsm4c4pswqGRGoa3r3dOSXbcsfPr/h54slRdPw9XYjY64gI8kbmefnGduD0B+bWtgxwcBToRoibTysjnz/mzuef3bJKPCIJgGWYxGEHm9+fYsXOuqaEGDeZpNiqC7z8tkEN3BYP5361LIorlhOXfZRSZY35EnO7HpCOAjIq5rN3Y7VLudyLpF80fYkB6hSvD3/ZCFB4KuEG1Nnvgh5+26Pqa5FQ0mZ67pjNB+weG4TbWOO21O/6JXPvCjOxqFFUbXsdhmeK93+q1dTsjjndCromhbDMinSEk2D2/d7UkVwDDyT6TxE0zU2hxPr2x1F2Uhw/eOB0XyAYeosbqbCzopzIeKecva7VHY5bcfqXsZ2ju+wuvsxmvvvyOHedh2fvbzECyU16K/93if83X/4FV0Hzz9d0rYtcVXy3W/u+1m7pcYEw6HbV2dVJSoAQ41GmrolTQqxKKsA7nNik+XI2KM7JBwUrnU0cjkmGY5jcdzFAvQpShxXNLdZEfWz+abt2D4eGM0GaLqO44rLresgjTJqVZV5oSyHVvd7ZsuRoGgVr3u3S9mfxDV5tsavnk7MZj6WITKosmrZbxM89XzLXC708dj7WJ2pZHTblWWS78q4J8mk3etzR9WGve0g1AVLAPJhC1yjb5l1XWbrZSVfc6biyRxQSS0NnfvbPc9eznpq5zmIGkSHLwe3jIPO+mld1zAsnaJoADlgakXq66BfGBdZySGueh0+SOV05taDSD+B/v1oq67PfrUt+UueZ+E6Zh/QDHDcp2quatCpG23ddLSdFApvv7zj1U9vGLked+sdlmthGAZ5nkj4RruiupmyUfFv/tATJLUtGadvv75nOAtxA5c0L/l8ueAiCPnaX5FV8v5vHw+M5wO8gcvt+zVlVhKXpbyu8QkvcDkdc4FsmSbfP20YDwOWQcjIkeCLp/UBf+iJccaz0XW9B6odNxGff3ItmvS8xDUtvrtbkWcFpmlQFjWdeiHTKOMffPuO6XzIy9GI31ssaecL3l0e+P7tI6Zl4JlmH5sooSgjUZk8nRgXNdOLEdPLMVVRyUJSmRH1uuk/jwCmbRJ4UoBYajHdth2bhwPB0GO+CDkdUuq4A1qedrkE5ihKoq7rbI8xh03EFz9/wWR9wHIstvd7rj5Z0tQtu6cDw0mA41o4VxPCoc/tN4/cfHrBZJ9QlNJVVYrFFPqyR9oojII/cCk1mf+PFwPx1OxTgqFHsZUOJRwKH6bISqaXY2aaxurDFtOQUJ9wHHD/5gnPNZR50GSzFkXZM1dwDu0x5XRIe8UegKGLHPfqxYKmbbFmIYdNxMWLuWAwmhbHdyhS6U5/7PE7cbhXlTj8bmZjca1FR1ED2DpvvnrEsXXSSSA877YTSqEmdm9H2YgdS6eupfqOk5ym6bh/FPb2z35/jmVbVGXVLwOroqapE9qmIxx6hEPRSldFpf67SjGfSlWSRnJoWqZcZOelYNuKnKrIyl49cq7MbNdm93QgGHiYhk4SSRKOaZnstzHHRGR1Zdly/yjGC9cWRO4gMHsJZNtKaMJxeyLPpdKvigrbEemZZRq9Db9tO7VgPnOgDUZDhziRYPCilG2/6xg4oPAE0nbmRUPom1JtVy1VBdOp1xuauq7D9e1e1jkI5NAHOO0k9GJ/yPFcCR4eBibH7pzapKPVHXEqhqCukThFyxQ5JohSx6hbDqXQ884EPU+pilzb6JNobFPvMce2ikWr6pZO/R5xWrOcujTqxpmccppUbsy+a3D3fsdo5OI5JlVe4Wrq5n4UXv/bL+/44ucv8EKXh/fbPpDjGFfEacX6l/dUlZrfA4OJyPW224g0qwgbGfvlacmbvUTbfXa14PZ45PbbR4nYU3NX0zJI6pb9IRbMtaaRpwXDsdfDvxK7ZOJ52IaOZ5ms04SmEUbM29sVlm3y06sLuUl2Hes05Zu3DxSZSBNNXZPowkKCMHR1A21UgEyRC2MpUylQI9fF0qXbHXsea2Wisl2L/TbBshPBCVjKvBWlPW3VC1wsp2P5TBbJcSIy43MsXV3WoIx6vmPQAdujLBDDsY8XOhzic96A1i8avdDl8d2avJTx5Skr+MnzS96utuimdEx5UdC1knFq6DoT12WtayTf16zvdiyvJ9y+24pnw9D6Lrd+Eqep+ESkQ9B1GcHkaYnnmuy2AldzLNHz26bOap3wuEoIXEOAe7tMfV6EffP7f/iMb3/zwCrLaFTGc5YUFGmBP/Ck0FMxg+HIZ/t0YPMU9ewdgOnFiFqNgbM458O3TyoP9sfP1d+Jw72pG+5WO8bKvbn6sGX5bEqRlcQHYYScK8JBYGMYkptoFBqJwgTXanb28tMFWZyL7VfhYw1TFj1NrZPFeW9ZPocrOK79Z0xRreJgiELCJI0ElgQS7WW7Mss1TJ3slKMZel/deypB57SP2TxFHOOK64uaXVTiu0Z/gzqltTIeSTXZNF1PxfRdk+XzGZs70cuOlZFkvBBW+fZ+j2nLWGno2sTHVOLk7I9cd7n5iWu2LOqPztRSPAK7o4QEGLrIIUPf6uWQRSUAMs8xZFlsGTiuRTDwermb8C5adk/H/nl6oUs48mnqhmHdEh9TBUiD40lumrYt5q7UqCnUSEbXO64WEmt4vxJNdJrXfaXfNGKJP55KQSF09GiG568v2D0eeNyI4eQs5Ww78Tv4gU2ayHKq62C/T9HU+3i24ncd6AqEJotQkXI+PEhlfvuUSk6oY3CxCKgK4c57nsVun7M7FszrhuMp5eHDjulcuC1f/+KWomq5uhygPdPYPuxZXE95+dMb0lMmhpV9wvRixO/9wSs806RqW3Zx2nPZdZXYZdsmX79/5PdeXsv1ojJrWzqmyxE/m0ul16pxwvPhiPAzmy/fPZDVNau1hM8sr6Zsng5y/Rt6rxY7L/ReP7+gahvWh5NSyOgYms7U83EGYpJK45z4mDKaDbi4EVdonhTohtzMZpcTyrzk/s0TZdUyVma7JBJOS5ZVhKHD4mbK7ulAXdR4jszLz5+n5ezjtabrSsJYy4hoMJHP5Jd/essb+55PfnrN1asFH75+IBwLubT46p7pxYhIi2UZr6SWwdDj1U8uuH+7Fra6Ql5nhajNxCfT0FQ1WCKnHIwDTocE124YDAKSuODx8STIbGAcWhyTiro+uw273nuTJ8J0b0vhZ41GLsNZSD1w6dqOaJ/I6xnlDEaC7Q4HLo/3R0anHNMxKTORZl7djBhMQjzfFjqr8eOn++/E4d528Pa7NbAG4Cc/v+ZiNGSfC6Y1OWVitlFV90DxXsofwLDqusUyxNCxfThQ1yLhmg5tdo8HZlcTDNPg+edXFJkEGp9NBuvbrZqZu2SJAIDyvMJTAdtlUeFYtmjHVZ5okZWEYzF0GG2HEbqkUUYW5yRNy9M2628u+0NOWcqSONKkIjkvUg1dDthdWhJ4JpahcfV6SVMLWuG4jdnc7Xj++RVplGG5Fs8/v2J1u8VxJRg8Tuvemdq2HaPQ4pTUNF1HchJ5ZalaUUvND8+hG55yzIFoai1T5/WzKfEhVdyLmkCFb4wXPstByLEo2K6ObFdH2hbWh4IXlwG6LiHipUqJF5OZ6gZ+YLNtmjPDRvJbTeWyNSyjVzU4yi1ZN1KRZ3nT37Q0TeOk2D6ng1SwpqnTVS3ywRLp6+5YSIr9zMcwJEWpbWGkdgf7VdSPC9q66WWdad5g1Z2kyxcNbd2hGRpHVU2WVctk4ik+kMbN9Rg/cPmjv/dGbs5Dj6f3Z2BWx3EvOaCGqfPtrz4wHAfMrsaifX+35qgMYGmcEww9jttYZRx0NG3DNst6nfmHSIoZQ82Dv/rqlr/xB59JZF+W4hgSgtG0LYam83svr3mz2WIY8vPLuhZsctXQ1A2ngzBt2jM/RYPVLpIxx+slA99lFclBfzUY8Hw44vlfHfGbzZrD9tS/huPFEMd3OO1jFWjdMJoJJG00H5BGUtE+3h8kAcm3Wb3fkGaVyvIVLG+cyvtqWXofpalp8v/Tfd4veS1LZzoVz0Ke5Hx6s8T66Q1FXROOA8qsxBu4hI7DYj4iq2tMXWfkOFRtyxdXF/zRb77n7v4o2BJN45TWDAMTyxSsxWTp4fo2p11CfCr6bOdYmZEMXcNXcLKz6U/UQ8J0MnSND+92ZEXDMLRYXAw47RPefPnApz+7Zvd0IIkLjnHJxcyT0Pu6ZTQLCYZS1Tu+wzbb8/zVjGdXM/ZJiuNa6Kei73h/2+MvEpDtAv8vwFF////Ydd3/UNO0KfC/B14hGar/1a7r9upr/hXgXwAa4F/suu7f/bGfYehikAlck4VC54K0ZNtHmamdAz1qFW69WIqjb70vKGtZ2F1eS/L84yaj7STwQdPgcZVQZCWXLxfMw4DWcagGoq398H5FUYojsypq0ehWpcDHuk61sQZ1VbPfJiyvx/KcTYMwcFk+n/Uo052CBelqxuhYBqWSGWqaWPzPmtqqFrzteRZ+Xgxqyn1XqfZ5MBajQhrJcrZWVu+mblk9HOigV37kSpZ1jCuBiVWC7XVsg6Io+vlm6Fs0jQRvmIZO2zY9HzrNa9JIoE+ObeAGH5Ppi7yi8MVYtno4ECWVygftOJ6KHr0gNE5ZeqZ53ZMWbVNX46KPrPTQl9m87Vm0Tcdi6hGdCkxD5xBXvSZdqnjIy5aBbarfBd69P/bLWMM40yplSec6BnnRkJxyRpOAq5sJSZTKyMyxMEw5VNtabhyX12PGiyEfvn5gH8mNwbUNwtDqQxySXJbNj6ukVzW1rdjLPcdgNBZmSprXfU6nZerkSY5hmYRDjyzOeXq/YTAO0DQJn3EDhzhKSU/y3jueFBHPL+fkdUWW5LR1i+3JqG9+NcGxLS5fzvFMk+/2OzarIz9/fcOhyEX9YtsYus7Ad/tIvfPjMY5p6gYvdIkPCW4giIQ3H1ZEu7gvgpZBSF7L9fvNh0f0F1eEls0fXFwQTyZ8NVwTH1KS00cMwe03j0wvRkqSeZQc00MiMZjKT3GG85WVmIuKqmW1y3sZcNvBZC5LZwnuMUiiTHIeVODO2TwU7RN+U9yJHFLT2N7vcXyb0yHhvhRZq8RbGhwsyd41bZPFzRR/4PLh+w15KbuBroPxYqDECxbvv3ukLuu+2wfhqocjn8065qiKJ8MwGIY2R7VD09QeyTA0rpd+7+FJc3Eu54kofHzfUqE1KKqsKQoqXWe/OfHiJyFV3RAfEnaK9W9apijZ/imMZQrgv9B1XaxpmgX8B5qm/d+B/wrw/+y67t/QNO1fBv5l4F/SNO33gH8e+DlwDfx7mqZ9/mMh2Zomd8BWmTWauuF+u+f+7UbulGkmkVrzoRqXwH4VUSpnnGFoYMJwOuCbX32Q79PBThlTsqLB1DWCfcLFeEjdtmy2EU8qzirwLIUkNXnxcsl6c5Qg7k7Y3ZWukag8RFulRNmOxdh1iU6pLJFykdhZSks+HdkEA1m69PB9peIBGQmdlRyNmmefD1d/4JFp0ChNq6W6hbKQmMHslFNkZR9sYdkSP7d6OvWvR/sDzfjjNhOliWMQeBZZUfeGpiip+mr//JwOkahrirJhvLAZL4a0rRhZHlcSV3eMq34h69qG2g90DEMZcdmWzmZf9BGApqH1CTWl4tn4joHnmnSd3BRc35Z0rKqVHNe2w9DoWdciXYOibPsbet1K9zEbOaz3gqC9mLrquoLpSBQaZVGzWceMRipF55Sh6Xo/jhPefoBvWQQjoSICfehGjywILMmbVTcwDVjtcqK05tNXYzRN4/buiGXovQw1TmuGoUVX1piWI+O02aA3jonU1sIPxfZ+joV0A5ema1lvjizmIwxdJ60q8We0HXfvVpRZRXxIuFhOePVsSd21vF1tWU6GeKbJu+OhV/74lo1nSheVVzX+wCIuSzKrYBL6HJJM0BKR5KReT0ccC7nWXN/BDVzePG0kWrCs+enFgr/27IbmuuOQ57zZbNmog9Ufemzu9zw9nri4HPTX/Zmweg5Dr9uOKpfPpxdYzBchwcinbVr1Gex489WjOMCrts/ztU2dm6sBtmvjBQ5N07J7PABw8XLOzWRE3XZ8/d0dd/cC3rIci5vXS6qy5unhKDm0NxN+9ocvePPr274Qy5KC5bMZtiFjyTSvleZ8KMop6DNch6HFcOhKMWab5GXWd8SaIrY6vtO/z5Jn3NLd7gURPZQQmmDgiZpuPuLxYUddiXwyPiSkmcATzzezPCkIB+6fueH8f3W4d/IdYvV/LfW/DvjngP+8+vP/DfDvA/+S+vN/q+u6Avhe07Rvgb8B/Ic/8jP6jXhZVP0h1rZibBEGd43t5gzGPrYyC1X1R0jVzdWAIi1Y7fI+oeSzz+a4gcMf/8NbTllNeEwpmprbD2vevtsDwhqpanGxusDuGPcM8LpuMNWS1TQ0Lpch+31KcMoYDX3er3dSbSueSNd1vWvU0CW5p1JjhzPW03fl95LNv9YfkOck9rbtuP32katXi15r29QNpieck7pq0LRWZUhajBcDnu4OuOfRRP6xE3AsudFMBjZNew7RqHqduKZJnJquaeyiUikHLDxHljhFLuqNLM6wHIvvv33qR2G2ghqdl7GToUMw8oR+Ged4lomd1L30Uj93K4qBr+tq5+FaeHVLkYoJzfZs6o1EnmkaGEpRoWmoPYW8bmcFjmXozMcutmdxZRk8bdKeL2Rboo3WdZ3j9kScVj2XfbfPmU4kBg0gNHTefvWA59ukScl05PSz2KJsME2NsmzZ1gWubbCYuDRNJgEjlkGe12Rx3ks7df08+++UUauTUUkp4c9yc9G4eDHvD2rTNPjkpzccjwlZnHM1GrDPc1b3e3TT4Ho2BkR7D3B3L+HVRdkwmQ2Zuh5xWfKTS2HDR2WBZRgMHYd1kmDoOp5pil4d0NGYuB7ZsOLrLz8wmg1wA4ef/uwFj9sjjmny9dfve315VVTohs7M8xhPXG6jCF3TuB4M8EyTP7y+IlnMiYqCuCxo6oam67i7j3Asvc/urYuG569mbB4OWKbObDnsx5+b1Yl37w/UddunJ41Uhm5RtXSxuGavL0OSuGA0MZjPhiSl5BefD7x1mvL4bs3TOunPmPiUc/92xXgxZDwulWFSFF5f/P4LfvOLd+iaxu1dhGkZ+M8WzK4nbH/ziHYqWNyYci5Ucl10qhM/nQrqusUsWwaB5P5qmgSJjBcD2qbrR26OlZAqPAXAwNAo0orF60v2UcLt+zXRIeXy2ZRnrz3oOuq2Y3MouHhBDzVcbxImw38KOndN0wzgj4DPgP9F13V/T9O0i67rHtQL96Bp2lL99Rvg7/7gy2/Vn/3j3/NvAX8LwFQGk3Bkc3EzoyiFr6HrGkkuVm/D0EgVyhToD2RLba6vXi349pe3MofqOm4WnpiKQq8/5OK05u5uI+RANTIBlERQlkfn8cfZSNJUUklXZY0funiBQ54WVD9Y8lq2SRSXEtWG3PmSrMb/wY21VWad5eUQx7XVxr7uD3dLjSwAdlGJebvl5rPLHov64fsN44moJfJU5bn6AsWyFbTs9ReXvPnyQaECZF59Hg2cQ70NR5aGIMRNXdOYX43xQhnFFGkpLapl4FsCV9uvxKQVZzXj0MI0DdJCQi4sU2c+8/uq+yzXHM0GzKua6ZUYgt59u2I2djlEBZaB6tI62kYxsJXSyPHsj0vRVvTvw9ASM0pWU9XydRWqqzF0YY8rxdVkYBMlFcPAYjg9a8kb8rLtJZaub1O3HXFSUh9zShUxaFk6h4M6sBWkqapaWoVRlqpTdgFV3XIxcznEFRqwnDhU9Vl+Cv94UXVu08/Rg/ttwmAk8X9d2zGYhBLF9+aJ5bMpk3HIu6ctXujy+3/4mkOccrfaiXlMObBfPB8TH1MGY5/14558UjENfTzTxNR1iqamqGvuCpnPfvuw7ndGZVbyyfWCbx5XgqvYZRyjgtHQIfz8hs+vliRVxWAaivzwcS+KIM/GMU18y+bTyZT/9y++5pv4A9PLMfPpEFPXWfg+Y9cl+NzGsh9IT7l0i4bBcOwxvRgz9F0hIeYVq4eD7DaUE3rgm0r22nLYZ8wXYvDTNLDGNpfPZxw2J1FRBQ5ZLeE+buBI0ppl9Eau8/swng9ZPx6xXYvRwGcQesSJjMDatmO7jbh8Mefh3QZfM5gsR5yynDzJGQYmk/lA5KrHVFLeOrnW6qYjySVr2HeFf9U0bZ9+Fr/bYZmC+fjm61Xf3Z87WdMySbKKd2+fiA4pQejQtB1/+osHhr7J1c2I6dBmtct5fLcWI55p4Dkfk8F+2+MvdLirkcpf1jRtDPxfNE37/R/563/eJOg/0j90Xfd3gL8D4L8Yd/ObKaPAk4WQZaPpGjvl0AQx1gwCiyTK2O+SHmbfdfDyShZEx1iqP98VWeDj7Z79KlJ3WfA9g9WjuMuevZhw90FMBoPQR1MoguiQ9S7PycWoryhNNasrK6VRfzoI2qAWdK3nisMzVyjPY1KTl7LQdTwby8qxTR03EIJf6MvY42ylPzNwhA0v2NXf/Ml78rLtxyZtI4uvVi1ryqwkeD5nqyr+9988cf18ytPdHtu1KU65SktvFJzMxnNNirLmlIqCZjSwiHaxhD1bJtOLkSB8WyEDysEjvJqqblVbKWOm+VggXVUhYKUsrzGsmuE0JDkK8TBPcuaXEy6vZQbrb07c3x6gE2rjdpsyHtrkycew32cXAcdTwWpXkBeNkkyeU6fk8jqPs4qqoVY3gdAzsR2TsVqSrp9OfWRgXjayY9BlvOKqMY98KEXBFIYOcVwQmjLvnwxsJiOHLK85nMqPIeJl2yfPTwZ2392dkrp3puoanH+j8xjCMDQ1v5VK0jAMiqyiayVsOxhJi37aJ4RXjsgidV0iIQ2dom159/Uj1y9nkmUw8BjNpWOdTAf83mLJHz/c45nysZa8gYr7Nyu++PkLLi4C3tyv2a9kKbubhBzWp17vLrRSSToyDJ3J5ZhPLue83+4JVPJPmVf8enPHaD7ANgwe7iPqtuNp+4CmPeK7Bq8/v2Q2CjkVBbZrMZiG+J5DWdeybC8qatfm4d1GwmJckyAQc5mEoCRYil0epzXbTdwHv9RN06clmcqYlp4yHF84TqeDdH2hb4kHRZO5+PrxSNt1gt6dltRVjeOJlDeLcw6bE5PlkFdfXLG+2/Hm13f92PTFTy4ps1KFj9ucopwkE0mvpg68uu3IirrvyH1Tpyg/Bu48rFNmY4fXP7vm8e2awzFH12G/OuJYIi22TJ3Z1YThtCL65YMQXRdDhtMBeXlPOPJ5/eqSY57L+DIvf+QY/o+plum67qBp2r8P/JeAJ03TrlTVfgWs1F+7BZ7/4MueAfc/+iQsk4HvUjQNhq4T5Tkfvn4gVi+goWl95mfTimQwV22R7xr87Ocv+eWfft9v2X1HIvKSXDjmlzORwfmBw8CUu/LQd7Fsk/v3WwmzjjKRJrommq6jG1o/X7NskyyWBBbftzBMnWiX4A9cdtuEwLN6LML5g3v+5yGumKtgh6bpeHi34eJmgmboBJ7J7ihvkKhAzodQyyiw+pxWwxC8rZWV/QfRMORGsXncy2ijaanqjodbGTclccFo7JE9yURtOfU4JWWvMrJNHUvpxcuixnZMwoVUNI93W5IoI04rBoHdA7IatYBNSkmZ71T1nWRCXByrSvmo9gHd6ohhmbz98o7NoeA6KxkvhoItrdqehQ5gmLrwwHWNxfMZfNiyi4QceGbnhL5FG1eYplRJ51iytu0YBUKCNE0xG3UdjCdeL6P7cHuk6wQzcfYDuLaBroHrSJ5u18jIaR+VRLFUfYuJi2nI2K1SFvLzo65Vx1U17KISy9B7x+V5Yd5B7zlwbAvDMgjHfp8i5oeuzLevZ6RVxXA6oCor6rbluDkJh8iRDjGNc6aLkNMh4ZwiFh8SfvbJDVPX408eHzjtkr6KdX2HJMoENlWWRGnOfnVEN3RGswEPt1vqsibJqr6rEJRyg2PL2OzhdGJzv8f1bT69nLOKTpIR7Lo8rPaEvin5A7qB70kl6Xg2Y8fF1HRKV1KDtqtjH3CfxTlZUfUBNOPFkN3TkbsPh943UNYtYWCjaxqHWMZpw9mA/eMBTdcYjAOyWEJf1rdbgpGvbo4deiydgpXkuIGD49tsNwnD0CZOK+6+e+Tzn79g6DgUjTjKR9MQ13cospKLF3Pef3XfjwIrNSrWdZ2DktIOA0vIoV3XR1OmHdgKuW3oGp579p7I3mgw8hi6Lo+ajGNLNbYcBVYfyXhe/E5HtijR7nYMpyHjiY+ma3y42/Rs/zNO/Leeqz/6XwFN0xZApQ52D/gvAv9j4N8G/pvAv6H++X9VX/JvA/+mpml/G1mo/gT4+z/2M9q2pWga8rRgGx9YP0XEaa0qLIPJ1Cc6yNjg/MG5WfqcAxAeVnsZZZg6pnI6AszUMs3x7T6JZbwYSkuoaSzmI4nJSgvhUhgabiDt1+P9QT23Ts1/NYaBRVXW7A85gWfy8CjpNce4wjkWvTb7bHCoGyEpPm3lubu2wT4qmcxFgdO2kn2qNfRVwnmcYhgay4tBL3dKIkm9idO8X+6dtfCWK/iAsyV/GFhsD0VfbQ5DiyQT89PjNqdphUe9nHlYjiUXz8Anq2sO+5j4mKpqXyMraoxEZopnbornmlQKltY1LaORR3wS889Z2jgMJdDDbgV/7NoVT2uRlNmWziC0sV2bPJG0mqZusWzh+KRRRppV6kMh+a5nFkqa1z0A7Tyum40cRrOQPC3JCwl2ibMaTcslmNu18V2DqG7793My8TEtQ3WBNZ66DgUhLGEpk4HVO5INQzFv1DL4bCu3XUtGPcpgdW7Ba2XSOhuuhqFNlsusVmbFkg98tpzvjjH7VUQ48vn02ZJ3T1sylQJUVw3DaYhhGARDudGalsndd4/ous7t/sgtRx6+X9G2rUQx+rb6d430VJC9k1GebhrCttc1ppcjHt/KodK28lwlO7iRpWjg8vB+zelUiCW+Khn6Lqes4MPdhqZpGM1CRjN4/fyCgeNQNjWuafEYn/jql+8p67Z3iA/GActBiDUeccxzJsshD7d7ol0s2b9NyyGuZNHomdiujKAMQ26gmYruk89Dhu1I13nuhtNTJslslsEAUbTtV0cWz2ZML8ZsH/ck24zJdEijZtlvvn8kPqYsn017g2OeFly+XPD4bs0osDisI5q6xQvdPti+qv4/7Z1JjCTpVcd/X2wZkftSa3f19HRPj42HRbZlLJCRhbAE2CDgguQDN3PzAcQB2bKExMEHOCBuSMiAkFgsyywHn7BYxAUZxvaMPXvP0tNbdVVmVu4ZGevH4X0Z3R73tMe4m+osxV8qZVZUVileZcaL73vv//7/rHBDsu1Eynd5Tp6LbtFsIQSLIHDx17LV05CXvnutGJyquBYXn9rm9ttDkjRnukhIXj2k4tnUGj5xmNA/XuCYBWkSp3gVUeu89VafKL670Lgf3svKfR/4a1N3t4CvaK2/ppT6L+ArSqnPANeB3wTQWr+olPoK8BKQAp99EFMGRBJgcHskQyVaF0YSWSbTlrNJKKspU0uNkxy/5lNt+HTadZ7/1lusFR1To2Oyc6GHX/UY96e4nrgh1RoBx9cHVN93joqpS+5f2pGp18WKLM2ZDmcyzu9a9HZahTfjrbeOieK80FD2axUp91QoGqT2PZOclmlqGlan1N9CGaXvH4lyY73hk6RLclODBkyXXVGtCvul4tm0OlVavQb91w1ly7bY7VbEvMGxTZPlLnMlTiQRr6c2q75jOOep0PXqbtGl96se8SpmmOUMb49YhMn3uKrHcV5Mw6IUeSo1zSTJirH/+ViMS1p1YR216xUcz0GpjDjJCOo2O7tNBv1ZMZ69mAgjI8tyskWEW3FFV99wyxMzSdptebhmCA0lK/a1taFlCW2u0RJxsVUkdXfLXExhlFELMpqZMC1c1yqMwtM4JUtkeGYVpWK84N012+6YG1kUyxb/4GKP2XjBaBQWxjBb3YD5LDIUTdlJhpGU2Na9lzjVuGnOZCbMLceWnYhth7jGFQkgjaVkYXctplHEZDgvxNoqgUc4X7F1riPUXNsmWonm/U9/5CnevtXn7WtDgorNhad2mJ7MydOcdhCQZ5per8n1a0fUGkFxA4lXifibGm5/u+WDEtGtwHfo7rapex5exeXJp5si1+G4tHyf4Xhe6LHvHvRYLlbYlmK0CjlXb2ApMfBely4cz8GvVpiOFlwzDlyOY4vhdsNnNlsVap/rXdV4Jn/frYgMRpLmjCYRT1zq0dtq8uYrt4iWEfV2rVgogZRPlyZJz0YyRdtp1VhGMU9fOU+zO+Fcr0N/NmcymnPl0j53RhNZBStZNK0WEe3tJr09sZA8HobkuWZb8htplkm/yrJwXOg0XEYzSfD3yn4ALJdJsZgKqhXCZcS5C13G/SnLlej+WJbsVNZS1v3Riu0OeIGLtYgZDuasFhGdvfZd1639NotZaCaD7o/3wpb5DvCh+xwfAp94l9/5IvDFH/S311hL92othrSthidynK40Jg8HIXkuq7S1auBoOGfvoMdktqRR8wgqkmx291s0u3UqnlskzNVS5F9v3xDqY3s0p9ttsEpTkeSN0sKuKwwT/IrDUx84KFT/wiRha68t9cI4lUS0SqRObrr6qzg3ZRQ5v/W2fBVLOSMy7I1aYNOoeyjL4onLu6Sv3GK2iElTuUk02wHRMjZvumyRj49mdDpBMSSR5ppmW1xt1o2nNNU0atJczczgDxgjEZP8GzUPL3DJkkymaRsyeDUezKg2fIK6j1IyCu45smKOEqGHuYm4GsVGFdOviJrfjVszHEcZ4S7xORW1RdG70XHGYhpSawZ0ezWqdR/bMCNSo4tuWYokSnArruHNy+fCc8UpqNqUm/JaLRTAsqBjbAGPjubYlvqe4ZI019SNReEilMa1ayswzfVVlNGsy/8jioXuppABlJ7ZEk/mCTvbNeaziAtt0eO+9NQ+nSDg6s0jBocjqVMvs8LbFijMx0WVU/RufKODY5v5B9exsV2bNM2KSVXbtmh16gSOyxOXd3n9pRtiWm4a+sc3h0UPajIOOXehy0m4ZHAkgmdbu03GfUnel89tk2vNVr1Gfzbn/MUdBkdjdi70mBtrwvl4YfSTMuYLuUZaLZ/efgfXczgeid1hluVULItFEpPqnCxJafVELjhcRiRRwtFU6uCvJ3ft3zqdgCvvO89Bo8mdxZybh0Mx4PEcHNcp5jY8x2KZpsSp0Gm3e1UW84ijYci53RpB4BJNpK+VRAnDwZT5MjHXhzT79893qDWrhDOZ3Bwez4mTnMsHXZZRLInedei26vRnMmjl+i6vvXGLvQtb7HSa3Lg1EKNuz2U5Del0G6L1n/UZz2VKtNXwsLUycwEyPes4NpZKip5MmgobbJ0D1q5Ni7nsWv2ajzVakGUJw8MxjVaV8Uz8XdcDXZNZjFcQLmSYcDaaMzpZsghTrlzZpnKPJs398FhMqGqt6R/P8D2bVq9uLhjZ4guvVWHbFMqCAHsHHdEij1M6uzKef/XVo+LDP5uJTOtJf05vp8FqGdFqBfJhCjwGgwnhIhL64jKm2a2TpTndvTb1eoBr21hIHTJK0yLZhvMVg/GKrbZfsDnSVJqL86XFaCa12txI0K7ZPGt6ZBhlPHN5lzdevMnR4YloapjJ0jWt0zZ1aMdWLE0pIU8zOp0ApUJxVYpTM/J8N9mtB37Wk6a2rfADT5qENdF+7+11WM5ClIKjtwfirKQU57abTIdzBuPIrEAkua4TXhhl1OoVHNtiMIvMijan0/To9GrMxiKCprWsdm3bwrLE/m8dj4iOKRaTkNkklBp9GONYFpZtG0leBVjUTClmMpxx0p8Kjx4IjIbH1rZoe99+48jw54VqmqaGAunbeIZNMJnHsoKuygRwGGV4xq4sqPukWU61YuObEfh1s9axZSW7e74NSC15EcdMFqEwplL5P6/tztYX5lrzw3UtqpbC8yyj0CnlnO0do6aZy2fPtsV9qLXVJFzFrKKkMMBOkpzB4Yjtgx7Hdyakxtu24tk0O3WuvnCD3k7TTGaPmM4iYRzlOXcmMy72OlzsdegvFhwdTqgFCw6e3md0PKHaCPB8z6iWitZJnot3QGenieM61NsOjUB2r3XP463bfSaDGVmWs33QE8nfunC0x4dTk7htgoZPZ6fJLFyx9AN2ajUO7RHxKilWn2ssVymLMCPXMsi41i/XGkZjkcV2jH7QaLgg8B1295uc9OfFDX1hmqqT4YzzT+0Csmg8ORzj1yoyQWvbXHvrjrDe6gFxGGPbFv3bJ7gHW1w8v808ie8uNMOIes3n4MoevXlY9OAs05NL4pQ4TBiMV0UjdV0aDSp28dnIc+kf6FyG/Y5vDIrrW+c5S+Nf2zQUyrV2VbVWwY9SZgvjVWHe+zyX/ktrq/HAvPpYJHeQBBnqjPR4Rq5llelGQjFKjLj/evKrVXd5Yn+bwVyElgCOrg+wleL69THN4Vx4655Nteaxsyd0vP7RmGWec/3qHWbLlE7DxbYttg+67HZbWIbok+ocR8kFq7Wm6fskUcp0OGMwFgNr25JmnqXk4o1iGTSwzN1c2BCq8DFVSpJtt+kRLlayk7g5ITZ+iFJ/t0ijtLjhgPQNLMcuJGe7PTE0CRcRrq2wlYzsZ4b3vggTmo27gzvLRYylREOnt9+h5ku5YXQ8KW6ESZLz3LPXATjYr7N1vsu11+5Qb/r0jxfkOQVNsBaIVG9idiNaQ7RKmJimUqPqGDsybZK8wvMlaY6GCyqBi2Urmm1pfjm2hesLvTJNxSln93yLvd2OJNHFiuPbYyylCqbP/l5Ddh6ua2z8XK5dPRL2i6GUisKk9AOmiwRLSY1VawwPXVb6zmRpLkCYGa399XTpeuhLKcXwaCwMlVaVPL1bBrNtizjJCjbMercjHHxZsSslJg+eq+h0q2RJRr1doxKIqUi8SvCrMtw07k9FfsCxjIiWlGXiMMZzLNodEY/au7jN8a0TqrWKNJ1P5kXZajkNefnqzcIEwvMcokh6LgCOJRpLk+GcMBIWWn+0KnoYAFkmK2y/WoGgQsv3WSVmtN/MoWRJSmqJhWQcCgMliVPxUz2RqfJGp8bbo5FxPMqJVzHKkobuYiqLDKUUnaZXkCXWJbX1uayTZJTkKMRN67C/5Jmf2Gfcn5JnhhbriSZTHCXoXBM0RQ55OJhTb9eY5ism45AsyQqHK79a4emDXcIkpeLYUl7SmkmUcHI0obvbYnQ8JctyPvCTFzmZiFZNbgxVZovUiLVJHK6rjHaRQ1CvMJtIj8uycuG8m1mVStWju1UX0TZTKnRsVfRYas2AZq9BPahw9aUbnJiytG0pLl/qUG/XuPP2g4oyj0lyX2/DbcNUWLMhGq2AfLRkbpgFazegJ9+/zywWJTu/6rFbr1O54qLePCJPM4bjFc2aWww1hFFCEovb02wR0+lUC7MMrWG32yrOZZ7ETKdLgloF27JIkhTLtkzjNS5qy7nGjM6L3km4EjnatZ9qlmnqrgPouxxpo+ty9eU7YqBstmyZ1kSmxHPt9rwYEqq4Fp4x8V4LXLmeI43DMC4GlZRSTOcJtmtzYbfFbLwgNobO1YZMPvZ60kRaf1DadRfXtXFsi5PpytwcRC2wFlQ4eHKL0dHEUDwzPGe98szotH1CowliW4qK7xrDaNGUX6+YlVI02zUG/Zn0I8zE5ng4F4W8ijSnXM+R5qIt8qhRGHPnaGR4yrI6rjUD6u0a/ZtDuagmIbYjI+mtLbl5rOu1rbpLrV5BWQo/qHCp6hEuIg6P5kU/wbYUjqWMg5PD2rxh3RDNc7lBzRYx+mjCkz92njs3BmRJWphq+xXbWK9RNH19U8OPYnEmUgoqniPuPUbLPTe19r1Oi0l1xeH1voynrxKqjYD2dhPPtokzKdlUGwHHN4e0eiKsVwk8ajWft167w9Z2g+V8ZZKttLaWYYKbyO5pNpozMitOgEZLOPHVRoCyIo5OptSrbkHJbddd5svUaJwEVGu+aZDO6QVSHmr1GnJeTbm++kY4zrKtwmiiV6tw7oltptMlylKsFhG1ZiAMlPGS228e09tvE66kLh+bWYQ0zfFM7yNNc7QjO8cs1+zsNYnCBNuxOF+tMDqasPPEVqEPtH4v8jQvkq3jOlz58fPsNxpcH4xomoQfNPyCTBHupnQDn9uzGYs4FscpM+/h13yufKDJaDznlRfexq9VCGo+9XZVJnnTuyqx636bUorRLGaySGhUHTGsB45vj43BNqSRUIY932Vxc0RuNGk83xVa5zQUOWBzLe3t1KQkG4sMyvUb4++bpXgn1A8aYf3/gFKqDyyAwWmfy0PGFmcvJjibcZ3FmOBsxnUWY4L/W1wXtdbb9/vBY5HcAZRSz2qtP3La5/EwcRZjgrMZ11mMCc5mXGcxJnj4cVk/+CUlSpQoUWLTUCb3EiVKlDiDeJyS+5+f9gk8ApzFmOBsxnUWY4KzGddZjAkeclyPTc29RIkSJUo8PDxOK/cSJUqUKPGQUCb3EiVKlDiDOPXkrpT6ZaXUq0qp141d38ZAKfWXSqljpdQL9xzrKqW+rpS6ah479/zs8ybOV5VSv3Q6Z/1gKKUuKKX+XSn1slLqRaXU75jjGxuXUspXSv23Uup5E9MfmuMbG9O9UErZSqlvK6W+Zr7f+LiUUteUUt9VSj2nlHrWHNvouJRSbaXUV5VSr5jr62cfaUyiPX46X4ANvAFcBjzgeeCZ0zynH/L8Pw58GHjhnmN/DHzOPP8c8Efm+TMmvgpwycRtn3YM94lpH/iwed4AXjPnvrFxIRpedfPcBb4B/Mwmx/SO+H4P+Dvga2fhM2jO9Rqw9Y5jGx0XYkf62+a5B7QfZUynvXL/KPC61vpNrXUMfBnxYN0IaK3/Ezh5x+FfR95EzONv3HP8y1rrSGv9FrD2ln2soLU+1Fp/yzyfAS8jNokbG5cWvJsP8EbGtIZS6gD4FeBL9xze+LjeBRsbl1KqiSwG/wJAax1rrcc8wphOO7mfB27c8/19/VY3DN/jLQvc6y27UbEqpZ5E5J6/wYbHZUoXzyGOYV/XWm98TAZ/Cvw+d1394GzEpYF/UUp9U4nfMmx2XJeBPvBXpoT2JaVUjUcY02kn9/fkt3pGsFGxKqXqwD8Av6u1nj7opfc59tjFpbXOtNYfRGwfP6oegg/waUMp9avAsdb6m+/1V+5z7LGLy+BjWusPA58EPquU+vgDXrsJcTlICffPtNYfQrS0HtRj/JFjOu3k/kP7rW4AjpR4yqJ+RG/Z04JSykUS+99qrf/RHN74uEB8gIH/4B4fYNjYmD4G/JpS6hpS0vwFpdTfsPlxobW+bR6PgX9CShKbHNdN4KbZMQJ8FUn2jyym007u/wM8rZS6pJTygE8jHqybjLW3LHy/t+ynlVIVpdQl3oO37GlAKaWQuuDLWus/uedHGxuXUmpbKdU2z9c+wK+wwTEBaK0/r7U+0Fo/iVw7/6a1/i02PC6lVE0p1Vg/B34ReIENjktrfQe4oZR6vzn0CcSK9NHF9Bh0kD+FMDLeAL5w2ufzQ5773wOHQILcaT8D9IB/Ba6ax+49r/+CifNV4JOnff7vEtPPIdu/7wDPma9PbXJcwE8B3zYxvQD8gTm+sTHdJ8af5y5bZqPjQurTz5uvF9d54QzE9UHgWfM5/Geg8yhjKuUHSpQoUeIM4rTLMiVKlChR4hGgTO4lSpQocQZRJvcSJUqUOIMok3uJEiVKnEGUyb1EiRIlziDK5F6iRIkSZxBlci9RokSJM4j/BT+e4Rjm6IbHAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.imshow(ndvi_np, cmap=\"YlGn\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "In __xarray__:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "xr_array = xr_array.assign_coords(band=(\"band\", [\"b4\", \"b8\"]))\n",
+    "xr_data = xr_array.to_dataset(dim=\"band\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "ndvi_xr = (xr_data[\"b8\"] - xr_data[\"b4\"])/(xr_data[\"b8\"] + xr_data[\"b4\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7ff313634940>"
+      ]
+     },
+     "execution_count": 12,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.imshow(ndvi_xr, cmap=\"YlGn\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "The result is the same, but no more struggling on what index is representing which variable!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "True"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "np.allclose(ndvi_xr.data, ndvi_np)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "We can keep the result together with the other data variables by adding a new variable to the data, in a very similar way as we created a new column in Pandas:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:  (x: 625, y: 317)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Data variables:\n",
+       "    b4       (y, x) float64 0.0782 0.0884 0.1751 ... 0.05769 0.0676 0.08299\n",
+       "    b8       (y, x) float64 0.2736 0.257 0.2479 0.2257 ... 0.3324 0.3388 0.3722\n",
+       "    ndvi     (y, x) float64 0.5554 0.4881 0.1721 0.153 ... 0.7042 0.6673 0.6353\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area</pre><div class='xr-wrap' hidden><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-32e6b3d6-8c77-4b0b-b1f3-dbddbf3038c3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-32e6b3d6-8c77-4b0b-b1f3-dbddbf3038c3' 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'>x</span>: 625</li><li><span class='xr-has-index'>y</span>: 317</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6fc52c19-4e66-4479-bee1-174a1cceb121' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6fc52c19-4e66-4479-bee1-174a1cceb121' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-147d1169-42c4-410b-b0dd-ce2638af50a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-147d1169-42c4-410b-b0dd-ce2638af50a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f8f37b1-db6e-4829-9db2-84c15d52f692' class='xr-var-data-in' type='checkbox'><label for='data-3f8f37b1-db6e-4829-9db2-84c15d52f692' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-74b6ed7d-beea-42f5-a9c4-52cebea86477' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-74b6ed7d-beea-42f5-a9c4-52cebea86477' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8c04971-48c9-4b91-af4d-ba009773908b' class='xr-var-data-in' type='checkbox'><label for='data-a8c04971-48c9-4b91-af4d-ba009773908b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-45bfe984-d040-4c25-85aa-b77b3ab854bb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-45bfe984-d040-4c25-85aa-b77b3ab854bb' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>b4</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0782 0.0884 ... 0.0676 0.08299</div><input id='attrs-70b1ef0b-e6a9-4da5-93ed-7f7edfc6da08' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-70b1ef0b-e6a9-4da5-93ed-7f7edfc6da08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af925ff2-242c-4021-9965-55da0fa3efa4' class='xr-var-data-in' type='checkbox'><label for='data-af925ff2-242c-4021-9965-55da0fa3efa4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[0.078202, 0.088396, 0.175097, ..., 0.103395, 0.104005, 0.086397],\n",
+       "       [0.102205, 0.075898, 0.085496, ..., 0.073198, 0.065705, 0.065507],\n",
+       "       [0.101106, 0.080003, 0.076997, ..., 0.068803, 0.073304, 0.070497],\n",
+       "       ...,\n",
+       "       [0.072694, 0.074205, 0.068101, ..., 0.140902, 0.100801, 0.068299],\n",
+       "       [0.070298, 0.069505, 0.067201, ..., 0.073396, 0.089006, 0.059907],\n",
+       "       [0.070603, 0.0748  , 0.072404, ..., 0.057694, 0.067597, 0.082994]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>b8</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.2736 0.257 ... 0.3388 0.3722</div><input id='attrs-659a9770-2ba0-4971-97f4-b0bd7388e358' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-659a9770-2ba0-4971-97f4-b0bd7388e358' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7be6e0a1-f1e7-4d9e-9f5a-483ea8295540' class='xr-var-data-in' type='checkbox'><label for='data-7be6e0a1-f1e7-4d9e-9f5a-483ea8295540' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[0.273594, 0.256992, 0.247898, ..., 0.283696, 0.245197, 0.232105],\n",
+       "       [0.255695, 0.231998, 0.259693, ..., 0.2551  , 0.223301, 0.231006],\n",
+       "       [0.226596, 0.242405, 0.267903, ..., 0.271794, 0.281193, 0.309697],\n",
+       "       ...,\n",
+       "       [0.269596, 0.253407, 0.291997, ..., 0.245594, 0.291707, 0.308995],\n",
+       "       [0.2822  , 0.2925  , 0.293599, ..., 0.213993, 0.262196, 0.379797],\n",
+       "       [0.288502, 0.248096, 0.261906, ..., 0.332403, 0.338796, 0.372198]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndvi</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.5554 0.4881 ... 0.6673 0.6353</div><input id='attrs-faa68506-681a-4430-b8ac-eb63fbe9d1a1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-faa68506-681a-4430-b8ac-eb63fbe9d1a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80bc3256-d722-48a3-8163-bb5128dd72bf' class='xr-var-data-in' type='checkbox'><label for='data-80bc3256-d722-48a3-8163-bb5128dd72bf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[0.55541097, 0.48813784, 0.17210779, ..., 0.46578366, 0.40432598,\n",
+       "        0.45748096],\n",
+       "       [0.42886378, 0.50698781, 0.5046415 , ..., 0.55407855, 0.54530095,\n",
+       "        0.5581515 ],\n",
+       "       [0.38293909, 0.50371527, 0.5535106 , ..., 0.59598584, 0.58643251,\n",
+       "        0.62915396],\n",
+       "       ...,\n",
+       "       [0.57524964, 0.54699581, 0.62176363, ..., 0.27087528, 0.48637406,\n",
+       "        0.63795195],\n",
+       "       [0.60114281, 0.61600067, 0.62748996, ..., 0.48922162, 0.49313521,\n",
+       "        0.72751249],\n",
+       "       [0.60678168, 0.53669486, 0.56684468, ..., 0.70420497, 0.66733   ,\n",
+       "        0.63534578]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7a685d19-c51e-412d-8d9d-cfab37d1adfe' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7a685d19-c51e-412d-8d9d-cfab37d1adfe' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:  (x: 625, y: 317)\n",
+       "Coordinates:\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Data variables:\n",
+       "    b4       (y, x) float64 0.0782 0.0884 0.1751 ... 0.05769 0.0676 0.08299\n",
+       "    b8       (y, x) float64 0.2736 0.257 0.2479 0.2257 ... 0.3324 0.3388 0.3722\n",
+       "    ndvi     (y, x) float64 0.5554 0.4881 0.1721 0.153 ... 0.7042 0.6673 0.6353\n",
+       "Attributes:\n",
+       "    transform:      (57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.4483...\n",
+       "    crs:            +init=epsg:3857\n",
+       "    res:            (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:       0\n",
+       "    nodatavals:     (nan, nan)\n",
+       "    scales:         (1.0, 1.0)\n",
+       "    offsets:        (0.0, 0.0)\n",
+       "    AREA_OR_POINT:  Area"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xr_data[\"ndvi\"] = ndvi_xr\n",
+    "xr_data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "## Plotting"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Similar to Pandas, there is a `plot` method, which can be used for different plot types:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "xr_array = xr.open_rasterio(\"./data/gent/raster/2020-09-17_Sentinel_2_L1C_B0408.tiff\")\n",
+    "xr_array = xr_array.assign_coords(band=(\"band\", [\"b4\", \"b8\"]))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "It supports both 2 dimensional (e.g. line) as 3 (e.g. imshow, pcolormesh) dimensional plots. When just using `plot`, xarray will do a _best guess_ on how to plot the data. However being explicit `plot.line`, `plot.imshow`, `plot.pcolormesh`, `plot.scatter`,...  gives you more control."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "xr_array.sel(band=\"b4\").plot();  # add .line() -> ValueError: For 2D inputs, please specify either hue, x or y."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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1L4BbIOQo035Xcc5XcM5XtLa2+mx+iSCmUKmCeGNwfesAAQIEGA78GIVnASxmjM1njMUAnAvgNnUDxtgiJrMwGGNHAogB6GCM1THGGuTndQBOA7C2kj+gJGQqKB8BNmsIECBAgP0ERY0C5zwL4NMA7gawDsCNnPOXGWOXMMYukZu9B8BaxtgLEJFK75eO52kAHmOMvQjgGQB3cM7vqsLv8IdKRB/lFUMQSEjlIZ8DrnsfsOWx0W5JgACjBrfS2ffffz+OPPJILF++HCeccMKIJ6/5ylPgnN8J4E7tsyuV9z8E8EPDfpsBHD7MNlYOFclTUJhCPgsgPqwmTUgku4GNdwPbnwa+unW0WxMgwJjCpZdeiltvvRUHH3wwfvvb3+J73/serr322hE7f5DRXCp4wBSGD+mLofsRIMAEhal0NmMMvb2iamtPTw9mzpw5om2aYAXxKhB9pOYnBLkK5YGMcmAUAowF/OerwO6XKnvM6YcBZ15RdDNT6eyrr74ab33rW1FTU4PGxkY89dRTlW1bEUxQpjCM6KMC+ShAyRgOUwsQYD+CXjr7sccew89+9jPceeedaGtrw4UXXojLLrtsRNs0cZhCPmcvoVkppjCc44wXDPUCd35ZzHpqJlXmmBPhugUYP/Axo68W9NLZPT092LZtG4499lgAwPvf/36cccYZI9qmicMUVKki8Cn4x+6XgDU3ADueq9wxA6MQIACAwtLZZ5xxBnp6erBhwwYAwL333ouDDz54RNs0cZiCmrAWGAX/oN9byZyMQD4KEACAXTr7E5/4BBYvXozPfOYzWLJkCd7znvcgFAph0qRJuOaaa0a0TRPIKKhMIXA0+4ZV1qOCvzVgCgECuJbOPvvss3H22WePQosEAvmoVEw0RzP9Xl5JoxAwhQmBXDaYAIxDTCCjIOWjaC2QDeQj36gKU1Cuf24CXMOJiru+Alz/gdFuRYASMYGMgmQK8YbKrKcATBCjIBPNKvlb1dljqrdyxw3gD93bgH0bq3+enjagd0f1z1Mm+DgtaFntdk8goyCZwnCNAp9gPgX6jdVyNAdGYeRxzzeAf43AWsD57JgtGplIJNDR0THuDAPnHB0dHUgkElU7x8RxNNNAFKsD+vaUf5yJVhCv2vLR0CgYhX0bgatOBi59HJg0b+TPP9pI9wOpEVj7N58dsxOn2bNno62tDVVbu6WKSCQSmD17dtWOP3GMAnXOSE3gaC4FVkhqBR9u9bqNBlNYfa0YGF+5FVj5uZE//2gjl7ETOauJfG7MMoVoNIr58+ePdjPGJCaOfESdM5oQRqFc2jjhHM1VWJN6tJkCSYmRmpE/91hAPjcyUUH5XGUnEwFGBBPIKEgjEEkA4OUP6BM1T6FaIampvsod1y+ySfEamaBlz/OZkem7Y9inEMAdE8goyM5JA0G5EtJElY+qFX30yI+B3l2VO7Yf0Ap8UR9M4Y9vBb7dXNXmjDjy2erJR3177JIo+azTBxdgXGACGQXyKUivfblGYcKGpFYh+ujsq4COjcD6O723rzQoPDkcK77t1sdhrf+wvyCXqZ589PjPgevPFe8DpjAuMYGMAjEFMgplPhSqL2IiGIV8FTOal5wmXkfa2UxGYaIOWPlc9eSjoR4gPSDe83zgUxiHmHhGgSSDQD7yh2rWPoo3AqHIyDubydE8EXxCJuSrGH2USdrPVsAUxiUmnlEYrk8hcDQPH7kMwMJAKCwMw0gzhYx0NE8Eo25Cvoo1iTJJ+9hjOE8hgDt8GQXG2BmMsfWMsU2Msa8avj+LMbaGMfYCY2wVY+wEv/uOGPKaT6Hc+kcTjilQSGolHc1pW89PNI4CU5DyUSm/aZxlvnoil61e380mIaL7cgFTGKcoahQYY2EAvwFwJoClAD7AGFuqbXY/gMM558sBXATg6hL2HRlQ52yYLl7LrcniyFOYABUgLfmoko7mjGIUmoQOPZIohylkh7GE61hDPgtr4K406Nrm0mM6eS2AO/wwhWMAbOKcb+acpwHcAOAsdQPOeT+3i4jUwQ7XKLrviIGaN+VA8dqxqbzjTLjooyrlKYSj4v1oyEflMAW19Pp4RyWWpXWDZRQygVEYp/BjFGYB2K783yY/c4AxdjZj7FUAd0CwBd/7yv0vltLTqqrUI1GZQrwJ2LfB/m77s8C93yrtOMDE0EvpN1Y6o9nBFAKjMKJQNf9Kg65TLhP4FMYp/BgFZvisQGDlnN/COT8IwLsAXF7KvnL/qzjnKzjnK1pbW300q0TQTJeFgCmLnKWDX75ZxFf7mTlNOKYgb1elHc1hWXZrVBzNZRgFmgEPF317gOf+UpljlQvL0FeRKeQzgU9hnMKPUWgDMEf5fzaAnW4bc84fAbCQMTal1H2rCuqcLARMWeI0CgOSmfgpucBz9ix3QhiFamQ0647mEfYpZEfRp3DTRcBtnwa6tlbmeOXAko+q0H8LfAoBUxhv8GMUngWwmDE2nzEWA3AugNvUDRhjixhjTL4/EkAMQIeffUcMNLiFwsDkRUDfTtsIlGQU8kBYhrVOKKNQRfko1Tdy5RDy+fIMXbZCTCElDWCyszLHKwf0u0dCPgqYwrhD0dLZnPMsY+zTAO4GEAZwDef8ZcbYJfL7KwG8B8D5jLEMgCSA90vHs3HfKv2WIj9EYQpUQ79nBzD1IGCgQ/zvxyjkc0AkBqQxMfRSa43mCj7c+azT0QwOpPuEgag2MgP2+1JmypViCnH5G0ejECAg5EDLKFRYPuIcyAyK97mM6Ds8Lz5nJiU5wFiEr/UUOOd3ArhT++xK5f0PAfzQ776jAtUo1EwS75Nd4rVU+SgkB7SJsCh51ZlCo3gd6h0Zo6AuLjMaPoV4g3gdjZLhgPM+Vrr/5jJKf8nY1zcwCuMKEyejOa84mmtbxPtkl5ATBveJ/30xhbyQoFh4Yuil1cpoJqMQJ6Og+RVevQP4dpNtuCuFdIlGgclHpFJMgYzgaC1DqrKDSjNdYgmA9CmQUZgAz8l+hIljFCiKRmcKQ9125/XzoPK8LNEQmRjykRWpUmlHs2RbboPkg/8jXru3o6JQDb+f30T+o0r5FMgIDrRX3uD5gfqbKy0fqWG7qhEN/ArjChPIKJjko05gYJ+9jW/5KCTYwoRwNFPp7Co6moFCOYXuS6yucucFnDKQn99E7awUU4jVitd7vwn8cN7Il89QJaNKy0fqtS31OgcYM5iYRiHeKGb7yS7bnwD4dzSzkJSPJsAMyJKPKlzmgvwyDTPEa9szzm0GpfO/0gOKOpv1M1MmRlMpn4J+HSt1XL+oZp6N+lvU6zwRnpP9CBPIKCg+BcYEWxjsdBoFVW/2Og5V+DQ9VJ2bR6942tYngWvOLL/YnwnVWqOZBtvGmcDSs4CnrxL3I58DtjxmD9iV1qMdRsHHoEhVdb0ymvdtstcQKAb9Oo50FJLDp1Bho5B1YQqBURhXmEBGQWEKgDAKpTKFdbcDO18QBiEULnzA920EfnkEsP0Z4+5Vx87ngG1PCD9JpVC12kfKqmcrPydCUjfdBzz3J+DatxWev1IoZhQGOoBtT9n/k/FyMwr5PPDro4Abz/d3fv2cfoxC/14gPVh8Oz+oqnykXCOHUQjko/GEiWcUQmHxSkYh2S3+r2st7mj++4eArtdtR7Pe2QdlQpJqaEYSNOCUu1aECVUJSc06jcK0w8T1bH+10PlacflI8Q2Yjn3tW4FrTrfZHrUz42IUiF1ufsjf+QuYQpE+xznwk8XA397n7/hFz19FR7OrfLQflR2fAJh4RoGYQm2LcDRnBsWAVDvZP5Unn4I+66tWUpBfWEahguevWpmLqP1/JAa0LATa1wN1U7XzV0k+itaZf1P7q+JVlxLdmALJRn7WewZKZwo00djyqL/jl3L+ihvcwNG8P2DiGIW8ST7qFp03WiuSivwaBSv6SJM2LKNQpYdgoAP48WJ3eSpXBaNgrdFcSUdzunAQbT1QDMg6y6l0+Qua8cfqvK8TRUPR73Y1CtJ4qEbOC7qRK9bnqMS7X6NTDKpRqGb0UeBoHreYOEbBzaeQGRTrNsfqS2AKLo7maszUVWy4CxjYCzxzlfn7SshHqT6RNPb8X8X/w5WPnvwNsPaf4v2O54D+dpm8pg2irQcJJ70up1SLKcTrvdkPtYN+d1GjEPd3fv06bnkUeP469+07ZOHG+un+jl8Mat+spnzk5VPYdB/Q8Vplzz1WMQ6rHkxgo9AiHuihHmEUSmIKLhnN1SxJDNgDxORF5u+t6peKUXjheuDfn/d/DgoFffAH4nU4pbPzeeChK0RkEQD87f3AE790Zwo8D+zRSmNV3NEsfQqxusIBWtW+dabg5lOgshmlyEc1LcD7pdF9+krg1k+6b09MoXaSv+MXPX8VQ1Kzbo5m7R7+61PAk7+u7LnHIgb2AT+YDWx9YrRbUhImmFFgdg2Wmmbx2rtTykeN7kZh90si7JDAQuaM5mozBRog6qaYvzed//VHgPWllJ6S14ccvsMJSd23Qcy4218VA266X1ZENTCF5gPEa+dm5+fV0L3DcZEnoQ+KqpOb+gIZimI+hYhfo5AT/qvFp/nbnu65m1EqFeqEpdKls9UyF1kPn0IutX8tb+qGgXbRb7q3jXZLSsIEMgo5myUASrmBvZIpeMhHV54gwg4JxeQjvwPZDR8SPgK/IMrtprPTeVWmkEuXJieRQaFqosNxNLc9K16HusUDks/aM0jdKFCm72CnGLQvuF2evwrRR5GENOqa8e5VlvqgEte+fQolMIVQWOQ/+JGc6J77yaHxe37rfTVDUj18Cvn8uJRVHNhwN/DaA97bWM/j+PqtE8go5J1Ggcon9LcLphA2zBwB84yG8hQKOnuJ0Uev3i6Mkl/QwkBuA7S1zKI6G0yX1in1tg8no3nHKvt9+3rRjoxLtE60RrwmO4Fowg4drkZGczRhZnp9u+z3BfKRS+ZxqY7mfE6cG7ArpnqB2EuqQkbB4VMoYuiT3cK/9ML1/o6dTSoFBD3ko3x29CL0KoW/vQ/4y9nezxavspxcJUxcoxCvF6+ZATEgsZB5AFJXaCMw5hKSWsWZQbKreJavST7KZUprj77tcNZoblsNTDlQvG9/FWLdBDejIJnCUI+YyTNpFKrCFOJiOVD9/jmYgh595CJ3pEp0NPOcbfD8GAU6b7q/MvH+pZTO7pHFCJ/4lf9jR6Rx92IKPFe5Z+TZPwB3f60yxyoH6//j/p01HoyvGmkTyyjQwwgAMeWBjNa41zKiuPVEs/0Zlc928ylUY2ZASXbqeXSYoo/KlY8I5WY0pweAvS8DB79DRHaRA9kyCtrMmpgCIAZtiylUOiQ1qchHynXkHHjlVntQq2RIKueK9Je1DZ4fo5BTJgJepTb8opQyF6Ua5nxWGNtQxOlfKHhOKmgU7rjM3Wl9+xeANTdW5jwq1DIyFFlngrq2hONzLhSKMYr9yyj8+hjgkZ+Yv+PczBQAkcjEQt5GoVlZajo7ZM5ormaeguMhK9EogPtvk9qB04Plh6TufEHsO/tooH4q0L/HPibgzhQAMTBTQEA1oo9MRuHlW4DX7gdOu1wuEUpGIed81UFGwev6PH0l8KsjxTVxyEeN9jZuLCCXsicww5WQ7v4acP259v/FjEKpEl4uI35bOOadp8BzIyOprPs3sPnhyh9XrVjQ0+a+nZtysPEe4GdL7RUfxxj2L6PQt9u9xARVNyXEVKNQU9woqMimpHw0gtFHau0bV0ezi3wE+GcL6r4De5XS2SVSYPInzF4hIn1Ik3dzzIajduXUSLyK8tGQbRRUWk8y4VEfEUtm6kzBbWCkgdrr+tLA1LtDOpoNPgXT8TkXx6Vw1PQwi+fpM+pi/ZSeF7+GmX5bKKrJR8pv41wcbyScr/msMKqVBk1wEs1izHGDm0+hb5e4r4OBUag+IvFCit35unCWbX3MuSSgWqefjAJ44YyNaL9KGbPJkZeP1LWFS2YKKMEoKNv17y0+U3bDjtUizLRuihjw6b6QfEQDowpiC5FqOppTtjylXsdUr2CM4ahY+McKSS1iFOj3eA1y9NsjcckUDPKR6Z7SZzVypcBKOZu9zukAsTW/LFOyoHDU3dFcyUWbii1pms9VJ/SVjMLM5UD/bh/RgNpvpb5SCTmwCvBlFBhjZzDG1jPGNjHGvmr4/kOMsTXy7wnG2OHKd1sYYy8xxl5gjK3S960ooonCeO6N94jX3S/Zs09AYwq15lkR53aMsTrjyAwVyWiugmMp7UM+MrEC6zOfbVKP3b9HGRRLlHH69gDNc8V7VWPOuMhHgB2WGq2mozkpJgF6nsJQt73gT7xRkY+KJO+lfTAFevhJcvRrFGhAo+VjKxWW6nVOFaXeewq3DUfdax/RdaxE0cbeHcXbUw1GQkZhxnJxDlrO13R+oHCSaBmFsZmrUdQoMMbCAH4D4EwASwF8gDG2VNvsdQAncc6XAbgcgF6H4RTO+XLO+YoKtNkdkYT9AHZuFp1RXVlNlY/CEdupGK0R9YwAp1FIdtkPonoDs0MuGc0lMIVSO6vqU3CNPjLMTEpmCkq7Ol8v39GcV9ZhDityglcBOXI2jwhTkD6F3p1Cax/sspcGTTTaa0YXy9OwjILHA04DZC7jlI/UBDbT9aV7Vi2mUKwPlsoS81lhbEOaUVDZdyUj9HwZBY/7kk0BD3yv9LLkfWQUlsn/d5m34y6/NT/+mcIxADZxzjdzztMAbgBwlroB5/wJzjmlgz4FYHZlm+kTZBR62oBfHw3c9y2nFWfazyVnsxtT6NoiXkMRzSikCh2VgGIUfMzK/S7KYtrebaA0lbmg934lLXXfnc+XH5KqlrIIRRQ5gUpSG6J1LPlI9Sko92PLY8BDP/R3fs5F0uFLNzk/V30K+Rxw55eF1r7+DoUpNBSGpLrNli2fgpd8lLLPrUYfHXgGcIb8PabrS8esnSxeh+tT0FGsT5QaZEAGT5ULAadRKeUZKYYexSiYHPX5rPeCU22rgEd+LNYgMaFvj9lR3b9HGGrKwnfzK+RdJhTjnSkAmAVAXT29TX7mho8CUIN3OYB7GGOrGWMXu+3EGLuYMbaKMbaqvb3McC0yCutuFzfiqSvtrNpQtNAokIRk+RTgHIRIOmpZUMgUvKqk+pkFlWoUyo0+KtX5TdtPO1Qs2lNuRnNOhicCUj7SZkXFmIIp+ujatwEP/Y+/82eSQjLcsVr7fMhmInq5DYoGijeKzOrMUHGmZPkUfMhH2ZQMZ1b8KV6MKKfLRyX2mWIoNtjny2EKkUL5yCHJVokp6P3Tcmj7uC9ubXn6d8B15xQ+5/17gPppQIMsUlgqU9gPfArM8Jkxfo4xdgqEUfiK8vFKzvmREPLTpxhjJ5r25ZxfxTlfwTlf0dra6qNZBpBPYd1tQNMc8dDvfkl8l8848xQAxSgoTEF9ULq3iteWBU4aSsdyLYhXRaYQNRRy08/viD4qUz6afbRgShQhUap8pDIFfeYIuBiFCjiad6wWM0gyooMdwH3fFhJRf7vGFLLOsFBiCge9VTCFe75WnCml/TAFGnzScuBUHjsyEKY+Q8eslHwUUgxgKOJDPiqVKeRsnwIMkhFgD7CV8CmoM3S3pEsv+ajYszHYIb6jkifq53VThGEA82AKLtFH+4F81AZACdLHbAA79Y0YY8sAXA3gLM65FWvFOd8pX/cCuAVCjqoOIgnxMG97EjjsHHtReKuRbvKRB1NINIuHUn9ovRbZ8cUUSnzAM4OijbHaEh3Naed3xUDbzzlWvO54TryW6mjOZ+xBSNeYgSLyURFHs1dbbjgPePgK+/ruWgM89jMhEb3yLyWjWTqayRAAtk9h0anAoe8RyWzFmBIN1F5SAP327JB0NJuYwgg4mvVckKLyUZlMIaTdW0f0UQXlI68y4HR8L/moGFOg6CZ9NcBUn5hMhKNixcbeguFQwGIKunwk2zSO5aNnASxmjM1njMUAnAvgNnUDxthcADcD+DDnfIPyeR1jrIHeAzgNwNpKNb4AkYTIU+B5YRCmHuz8nmmkxyEfGTTs7m0iaU1nGECRkNRqMIVBwRJMSXP6+Y3RRyXKR5OkXmoVxiuVKSjSTDha+NB6ykdxb6bgNpjl84La9+22ry+VGwfEd7pPwcQUAKHj57Pe8lEuY88ic2n3BDTLp5C2B04CvfdyNEdrRRkNv6Xd3aBmjUcTxSPSyPj6La+hykcqHHkKFZSPvBYM8rO2SLbIhImCDQZNRkGOHTXN7kuquikHdN3HK1PgnGcBfBrA3QDWAbiRc/4yY+wSxtglcrNvApgM4Lda6Ok0AI8xxl4E8AyAOzjnd1X8VxAiCXv5wlgdMFULkirV0TzQLiiiKaZ+pB3NmQHBEkxJc17nL9nRLLeLJLRjl2MUFEezDhNTsEJSa7yZgtsMa6hbbD+wz44oUa9Fzw7xPRXcy2edx1eNgnWdKXnPwE4oNLFpDjyzxsnJnks5Hc10HsDb0RyOiWviVpTPLxylRGpKCEkt1aegGXxjnkIljIIhSVNtC+BtFEhactuGjEKy0/l5ut+eUEbi7mXN3cpcWPLR2GQKhqe1EJzzOwHcqX12pfL+YwA+ZthvM4DD9c+rhmjCfsijtQam4MfRrMyKBjuBKUvMg5qpVlIp4XaqFJDPO3Vm4/aD4jfxvH9HM2XEqp8Vgzo7VVGMKSS7xF/LAnkchSn4NQqO6CPy8RgGY7frSxOCwY5CqaWu1Q4ciCSA0IA4jnpdVNYQCjvPY/r9pCU3zxXF43Jp27lutVW5V9l0eY7mSExcm+xwjYJyT03sTUfJ8pH0Kej3W72H1WIKBQOvPI/XwJv1axR0ptBvTygjNe73xW08sOSjccoUxhXU2W2s3mAUNBmIkoeitUq0i/IADHYKf4IuHx34tuFnNKtMwU8ZgcygYD+hiJgJ/99JhUsa6kbBxBiKgdquzir1Y5lw/+XANWcoZTE0+UiH3zwF07VxdQzK8OPBDme0FgBMO0QzCpLpqcdyMIWQ8z6afj9FnVBoosmpqUoLFJKq9idPR7NsWzhmTswsFVHl+QhHiw/MxZzsg51iVT21FIpfplARo6C0qyz5iIxCMflIYQq5DBz1qLzui5tyYMlHY5Mp7MdGoRaYcQRwytftzwqYgix1YXI0Z9MiLry2xTnzed+fxVKKnovslCgfuc3Enr3advSmB4TxCoVF4bZdLwAP/cB8fqPD2adjj7YrMApFDNe+DUJOodyOXFpxNJuYQpHoI+t+0GxVYXBuESUUKZXud9aVqZ0MNM4GelSjICNksi5GQb+/poFRZQqAeXAZUiJXSD5yGAUPR7MlH0XljHS4M0vFpxaKiig9ryqixcJx190G/OfLdlE4V5/CMOSj9vVisqFGXnVuFvknw/UpeMlHnJvlI/Lr+GEK+3Hy2viBwyjUCUlm5Wftz7zkI31mSpSxZpLzIY7I7GevKql+BuBiyWicA3d8Efj9KWJAzgwKQxeK2L9TL6ilGwNTFFIx5DMygkQbyItJCFR7f+fzou35rDMkVUex6CNdVlFn/m4zOzV7XV0CsX6aqNRKUI+vHlf3KRDcnPt9u8R2jTLKzXSNVaOQTRuijzwczTSTDMfljLTEzFsd6jno99/88eLbuzFZMqjUl63oI4++ox7Tj69i5/MimlDNSfjVCuCfH/UZfeQlH3k4mjNJ+5gqUyBZ0ho7vJiCiwEc49FHvnwK4wZRTT4CNKeeZhSWniVuTO3kQqZAs4Payc7kFHqYvBbZ8SUfKTMf04Cgfr/uNuFTqJvq1Gx1o6BTc6+Hxg00wy/QhV0e4K1PAK/eYWeX7nwOOOjt4r2VvFaGfET3bahbZDJPXmRv5/YwqdfDYRSmyphyOk/C/n2q89bhU1B+fzgmBmTOnRFsfbtFAhMZ6aJGYUhcR9+OZlU+qh2+fKSeo1iJCKC4rEntI2Nl5Sn4kI8A0T9NkX2mczjWvjBE9ejXnr7jObtdOtT8ER3qfXOs3S2fy5KYwn4WfTSuoDIFmnU6qLr2c1vmAyd/Ra6kphkFGmB0+YiOV8mMZtOAoA5wz//VGX1EA5k6gwHsgd+Um+A7TyErZvFeYYUq/n6eyAGgc+943n7vyRQ85CN1Oc5HfyoymTs3K230SDYieDGF2ccUGgUWEglJBEe/ke03Ld/ZMN3+LaaYeLVNVvKaST7yMgpRma0/TEezHlkHFEaZqSgmGVpGQbbLTT5yJK95OIeN58gU7qefHygceNXf6tZfvIIwHEbBIB+ZfAqciyTJ7bKKglXmYnxFH+2/RoH8BeqArzMFFXpGMw24NbpRoNmvIaPZqwPrcCsDQKDztx4EbH5Q6LbRWqeUQXLJ3leBP77V7sheSWzF4CYfuf0m0tMBwaq6t9nn8vIpmD6LKfKRfq+6lUorrz0APPeXwv0HO2Dp5m5MgYWAhmn2wJUZBJrmAh+9z2kU9OKJQOH97tst8mHIKJiuMQ2+iWZZ5sJFPvIa9CLxyjiaTeeYNN99+2KSIfUz3SiojAswl7lQ9zdh+7Oi5P3edfLYhrZkkvb1c2MKgPvgS5+brgs9S6GoJh/pPgWlCGe6X0yQ/nCq+N+1zIUh+mjfRu9V3EYQ+79RAGyK7sco8Dzw/HXA7Z8X/9e2OPdjXvJRCY5mBx32MApHf0xsm89KP4kyy6SZ445VwNbHCzM0y2IKsjyFadA2zRxpDWZAGLDMoD1rcwtJDUULEwkBc0E8Qr9SSuCBy4HbPl24/2CHvUJe7w4hIdZOAaYdZifjnfZ92QbyKSTFAz77KK2NfpjCbmFsLKNguMb9e6UhmiGNQjmO5pi3TOEXavtP/Y77eQm+5SPNp1A32f04ah9Sz50ZAv70TmC3zG1d/Ufx+vojzrary9JmknafcfMpAO5938vRTEahea7GFDSfgmoU9AW+XH0KBn/HX84Gbrpo+AmKFcD+ZRTIpxCOOSksDUqeRoEczRy49ZM27XdlChFDSGoJ4XbFIluoIy44BZh6iHhPTEEF54VJTUZHc4nyEWOFA7Nx5qhEBU1ZItqiyh7qK8EkHQGiPv3CN4tifLrU12soOqZft8EOoGWh3e6aScAX1wPL3gc0zQa+sgV4wyfFd5Z8NOieh6K31zHQZMU9qmu1f5+RKewVhilaIwahshzN0cokr6nnOOHzwLJzvRmkMZs8D2y425kDYzEF+dtqpzj3cWUKyrl3rAJef1hUrQUUhiVZB137HoUxUnY6UCgfOe5VEabgZRRaFjiXzSRfn1oiJ5cWv11dd7l3l7tPwRR9RM8nFfAcRexfRoE6iJ54pTqH3eC2JnBMG4hpsCL5yFErvoQ8BZPjTAUxhdoWsUQkIHR13WGW6vVnFPw6mkk+Avw5m6ljtywUA2Rm0OkgNR3HbZH7hmnAh2+2a/2o96u3rXB73aeS7BL7klQUrRXSD93bmkn2tqpPwWSk1OtM7VXvExntuimC2QDmwae/XchXkbh9n9Tr4cvRHJdGoQKO5oPeDvy/18X/kZj3ZMHEFLY+BvztfSIk2pKPlOzxUNgpw9F5//QO4JZL3GfwluGVn5FR0JeDVWXETNIOTiiQj5TrWUw+MoYSd4vX1gMFE6IZvOVolsaKxpzskJMpbHuytOijVsm4tz1lbusIYv80CuqqakBp8pGJTpseYlOtJNo3MyQWgvcKuSsqH3WINiWagCM+BMw/UUhJumHr220wCib5qISMZrfB3DibTYuZ/aVPyAeU27OpUIlMQYc6MKu18wkDewvbEqkRAQSAU0IsOHYxo6BGH5F8pDpqpT+ndrK3fDSwV7KJmB1coPZDT0ezmqfg4Wjet9FffSKeF/2JjG445j6LBsz3mwbF9KA92Ok+BRNTeP0R4MXr3Z3Oum+Ari8ZHGqLzhSGJR95OZq7xWvrQeKVmCr5FNRwdkA886pR6NrirhwYo4/k/dv2pLmtI4j91Ci4MQUfRkHVrvX9AaejGdBkIPl+YC/wj48AD3ssCON4OFzko0SzOE+sDrjg38C8lYUDdf+ewsGiEvIRUFiywVjJc0g8GNGE/YBSdUnLp1CmUVANYI+BKfRrRiGXFuecVIpRGDQzF8fAbWAKlD1Na1DT+QvaSExByTPw7WhOiWsQCjtlChXt64Ffr/A3w8xnNQd6EaZg8iHR4JtXSoSodaZCkUKmYMpTAJznpnbRgElGgSYY1rOlDLyZQYUplCMfeYSk7nlFJDzSBKNPVkJN9Usfj+zDFlNIOvNksilz6Cxgjj4iJrL7peJRX1XG/mUUyKegDwZ+jAJtQ1ErZ/1W6NGAe0gq4D24P/pT9xmc24NCGOy0Z3SOdmoDdXqgsj4FP/JRPm9LN9mUItvJB5T0WLeQVDf5SId6v3RWADgfQsBmOS3zih/bwRQM7THJR+rDbTGFKe7RR5zLBVmmikGEBk8/juYX/iZKd5M0RddWj22nony6k9MEPV4/HPVmkMYSI8RCswb5iHwKXo5m1SikgB/OF5n7uvRKE530oHM/delMnveQj9ToI5ff6JW8tvM5YNaRdvl9iyn0a+u7a0wh0STkPspJMR3fFH2U6hP+wy+uL/SnjTD2L6NgDU6aUbAkH9N6QbSNvBRdcmGdGYfbKyu5OZoBZ9iZKRqpfb35fA6G4SIf6Q8XUOhTMBkFU75EReQj2c4Hvw/8aL5wwOVSysBFTIGMAjEFrc3lyEcAEG9y/q8bCmIKVJRPNxqOY8vflnWRj5jJKCi1gIil1ClGQR98Ur3i+tRNFQMFRen4cTQ//kugY5N9blpPXL/X1loNPmLeea7Qga72i3W3i/BmdXsdajloY55CWDBc0z76+1SfYMR3fNEpearXUfVXqP8TaFAmY7L6WhHa6aful1v00WCnkH9Uo6AyhbhiFKjvZ5O2VBhJaEzBR/RRql9EOtHxRhH7p1EoYAqa5GMCGQViCk2zlf0NWdFMmeENdgJXzAW2Gyi828IoxXwKyU57xS0VfoyC0dHsI0wWcMpHbkxh7U3idahbdOywNpstMAoVYAqAMycCcJGPYrZ8RLNoE1RDUIwp6PLRFXOBu+TigjUtClNIAY//wm4XRaOQfJQ2yEdujmbqN9a1lX27wCjIY/rJji1gCnHR9zbeC+x6UYRhP/N/zu0JaqFDei3IaKYyF9p9c+TkqEZBeTbUiYxaQSCjMQU3o0BG5d+fE6GdOiMxwY0pUL2xmUcKKTrRJKOJuJCXKXENUIz1kJiE1LWKgd3BFPSMZhemEG/AWMB+ahR0n0IJyWvdW0VkQU2zsr9L8hogZvn9e93r0rg9rPli8lGXf/nIl0+hxOQ107n0ZBwWkmGBmlGgyqCujmafRkE3gLpRUCWTvCwpHo7ZOrBeB1+FWvDPt6OZJAw5mNVMEn4X2r99PXDvN4Xso7avboqM9JGDkx9Hs2UUSLt2kY/UVd2KgefNv+v2L4jV6bIp5yzdkRWcKXw1RR+Z7q1aKVb9nY7y8YqxMS1v6cYUIopRUAdfR/SRm3yk5fUQ9r4sXmcsE68NM4WhevSnwOaHgAUn29tGVZ9Cu7zXCXuVPbXtVts0n0I+J1jkGDEK+1ntI9lBdKZQSvTRYGch/TVpwKoW7PVAFiurC5gdzWmXmYMefZTRmEKkxu7kfktn710nwjhrW8R2FG7nltWs1qNRfQp03XWfQkFIahmOZsCbKVilNaJisJ59DHCMR7E3deJgqs1kzFPQ7pNu9Ihl0u+n18Qke8YPeDua7/2mrNArpSZy9kfd5CNiCj7kI5OjGRChvNmUuK9qP9FzCiIxRfvPKUYhKSVQbs75GFKNgtInVWNBgQS5jB3542g7MQXt96vykVrPaTjy0cA+0adpHGiYLpbcHOwU7OG079nbWsY6JYzCASuFocgOwbXMhR59ZFVeDYxC5UEzVj0k1VfymhKSqtNf00OsrgzmWbO9TKaQSZrr0jhm8UzKR8o5ojX2w0btYqFCCmudmwN/PBM44jzR2f3IR2qcNa15TOcGFKMg9y83JFW/X6qkBzh9CnpuxMfu9T626ncyykehwu95zjmrpPPT79eNglVRs86OVgHMgQs0iL3+iDMBkO6tNSMdBlMwOZqpnbk0ChYdMtUPyikzelU+ooHPJNGqg796TFU+okzmfNZpRKy2y+uT1uWjWrt93VsLt1fbriNrYNSA7c8jH2TjLDFxCkWA+W909g1L1hu0g0Mi8cLoI7WYonUtU+LzMWYU9k/5qKzkNcUo6NuZNGBrhpcrUp7XB1MwreCWSxf+DkBJnouK2W560EmpY3V2J7RWUatzfzCGesRMkfIAVPnIGiy1xL6cwhgcRkF3NBNTqJB81DjDaVDUAUItCeEHKlMo5mhW77WpDEG0VswY26WTdqhbVI6l6prxeqeBN4U40wAy2OHM3qYB1dKutUFxuI5mAg1ijsq6hhwcq+iiKh8l7e/p93xxPXDxQ+K9WlzOTT7a+4o8btq85jFdn8ygU9OnQTmXtdfy0M/jmrzmIh8Ndjil28kLhC+hd4dcelUB3Zf+vQC4YKkkH7lVpc1n7PEmm1KK7GmT2VHC/mUUQmEx2z3svc7PS5GPTOV8PUNSs+ZOZ0WkeDAFa7DRjAI96FEPphCOik6UHnCeg2brfbvtzh7zMAq9MqqC4u4d0Udh52/RmUIuY/YpqMXE1DYTypWP6qc7ZRiTzyTi89gOplAso1l+zzWjcMJlsp0MmDTPvg9bnwBu+KBIYATEfQq7MAXd0TzYCaSUQZSMgDUj1ZkCyUc+SmDoTEGNdKHjeMlHgFOatPIUBgqNQsN0uy6WahTcHM0kGeUyZqOg+hSo9AUg+hgLi4GWjEJNi0/5yIspKLkWVn0vXihh0n0hP0iiyY4+Utvws0OEA5vWGiEDkB1SSmdohQRHCb6MAmPsDMbYesbYJsbYVw3ff4gxtkb+PcEYO9zvvhXH8Z8Bpi11fmY5mn2EpOYzhYORY9aoMQWeN0c3kB7pVq8mn7UHOF0+osHFyBQU+ShaK30Kyuxx3hvFAPTHM21jRezBBAq1o/BNk3ykl3lQa7fkUoUMjR5qtyQ430xB654N0+19WdgcclsWUyhW+0jJU6Df9r6/AKd+y95m0jz7PZX5JjkpVu8cgN3yFDJD7tFqlnZdZkiqSfNX7wP5MFzlI81Plc9qTEH2DdMEyuFoVn0KioEl1sdzQj5iYfs3q/tlks7FkMJRO7SWwsn18HBX+cilzIUeDk4lKAC74CIhohuFZjv6SH+ue3fY5yKpKJO0r894kY8YY2EAvwFwJoClAD7AGNNGXbwO4CTO+TIAlwO4qoR9q49SfAq5TOHM1kT3VbnJ9EBS9JLbw5rP2rNa3YFJg7zJp8CU2XusrtCnMP9E4I1fBLpet48Tqy3OFMgoOKKPNEdqQYQMOUPl7/AdkloOU2DOtQsSTebkPL/HjiRgyWLFoo9URuem/6pGgQbTvl3iPOGI8166SVN+oqVcmUIRnwINUG7yEQ3KDvnIkH3siD5S8hQspmAI33Y4mlX5SDEK6sQm1SfYgMr6rMivAW0xpLBMwsvaPoVs0mkUTM9gLuueR6AbhUnz7T6sMwXLKEjJr6ZZZq8rjmbr9w7Y56I6XOmBcelTOAbAJs75Zs55GsANAM5SN+CcP8E5p+WJngIw2+++IwLLD+DhU6DvchlvR7N+LNL/9W1pNuNG69XlKnWfguVcrEEBHPJRnfQpJJ3fW6GhctYZrTVnbQK2fj3YITqxKXnNVCUUsDszPRj06pbRTMzIFO1jAl3jyYuBD1zvdNgmGl2Ygt8cCGa312gUDFE6NIul86tQjQKByp3r53BzNOsF/lREh8sUaCZv+F2AUv5auabqTFcNGaX2qqWzdfkIsJ8Vh6PZRT5yGIVeMUCq7XMwBW2FvHBUtEtdK9pRgdQwIVLZvT65GOpxGoVwBJi8EAATpS9UqHIt4M0U0gN2n7WMQl/hus+jDD9GYRYApQoV2uRnbvgogP+Uui9j7GLG2CrG2Kr2dh8p+6WglNpHJvmoWEaz2gGJ8sbqZRy/y8PKc87BRoWlI5uMgiJfRWuF3JDVjAINvuk+MQCHY6Is8aprCo9H8hHPCV3XIR/RuQy1fwDFCSrPx5hok+VT0BiHVdq8xOS1xpnAgWfKfRWmoA5gVplpn0xBbYex9pEpJDWrPMCaUaDcCB1W4TQ1BNbF0awvr6qCDJhrRnOlmEKx6CPF4awO1EajIJmYK1NQjIIaNDDUK7LXwxpTyOdFX9eXTQ1Fxf59u+3rrRock1Gg/sJCijSWtysQ6DlCU5cKJ7PuswqFxfkdTKHGXlBJhWoU6Pip/nHJFExCvLGgD2PsFAij8JVS9+WcX8U5X8E5X9Ha2uqjWSWgFPmI5/05mtWMZjU5RnW6qgtw6MgrRqFAPiJHs4dRIKaQ6nN2+nDE7rjpATjWlnjwfwqPR/IRIOKsTclrpLnvfRW4+lR7e50pAGLwowHCYgoR+zv182LQI70A2+DFG4cnH6nHNTEXh6NZjT4i/deNKWhdngYpRzKkKrEojNPLKAw3T8FiCm7RR/K4btFHqjGg/9XMXNpPNwos5DTeeRemoG6T7JRMQbkv+azdRtWnEIqK7bq3AeD2Wt6qwTHKR7LtsQb7/Qt/Ba5cKd7rJWZOuxw497rC4wDi3pD0V4wp6PJRSmEKsfFjFNoAqN6V2QB26hsxxpYBuBrAWZzzjlL2rTp8LcepPMwFTEFhGrSdqjOrVNSqVZOQNfQ9QlLJgBQ4mmXnj3jIRyFpFPSBJKRk2Kb6RXvo4Rtody4EAgj5iCJxBtqd8pE1k5b/P/QD5yIgllFQnKjqjFiXoWhg8137KORsh/o+0SSuIQ1cpcpH6rZFQ1IVpuTmFJw0H1h8us1oCCQJqAmRBetzMCkfaffyvH8Cn3/JbiMLe4Sk+mQKDgNr+N3FmILD0axsS31B98fpz5y6D/kUClbZ2yMkIp0pEJtIGHwKXXKNCN0osLALU5DXK15vf79vo/29Xum1abad4ayD+nUoIiXOhJkpZEzyUb9YTS5Wbw54GAX4MQrPAljMGJvPGIsBOBfAbeoGjLG5AG4G8GHO+YZS9h0RlCIfqdsX7K8OFKqjWXkgqSNEEpJGehgFiym4haQajILlaJYdUM/+DEXt2XSqT7RDHcgpHhwQ4XE924Hph4n/B9rhKFVADzgxAXWGRscHNKOglo/QHM3huGi/b/nIwBToXNQWa+ZaYvSRo11+q6RKRzMLF96bSAz40I3AolOdn5NPQV3gxyRP5nOFPoU5x9qOTcaEIVJn10DpTMEUVaXCLSRVzU+g/3MZpa9RaROPyD1Aq/dDoZiage3bI5iY7lOg3+pgClI+ojyAKYudx47Vi+fpb++3y48ANruP1Qvjl8+JukUEUzFKN1BSZaJJ+qrcoo92AXf/t3hPdc1SfbI8RoXVkWGgqFHgnGcBfBrA3QDWAbiRc/4yY+wSxtglcrNvApgM4LeMsRcYY6u89q3C7/CGnoVsgvqdbjxMtYDUjGZVPqKHJ5qwO8fedcDtlxUmA7k6mr3kI8X56xaySvJRqk++VxQ71SgMdgqjMvdY8X+fLCBn5RfI30hGQZdMjPKRMmsiVhVWrt8R5zlrx3hBD/8F7GtGbdHj50vyKWiOdMe5DaGblG2baHQPb9YNpyUfGVZ9s/4Pm5mCXu033lgYw++XKRRzNBOKRR9ZpU4kU6Df65cpqO10i8/PJoWhUI/Fc7ZRULcPR53GjZiCqtMnu4ANdwE3nq/8HmlEicnl0s62lTJIUx4DscFIwjaaKl69XfwBTqYw3owCAHDO7+ScL+GcL+Scf19+diXn/Er5/mOc80mc8+Xyb4XXviOOUkpnA+4+BZODMJ/VIhnkQxNJiAEyOwSsvxNY9QfnAj75vIej2YdPIRQ1Z0A65KNe0Y7zbgbe9lMx+1GNQoeky3OOE68027IGcZLC5GxQn1nSg6cOLmSoVJ3empFHgHf+Elj05sJ2m0D3xDRA02DU+bqIOimHKbit96CeW92Okte8HIJ63SzaVp/dqghFxMRgsMMeHKJ1hVFwiUZhlO7/LrBvk/jMb/SRydFsKtNcLE9BL3NRzCjoz5LVTqbo+prxAwrlo8EOOxlQv5Z0/2pabAeutUJarTPUl67XHjk3JSOSS9vfffgWUdnWL1qXyLbQJIoCPQac26lGx7pu/XZ11TGC/Suj2Q2lykdu0UfGpCOtzEVeMQrkUyBZgMoe0HZueQrUeYw+BVU+MjCFsG4U4mIQPvpjIoJij2IUSEOdepCo+U+RF2RsdF+Armdb0UcGpmAqTW0qluYFL0cz6cq3fgq47TPVlY9oO3I06+s6qChgChSSqvsRtHMRU2ieK/qiaaCMNwD71otqnX9+p/jMLU9hqAfYdJ/9v9HRbJKPXEJSLZ+CkrgIlM8UaOCMJMxZ6HpI6qpr7JUMHUYhbN+fptn2M5PqhxWercpyWx4Tr689KCZJs44S/18xV+Q5xBqAhW8qbI8XiClQgUZ6HnSjoCISF+eymMIU921HGIFRIJTsU1BDUhWjsOIioQUfc7HtUyBjoHZOr4xmz5BUZRbvKh9pPgXC1KWiPg/JWB2bxHGa5ooHitaDIB3b8im4zHxMPgWi445BsEyjoBpAAg1kJCH07xHOc3U9Y7/wko9M2rsfpkAPd/MB4tWNzennymfFjLZ2iji+0Sg02gvXE6tzYwov/h346zmiJPb3ptuDelFHs2oUDLWPiAmT05eiqqwwZN2noD1zmSHxmZXbEje3I97ofi8dIalR+5wzj7DDntPSKEQ0o7BjtfClbX5QyJhq3938sLm0TDFMkUyB/HtqkTw3hCLiWRnqFSVmAqYwwvCTvOaLKRh8CnryWt1k4KP3iOJt5FMoxhTKTl5zSXZR4+rVWkFTDxYPS48sv9CxSaxSFo4Io0APNhX9okEzojxoKkw+BVr1zGRkS2YKBvkoEhe/yUqU65UrnA2HKZh8CiZHc05cIy+j0DIfOP824EipX5sGdy9Hc+1kwURM9zbe4JQq84rOroeqpvsAcOC+bwuNnlihW54CwbEwk9IvaUJATIHOVw5TYGHbmEQS5nYkmtzvZbweVuhvKGKXFZl7nFJqpU9hCoqvpme7iFTq32OXhFHbamLnxUDhyFQvyXpePIxCOCbucfdW8fwHRmGEUcoazfp7wGxUrOgjLXlNnWlRnkJSMwpUh8Y1+mhQfGcyYvQbwlGzfJTLODu6OhOadoh43fOKGNx2PGdHa6jp+1TfRY8+8sMUaNakLoBTrnykJ88B0sGesA1WNmmXfqbv/cJtvQfAHJKaz/lzCi44yY5eMRkQL0dzbYuQxkzZrXoW9Z619nudKdD/NKve+Zx9LoJpJs5zttTEc/akgqQRq96R7At+fQrkNM+mxDYUfROJm9uh1rnSEa11TtRohb05x9p9NdUvzh2tdRrS7u12ZJK6lCognlPTRKwYwhHgA38Xk0H6TYB9jYz7RMU9piJ+Y0g+GhuBsdWGr+Q1NU/BR/SR6mhWH0h1phWVNVBo5k/GwUru8iiI5zZjUeWjmUcKCnzASmDdbcDul8QDrRoLdRbfepB43fsK8NI/xHoAx35CfEZhdTWT7IGMBsZyjIKjzRX0KUw9WMz21Ic51T88+ciUT2lkChkxODZMK35sGixNTMHkaE73i8lA7WQR1moanHQDs/VJeY6GQqlC1fxTvUI2ATQHusHRDNiVgnle9qVaO2NXX9fAL1NINIlBMjskjk3RNypTqJ8OvPVHYqWz2SuAVX80ty9aC6u0hSottiywJyPpPnEtVTmoYaYzKCGSKJTIypGPAODAM+z3vpiCZPo7nxf/B0xhhFFK6WzAw6dgkJj0RXbU95TEojMFMgKqLJHP2+vgZgbdZyxqRnPjDOD8W4GT/h/w5m+Lh3zKYo0pKO8TjcJ/sPcVsSbvQW8XBfQA2yiojIF+r7U4uRxo3vwt4Zi2kuyUB4mYhwqvchJesFiR8uAf/xnggn87f2MuZUeblCMfmRYgMhmF/j3i3tVPL35smtWrMhAZepOjmZIKa1uAt3wHONlQUFgP3aSBvmaSaNdAB/DITyR7lf2QpBPathhTABSnck7cg4YZ9mw85yYfueUphJzbWfIRGQXFpxCOAkvPAuYcLSZpbvcyVuecaHz8AZHop9azou/U52jKYmEUqO3hWOFSneXIRzqs5yUpJm3n3woc90nnNrms08gHRmGEUcoazYA/n4JjkR1FPspqRiEzaBsDSz6iCCViCnngF4cDvz9F/J9Jus9Y3EozLD4V+MbewlA+vdJq81xR2iKXds5ivYyC+mDVtQJvvMzJDtTz6dE3gCx3EPb26Zjg5YvQB7TBrsK2FIPKAHSYtHcqCeKHKTTPA8Cc15MMhak0Ow26XklTZBTCccH6aJZJ+vzNHwceuBzY9qTdJ4lBUN/Ty1CYSnzQwE+L8jRMV5gCGQWfTIH6umoUQiGNKbgwyQKjxYAP/kPILmruy6yj7KRBta+So5nQeqCYQJCTPhK3fxehXKagQq+Iu+DkQpYXCjsnDIFRGGH4ko88fApFQ1I9mMLgPpuiDurykRLV0rPNfsgzSXNkkdoWr5R4dcDWY9Gjkr1kh5wDKDmXm1SjwAqPYc3qPAyPCeHoMOQjw8ClD/40Iy6FjZBj0NQuU0gqVZT1wxSmLAL+32Zg1pH2ZzQI6GUXQhF7aU8vo0BGpWaSGOAoz4QMz2v328dzy1vQDZKXs5nqgNVPt6uAqovdAAamoF1LaodlFKRPgfIJqGCjaV+9bfXTgCWn2fsB+P5/Nmr7KP1MzzwnabND5nhE4iKZUl2Uq5JMAVB8KvJ5PvZSwWpmr7ANRbSusADfKGJiGIVS5SNfTEGVj1SfgjLr1GcdyW7xSo483YlHcFufWW2nV/lpR46AZhQiCdjLaCrnqJ0swmgPfbfhXBGng1s9h5o8RPj8WuAzzzk/o3IEpSCknF+HPmAkO8XxvRIUdZzxA+DU7wCL3lL4nYMpyPP3tolXP0wBKHzQ3/R1ub9mVEJhO/LLD1OobbH9Q5GELQESMkn3DGd9wmPKEcilhRSVTUv5aLpgMvm8LbVZYdO14l5YTEG7x7rMlEk65aNcyl1e1O+xIffl1XaDbm/JdEWMQjguruV7rrafhYowBeWc1I+Ilde3FrKaA88snUVXERPE0VyqT8Gg+QJaKQxiClqV1LwWfUQIx93lo90vOc+XHfLBFDxkErfoI/o/OySNghqOx4C3/ti5rVU5VkZKqexCzSzWB2J9dSpqd9lMwfDAFMhHHeYMXS8kGoETPm/+zhTPT/JRvU+joOPQdzuNrnUu5fd5GgU5sySmAIggAz2LOpP0YApa3zb1o3Q/8AtZ/K1prvApUHQU9W9yooajYnCj8tj6vaLtHUxBMQqZpAdT0I2EmiUvtk3lDM90NCHLxms+BQqXplwPvZCjV4BHKTAxBVMNLIoeO+itwz9nBREwBWsbD6ZgzZjd5KMh8XACwIqP2tuonaNlgRJ9pDmaKeWezpMZLO5T8C0facehVaFyqeKyj1pOXJeN9MJ0xRCOebfZ6/wmSahAPuos3ZHtBXViQLPfgXaRQ1BO2KLnuei6sMIBXoUqH02VCxguOrXQGGaT5iViHeeSMBkFVWdnzGY2255wlrmg/aO17j4Fq+0ujmYq7w6UxRRSeQMzVOtvqYM8nZOSzNTrRoN2Je6tw9ntYRROuAyYsRxYolXWHWVMLKbgN3mtIIKCyZmuahSUjOZcWmSwXnincz+1Q05eCGy8V8yw9PUGOl8Tr9a6rUPFo4+8pJhQWDx4PGdmCvriOG5wMAWN4quL3fjBW76jLIDuE56OZoNRqAT1J5jkI8C/dFTOuWqavQ2nyhSmHgx88EbhxNz8kHM7nSnUTrZ9LnrfNhlS8h/Q9g0zxHu1oJz1vWQKZCSKGoWU+B2Up5BJ+nc0q8xW9v+hvOGZtupvKUwhWmt/bq0MOAJGge6tde8USXHBScAnHh7++SqMicEUfCWveTAFoFD+UDOasynzAKsuMj/3ODF7+/XRhUaBQPkMmYHieQrFZsX6jN76PK4UsvNrFAxMQS9MVwzLPwjMPsrfttb5vRzNenG+ntIij4rBbTGacqUjz3PJe6oOGCZQzSXyVSw53ZYDAeCAE8Sr7lMghzrg4mjWZtsOphAW6wjQsXWEY85qrkWNQtJDPvKQi6y20nuSjwxMgY6t+hSiNeIZD8ds3540MulsHp0ZLVFzOFDzhKgfHXACcOaPbEVhDGNiGIXh5ikA0tnqJh+5GAU65hk/EFEHR31EOCv1omCEnFyYY6DDPcPRb8kImlUVyEdxWMlavplCvpAhhEuUj8qBF8MzGYBKykdu5SD0XIFKgH5fMYOTaBIa/7TDnJ8vfLOIgz/7SvF/gVFQ/BT6tUw0F563VzUKIdFP3n2VuU3kU7COX8Qo5LNO+Yiy94FCluQlH8nzZHgIubyWfEi/V2cKgJhsEauRz8ajG9vxaoeMEKxYSKo0VlYCaEwkio6RhXS8MPZbWAlYIWo+S2cbmYIWZ68uuJ5LmQepw88VTteFbxbnblkoPrecdIZBuX+vYApuA4S1yE4xpkBVKA3RR6b3xnOZmIImI1XTKJTiU3D7rFyYpELAXFqkUucqJk2FI8AXXir8PF4vJh4UGUSBBAQ1Ckrv2+/+P2D3WuDvH7I/0+UjOoexTTHNKLhItHplU/q/ZpIiH5XgU5DbZhBBJpdHWD0vxfyrRkGNLkqRfCSON5DOgYOelwrIR4wJOSrdP6aiivxiYjAFU/SQDq/oI9rXtLZu1xYZtWAY4KM1whFoxftT9URZLsI02FFxL9JxdfiJPlK/LwhJ9chh0OEpH5XoUygHpSSvuX1WLgpYobyHblFhwwH9vuFKU2EZ9psZdBoFlXXqg9SkeYXRYn077ffUB9yKL0ZizmtSjClQG8IR4KzfinpBvqOPCh3NOYSQ1ZkC/V61wF1Uew3HrOcync1jEBUMSQXsa+KlToxRTAymMNzoI6DQpxCJi4d41R/s/4tBL0Ft2ofWmnWbNZYsH3kxhWJGgZiV4mjWzzsSTMFP8prbZ+WC1k4GF+0IRYTsYKplNFxQSHMl/BXRWrOjmeBHilOZghp5F60trLEUb9I0dB9GgZ6vIz7kPL+bfBSOybXDC0NSswgjm9MKSpIPJdVrlo8Ax3OQzuaR5RVkCoC4JgMImMKYha88BY+MZsDsU/js81YS0Y/v24KnNncU7qfCMgrywVIGuxQoEkkaBbesWd+OZurkJp+Cto0b6HrlcygoM20VXGv2PsZw4JWn4NdQDAdqv9EzUyuJwX3itSJGIeHtUzBNeAqMguJTUK+9cY2Hen8+BccaCC4RUG7yUaTG+b+yTxZhZHIuTCHZVcgQiAkox0pnc0iSfFSpcGNyvnupE2MUgVEglMoUAPGQHHI2AGBWfie2dXhURQQUo9AvXsN2pnAfk/Tcko/cjIKPkFTAftD0jNWSmIKHfKRnqlYDXqwoFLI/Nw0alYDKMClirBo+hQFpFCoR7hqtMTAFD/kI8Gad6nOhD5jhmOhDqlTiNjNW+5pbqQ23ZDUayB1JYbZRyOql5y2j0O3BFOxjpXN5DFjyUQWZArD/MgXG2BmMsfWMsU2MsYLyjYyxgxhjTzLGUoyxL2nfbWGMvcQYe4ExtqpSDS8JFYk+Cpt9DUd8GABwX/5IZPTOqYNm5kTBlfIRvUzGMXe9LgZut8HWr6M54oMplORo1hzM+nKM1UCx30qDydKzxGvHa5U9f8hgFKJVkI8spuCjplIxRGqkT6EMpmBijo41nbUBk2LvqR8tONk9mMMg/RScX/+8aY74rHFm4TGk1JRDCNkCpiAdzWpot84UVKOQzWOQuzwv5ULNlRhnKGoUGGNhAL8BcCaApQA+wBhbqm3WCeCzAH7icphTOOfLOecrhtPYsmEqaKfDsZ6CS0KMSW9smoW1H9uKB/JHIpMtYhR0n4IiSfVyOdh0vi5kBLeHi7Jai8k2LtFH/Tm7kz6xtQ8vtfW4H8O0eL3FFLSCaNWAV+0jwB4kVn5WvFJSXqVgTSZUCcWdKWRzeXzlpjV4fd9AeeeriHxUI/NQlIGyzqdPwbj2g2oUNKNBRmHXC+J12bnu7VKZrat8pN3n2SuAr2yxlzY1RB9lEUbazacAFMpHFqvUjELFmQLJR+NPjPHT4mMAbOKcb+acpwHcAOAsdQPO+V7O+bMADDWIxwB8yUcMVoSJiRG86zfAKf9l3DUjox8KtE0dJqMg29YD2YmGut0jjwARLfLxB+yiWq7nKsxT4JzjUze+Yv3/u8d24OrHNrsfQ/UpuMlH1Yjbt85fxKlObWmQ60p85I7Knt/qN4qB9vAp7OoZwt9XbcejG9tdt/GEV90jv4jW2GUc6qaKa1dMPiIHrynCSH1mrHWV5cBJRuENnwYaZwMHv929XY7IPZf6SyZGGG9Q/GiqPyyKHEQwQAFTUK+jLh9ZTME2MKlcHoOoFlMYf/KRH24zC8B25f82AMeWcA4O4B7GGAfwf5xzYxYMY+xiABcDwNy5c02blA/qhMUqaNKyiCamMPMI190oJK6ofGSFpMpZNgtbC+v0cGWwKaYtz/KRGWyQBF7a0YO0csv7c2HUpHP6nja85CPKvq5GNI5+/mJGIZIQ0kWlYZpMePxemrEmva6pCVSGwjQZKRXRGrEyHSCq3h5wvL3eAuAtH5lYkMMoKM7YbNKeECw5HbjsZe920doN+YyHfOQiE5qCK0Jh5CB+S0ZnCmoUUzgqVqajZDk9bwGCKezgU5BnEYQqlbFO13IcOpr9GAXTSFpkSuzASs75TsbYVAD3MsZe5Zw/UnBAYSyuAoAVK1aUcvzi8LOegvp9idadZiqZbJFmU+e3mELYyq7s4vX2lW6cXdL5Pc+lUP4bV21HitsP1kAujPqMD6OgridNrwtOAp7/i7PAV6WhrjJnguVML7E6ql+YfFEeTCGVEYPTYDqHze39mD+lDsxPKe9PPmVX0B0uIgkgKSXB+qnAvJXOcu5e8pH62xpnicVoTEwhWgMk4XktLHzsAbs4Hy2h6SYfuWX7mnJzQlHLKBTkKQCirMQ8WZrjwjvtNScMQQnpbB6P5w/FX46/Gxc0erD0UkCsaxwyBT9TkzYAanbLbAA7XbYtAOd8p3zdC+AWCDlqZOEneQ1QGEWJRkEyhIIZiw59reNQxHJgduXVVdBmlXR+87kK6fDm9gE79BXAQC6CIU+jIAc0k3z0tv8FPvdi4WLylYQf+SgUrd6DVyJTSGXFtXx80z686acP469PbfV3nvqpdins4SJaa2fs0r031exSQcl56m+TVVhzCIHTMrEqU1BfvTD7KMFWAJsJuEUfud1nYlCOciMNGGTi/AV5CgBw4R223Dtjmc2WXBzNAENvqIL+Mbo245Ap+DEKzwJYzBibzxiLATgXwG1+Ds4Yq2NMhNUwxuoAnAZgbbmNLRt+oo/U78tlCkXlI0P0kURXXpulDRcWU3DOiIZgz7r7c2Ek/TAFk3wUiQn/RjVRrLqtXmKh0iiRKaRloMEa6bx/aYeHE79aiBpCjlW24nUtVT1dlrV4fHMX7n1lj/N4kTKdsmGXgA+/8pEaXn38Z/GVuFi0qKgvT4UpeS3nc1JXCug8FLU2jlBUPuKcZxljnwZwN4AwgGs45y8zxi6R31/JGJsOYBWARgB5xtjnISKVpgC4RVLoCIC/cc7vqsov8UKp8lGJEQPUmYrKRwXJa4q+z5UHsqmS8pGz86cUo5DMR7z179kyWGzRqcDrjziPOxIotspcKFI96QhwYQoe8pE0CjTIRMKjEHmiGi3TtfEyCg7NXtYWyjNs65T9lfqSxRxKdMrSfXSVj4r5FNRqta1YhwUAkoV5Cl4wJq+J/VMVNQpakuc4gq8gWs75nQDu1D67Unm/G0JW0tEL4PDhNLAiCPkc7L0yaD1AmmbRzqknrymORdUBXBGmQOfSOr/qU0gjgqGMR5tnHA789y4xEG57suB4VYcfR3OlokVMMDEVjzyFlBaSHBsNo1AsOdFNzghHxd/RHxNO+/Vi7pZHyJ446Ey31OzucLnykTmLP88p6q+EwdyUvEbGvFhIeSmg++C2At4YxvgLoi0HHoN9R38KD7wq6THR7BJ1wIxf+hk2hKRKpJUZfEXi1RPN4k+RDlSmwMNxAMySj7bsG8BAykB1aWbsFTZYLRR1NMeqyxRM8pEnU3Cyrmi4hPWiKwUHUzAYTFemEBUz+bf9FDj4HY6Cc5bESMejkNdSi8dRX3SVj1yMglUt13mvs35DwVWYfApVkY/k8cchU5gYRsEjT+HGVW342J9WiQe6TJ8C1XNP+5WPDD6FlMoUKhGa+IZPAhc5lbp0Nm85mrlsSzKdQz7PcfJPHsIn/rLa/Xi6o3kkUIy5haOVK2BmgqnfeJxPn2lGR0U+KpMp1E52ltiW9zkPhkGdKViL1JQqH8k+rideliMfwX7uCvIUvEBGUzEwqYApODD+crDLgcd6Csl0FnkuZhvxcqOPcj7lo1BYtMWSj1SjYHf4fJ4jFBrmLDPRVJBtnM7mLZmKywcsmcmha1BU6Xxs0z734xV7cKuBYnWeFpwkluGsFiymoDpq3Qd6XT4afZ+CiSm4PPIfvNG5ZoK8z3mE7Ag1Wk61tkXkVZTqaH7XlaIs95IznJ8bnL/GNmt9L+dXtnWcqzB5jYxBSYyj6HnGL1OYGEbBI/ooZTmJ88WjXVyQ8RuSCohOaXA0p3kEX85cjD5ei5l3rMM336FXEhk+0rk8OEJI8QhCIXumtLNbdNz6uEd3GA35qFhI6glfqO75Q6GSgg5SWiSXFco5klAHVlMtIzejpq+pYBkFW2LE4eeKOkSv3CpKxpfK0ua65LzWtwLv/ROw8BTz90WYQmnykTl5TX2tCMYxU5gg8pG7o5kihjL5fNnRR8QUispHgOjY1iLntvFJI4p/5E7GXfljsGFPX0nn9wur8yOKnGIUtncJI1Ub8zCGoyEfLXqzWGaSCpyNNJSChX6g1+Cp6CDjF/OUNYCH42+R9zmHkC0fMSbYWU6u/1DJcOBD3uVeR4uek4juUxDX15in4AYarMOFPoWCGkrDQcAUxjgs+ahw0EvnRIfP5HjZPgViCL5orDqTU9qjhop2DqRLOr9fpLN51McjSCGKkCLJtEmjUOfJFLT1FEYCkxeKZSZHCyxcIlNw3n9dThoRtCwALn0CePmW4UWxyfsdAi9McHzzNwFw4LBzyj9+KXAJOKDHLWPKaFaQyeURZkxIshZTKJSPKmrEqf4SVXgdR5gYTMFDPiKmkM2pTKG8kFR/8pFaE16NPrLfdw9W3ijk8xzZPLeMQobZD8X2TlHcri7uhymMoHw02giFS+oLuhGo6MyzFEw7BHjT14cXsCDvdxg5mykQ6qcCZ/2muomDKlzkI79MYfHX/oOv/UvmzFo+hSrLRzMOB973Z+CtP8HeviGc/rNHsJ3yPcY4JoZR8Ig+ssPRuHvIXBFk/SavAe5GQckf6BqsfLFZ+p31iQhSXDMKkil4xtWPhnxkwMY9fbiPMmyrDZUpnPUbUdrDA2NCPqoULKOQL73AX6VhqJLKOQcRBK/JGPkdrn9mm/ggaqh9VI2QVECs8xGvx6a9/Vi/pw+v7KpwafcqYYIYBfeMZkeHMNXP9wHfVVIBzSg4fQqEZCbnXZOoDFhGQTIFlZnQDMYzkW005CMD3vKzR/CxP4/QWk0hxSgccR5w9Ec9N9cdzapRWLujB2/9xaPoN+WCjEXIZyaMfMX7YskwLLaUUyQjL0dzQRmXxpliFj9jmfVRWstErzTo+hnzgMYgJoZRmL4MOPYSY/QDdYjsMHwKVu0jP52KZjss7Ah1VH0KAKww0UqBfmdDIoKX+XzsqVlifbe9S8hHng8/xbBXc03msQZWYvSRLh8p///47vV4ZVcvnn19eCG0fUMZx4DoGzNKLCwgjX8I+UL5aKRh+RTsCYlaGdUrT6GA5cTqgE884ig/Xw356NYXdlgycDItjjteJgQTwyhEE8CZPzRGN1gxysOIPrJCUkuRj7Qwy7Tm8+8aKE9C2tzej1/dv7EgHJJ+Z308gi9lLsHdsz5V8J1ncbz5JwGXPAZMWVRWu8pB50Aaf392m/G7EQn3DEWKr8GhQB9U1JknJbKVMxud99U78JWb1iCdzeONP3oQN67aXnwnHRfeBXxxg//tVflotJmCIU8hr9x/rwCPYiyHc17x6KMd3Ul87oYX8Km/PQfAfq4CozBOkFHzFKpdJRVQjILzHLpRKNfZ/IW/v4Cf3rvBch5bx1eMAmDuoJ4zQsaA6YeV1aZycfuanfjKP19Ce19hrLen1FUphEqMPvJgCvFIqOCzUvD3VdvRk8ygezCD9bvLCFmO1RZfvEmFHIDHhE+hcabIiVAyrrPlykcaVENQKaaQl217be+Aow2BfDROYMlHeV5+9FEpjipTjXsAXLsV5Tqb41HR9s37+h2fq45mAOgbKuygoz4j1ECDkWlQ8tvWdDZfPqtg4ZImCHrtI5NRKDVMVW1735DoE3v7RiD2XTEK6VzeM8Jn9dYufPb656vnWF98GvClDY4FnXI5VT5yP6/ad0z9QG3zcB3NH//zKtz3yh6rHwzRq2xDv+GZG4uY8EbBUcyu7IxmnyuvAUrxr8Jz3P6ZE/DIl0VWZ7k+hdmTRHTFpr2aUSCfggtTWDClDulsvjy9GuLh6+ivbPYmDaD0cA2m7Tar7933z+G4H9yPf72wo7wGDJMpqKWYY2UyBfWYvXJQ2dM7AlmyJB8xugfu7b7y4ddw24s78e8XzWtv3bFmF+5au6v8tjBWsJhTziEf+WMKA4bJhXo/0tk81u3qxRf+/kJpCXEA9vWncO8re/CxP6+yWCxJV7Z8NLYmXW6Y8EaBHjpHSGqZTKGk5LUpSwq+aqqJYnqT+L6rzAS2GskUNu5xGgX6ncQUdKNw2Gzhb/GagXf0p/DDu141PjBn/eYxHPW9+8pqsxtoxkVJYR399jXxI2l0DqTROZDG6+0D5TWgDEdznZIVrg445FMoVUJQNfHRYAohiN/gZYRpInLN468bv//1g5vwu4c3V7R56uTF5AsYyuSQyTn9IaZnivati4WRyXFccM0zuOX5HfYaEj5BVQhaG+I2U8g4fXX9qcqHmlcDE94oUKdwJK+VuZ6Cr1lgWurBi04t+CoWCSEWCaEuFi5bPqKOuHGvU3e2fQriYdep7KEzpVHwGGwfXN+O3z30GjZqLAQANuwp/Gy4IGNATKFDeaj9yEeUGV72DK3EMhepbB5TGuyQY1WOiMgy2n0lGgXVz7OrRxiDPb2p6jvaFUczAAyl3fs2GbqXd/YaHbu7e5LYZ/ALAeIelTorB5xGwbT/Qd+4C+dd/bQl3QBm9p1WJkvpbB57ZTu7k6U9fzQJm9GUKMhsp2dqIGAK4wOWfOTwKZRX+8hXYa6tcrGahW8u+Ipmk821sbIdzTSAbtzb7xg4dJ+CzhQm1YlBwCtagx5+3R+hGsNKDlaWfJTJ4bX2fvzuoU3Wd37CJCmCq2wHX4nyUTqbx5JpDfjxOctw+iHTHNeF+kipurJq/F5r77fO01PioFUylIxmABjMuLdb7Q96u4YyOXQNZrCvv9CQZXJ5HHn5vfjvW14quXk5j5BUcvQ+/XqnkykYJlp0j+riEQfjcDNibqBJWE00bD2DBDIKpU4IRgsT3ihYIanDiT6idHs/8tHKz4rXmcsLvqJFWZpqougdKpMpUAccyjr06IzmU9AHSpKdvAZbMiS92oOv+i8qWX6YDNRQJo+v/nMN7n7ZzmT2xRSkYe334X8wItEMxBuLbkZIZXOIR0J474o5aK6JFejVgC0B+YXK3CiaBRgBv0LIdjTr7dChGoVubeAldpPK5gsmImRAblzV5vh8KJPDz+7d4GnMHdFHmk9h34B9bUzyUSqbw3/f8hL29A5Zz0iDVvero0T5lphy31C2IDJuvEUfTYyCeB7IqGshlJnRnFGYAucczCu2feXnxB/h2EuwZdPLwA6bKTTVRMueCaqzlL6hLBJysC+IPkplEQuH8MlTFmLZbDt/w2uwpYe6T9NG1fT9ZDpnOVWHC5UpTG1w1tr341MgtlX2w3jKf9trX/hAKpNHPCKudywScoY75spLYFKZ2+Z2uy17+4Zw4PQGX8foHkxjR3cSh8x0qUJqQpgymkXf9uoXfUMZRMMMmRwvYLi7euzQ6H39aTQk7FwDtz7+n7W78Iv7N6JvKOtaQt5LPtrVbftckgb5aOOefvzt6W04cu4kLGgVy6vqxSBLDZp4TU6Meocyjii0e1/ZY/3O/Sr6iDF2BmNsPWNsE2Psq4bvD2KMPckYSzHGvlTKvqMNxwIbZecpqGFtJc6Uz/whblv6MwC2UWisiVgdiXNekiSjzlLUWamep5DO5hENM3z+1CV400HTUBMVn3sNttSpe5POzq2W+vaSGUqF7bDLobHGmfHt19EMDMMo1LYAzXMdH3HOcdG1z+LqRwsdp+lc3jKIsUjIwRTot5RqFFTmtnmfN1PYuKcPb/vlowVVdn//6GZ88PdPl3RemhhFmA+mkMpi9iSxuI+uxe/usQfofdpAqxoFtY8Ta32xrdv1nF5lLnZ2C0MUi4QcRpUCFYjp9iQzBc8FIMKH9/X7ZwpDmZzFLHSm8PE/r8LDG9oBjB+mUNQoMMbCAH4D4EwASwF8gDGmm+9OAJ8F8JMy9h0V5PMcO7qTWu2j4VVJFe/VEMIMrnns9aKDeiaXR4gB4ZAiH8mBd/5/3Ynv3bHOd1vUh1cdgEydX53R18iomaTHoG77FJwPviofVLIkAjGFVDZvtf/7Zx8qzuNDPuoarqPZgOe2deGBV/ca70kqk7PyEXSjQO97h+FTAIDmWmEcOwcKjcKqrV14eWcvnt/W5fi8cyCDnmTG0tp9QU6MoiE/TCFrRSD1uMhHQKFOrxoFdRCmPuS1roj6nOmy7U55zpbaGJKZHCIhhmmNcezuFZ+TNNuTzBRE5S1orcPM5pqS5KM98rjTGxPoG8q4GtD+dNZzLEhn86XdoyrBD1M4BsAmzvlmznkawA0AzlI34Jzv5Zw/C0Dng0X3HS38+J71WHnFAxWpfaRGmai5Cl+7ZS2+e/srWLW1y7SbhXQu71jPtzERlR1WdK4/PGaH+nHOcdPqNleH8FA2h1YZAaMO1hQzH4+GEJHGx2EU5Ows6RFl0ufiaFYLwZWT/TqUyeG/bl5TMJNMKfHeqWwOC1rr8M7DRX16Nark2S2deGVnYQXKzsFhOpoNuOaxLQCAg2cU+hpS2bxtFMJCPqJBgAaf/hJ9CnSf6Z5NkzKayfjulexBjw6jcNKSEudkcmVMMgUvObNvKIM5LcQUnIPp7p4ha7LTrtzfl9p6sEVhPq8r79WABrf+pNoBPemMmEIiGkIynUdNNIzpTTXW4E2/pTeZsc4VlWXGj5gzCZPrYgUGbGvHAP70xBb89J71BTkXxNoWT6tHnrvnGHHuPWm6/PZXcMz/VDasuxz4MQqzAKjFVtrkZ37ge1/G2MWMsVWMsVXt7e0+D18+blrtdG6J2keUp1CaJu4WM02xziYPw+b2fjwu10TOZLmjbHVTTRTJTK5g1gUAr+7uw5f+8SLuW2cuH53K5NFaT0ahUD6Kh8OWMVANUa3FFIpHH+lOcHWwKScret2uXlz/zHY8+VqHdtycdfxUNo9YOFTgEP/DY6/jvVc+if+6eU3BcbuGKx8ZsGZHNwAgrUWYUA0dlSkAyqpeZBTKlI/I79NcG0VNNGwcXPbI/AU9cZG2LeneMDJuwiBt2TeAX92/saD9mVweQ5k8pjcmEAmxAuOxq2cIC6bUgTEnU3jHrx/Dd/79ivW/6i9Rmd16F7agsgNdPiI/xlBG5CkkYmFMb4xbUhax8N5kxpJEKRnuuAUtmFwfQ4fCxPb2DeG9Vz6Jb932Mn71wCZcfruTJRIDWTxV+Hj0yY0KtS929Kdw50u2gelJZryXxB0h+Bn9TGOaX47je1/O+VWc8xWc8xWtrdVfflGvp5PJ8vIzmnNm+WhQdgBTcs2bfvowPnT103L/PKLKrJ30850K9aYZI3U4XddXtzMxBRqUYpFQwcAFwHJIJz0idazoo6Es+oYy1iCuOtbKkY9Ig+0dymDT3n6c/dvH0TOYcTia09k84tEwIuEQYuEQBjNZpLI5/OI+UeTN1KloxlapQmScc2s2rg9+IsjALjOi1zqiPmAqL+KFpGUUmgGIe1YbCxsNXTGmUJJRkM9AGHnMbK7Bzc/twE/v3YB7X9nt2Ix+T0MigqaaaEH0UU8yjcn1MbTUxtAuJSKTRKLKNepvc2MojoJ42vO1QzqaqQR9TTSM6Y2JAvmodyhjvf/CW5bgW+9YincfORuT6+PYsKcfp/3sYaSyOfz07g3oHcrgn5cej4+dMB+7epKOPr9HPqeLp9UDKBxbAHutEjUs9a9PbcMnr3sO2zoGrd/aVDP6i1j5MQptANRVvWcDMOezV3bfEUVWrZLqtlC8Aa/vG3BIOap8RJ1bTVoZSGXx4Pq9jmNkcnkrHBWA1TGIBgN2jDrFWrtlRyZ9GIWYInEQanwwBTUk9S9PbcWHrn4KfUNi8E5ExbG8jIobKGKqJ5nBD+5ch+e3deOxTfscRoHCPamtQ+kcHlrfjt6hLMIhBpNUa4cgetfu0bG9cxAvtfUUfN6XylqMpSeZcejDNEjQNdXLWpAUNpjOlVRKhO7H4XMEU2jvS6E2bmYKlOn8mpajQv2vJGmvaQ7uYcfj+nmXY/YkW2NXw2IBO/igIRFFU220wNHcn8qhPh5Ba0McL27vxlAm5+hjtbEwomHmMNyO9y5GlHITYpEQntvWjV8/sBGAMNwkSw1lckimhVGY1pRA31AWA6msZWh6khnrXNMbE7hw5XyEQwxhqRhs2NOPB19tx73r9uCMQ6bjqAMm4bDZTchzYGuHnfG8u3cINdEwZjYLv0p7XwqREMOB0xoglTPrmVQN3gaZ2/D06x1We/SAitGAH6PwLIDFjLH5jLEYgHMB3Obz+MPZt2owFb5yRB/5dDT3p7I4/eeP4FWlaqXKCqjDqSUCfvXAJlz4x2et//N5jkyOO6Qck1Egp5uX85RzsZ7uFCkfORzNuZzo8CHmiJAh1EbDqIuFscYwGFq/Z8jWerfsG0CeiwifoUwOk2pFslOx2eg5v3sCNz+nxaXLwao3mUVbl60Hq+UCVL2e5JM71uzC5LoY3nTQVKOPpXMwbRlbv9mkj2/ahzf+6EG849ePFXxHM/FFU+uRyXHHwEya+NRGce1jWqlsU7/wg2Q6hxCDFU66u3cIdbGIK1OIhMQAS7NiOgZQvIy0A6Ewvsg/j32Nh1hOZMCWpgbTWdz8XJs1025IRNBcEy2QPAdSWdTHI/jkKYuwbncvvvPvVxxtb6qJoi7u/D0DDgNhnvyQYY3L6/yTezaAc46OgTR6khk0JCJIZfMYSGelfCR8Mbt7h6zoo95kFv1DWdTFwpbfAwDedcRMnH7INDTXRvHNW9eicyCNU5eKCrMLWwUbeE1hY7t7hzCtMY5G6axu70uhuTaGu79wIs48bAYA2yiozIeO8bRcY6N3vBgFznkWwKcB3A1gHYAbOecvM8YuYYxdAgCMsemMsTYAlwH4OmOsjTHW6LZvtX6MX9DAo8IRfeRTPupVQtqoTznkI0N6+0tSk54mB49BWaNFnbU31ojOpUZu0MzEKt1gmEFlcmKJwoZEBIloyOFTyORsv4X+CgChEMP5x8/DHS/twkYXHVeNPqJr2CVlnmZpFLzko2wuj1VbuwoMDzGF3qEMdkhD2DeUtWbXqayUj6RRqI2Fkczk8PLOHqyYNwn18UiBMUplc0LrlrWk/Caw3b7G1nj1yQPJAiQTqLPiRzcK/9DKRVMAFDIFNRLJ5CtyQ1LKH/Mmi3j6Uw+ehtpYIVPI5Tna+1NYNFW0ba8SsjpQgnz0z9Vt1v1PZUWI7azmWuv719r7kcnl8fVb1uKyG1/EE6+J392QiIhMfM3RPJDKoi4ewTsPn4kPHTsX/1zd5qgr1FQTRV0sUsAUpjbQxMbcZvIBqHJMe3/KGmipbEtPMoOaaMgyCru6hxxMoW8oa0UeEY46oAX/9+EVOPPQGdjblwJjwIlLhKQ9f4q4D6rfZm/vEKY1JqwBvb0/ZTHnSTJabJZkEcT0s7k8NsuaXCpTGC/yETjnd3LOl3DOF3LOvy8/u5JzfqV8v5tzPptz3sg5b5bve932HU2096VwsWE5x6xjOU5/jmaVAZADlOQjzrkVqqput3FPP95z5Gx89s2LAYiHJpPLW7VxADNTIB+CrZPbeQzWcppycI1HQmhIRAvkI5o1x2SCVVRbk/milfPBOXDfOqe8BQhGQ1Ume4ey1rrOXQNppDJ5q/N7SRQURqrPlCniqWsgrfgtVJ8CMQXR7ppYGD3JDLZ0DGLx1AYkoqGCLFIyxBSt49fZrC6uruv/JM8slgOvmqj18IZ2HDKz0WJpZBQ+/IdnsLd3COls3potdhjCSXVc/8w23P3ybmEUYhHEIiE887U343/OPkzMrDUj1zmQRi7PsXRmY8E5vEqQD6SyDgbx37e8hOue3iYc5/Kaq0xh495+LP7af3Dz86LyLA2wDfEomg0+hX7JFADgI8fPRzqXdxTOa6yJol5jCv2pLKbJQbx/KIvtnYP4zr9fdhhpU2XUjXv68ZocaA+dJa5D12BaRh+J4533h6fx4HoRyNI7lHG0T8dXzzgIPz5nGa698Bg0yqS7ungE9fEIfnrvBnzv9lfAOUdbVxLTmxJokMYlk+PWBKYuJj6j39MpfYLbu0Q4/IIpddjemUS/lLXGjVHYH8A5x8Mb2vHoxnZs3NuPhTKTkZAuIyRVZQA18uaTTKDSxEc27sOHrn4Kz2/rwt6+FJZMq3csdpMxhKQCTkczzfq7rDBLce5bX9iJN/7oQTy9ucOSYRLRMBriEccsSsz6xO+iQU2fCU+pjyEWDhXM9gB7thkJMXQPpq2s0a7BNFJZWz7yYgqDss06y6FB6YXt3crvzTqS11JZO1O6JhrGul29yOU5Fk+rRzwSLlgfmQYZa3ApYhSyuTx29SQds1g9H8NmCiLKhGb86Wwez23twgmLp1jbEgvb1jmI/6zdjXQujxlyYOookhiVyuZw+e2v4JrHXheaeEwca2pDwnI0D2ozaAq3XCpDZdVzeDGFS/66Gl//11oAoj+ksnn0KvH78UjIMgqmMFxiJA2JCJpqo+gaSFv+DDoeZQsvmlqPBVPq8OwWO0RbyEdhx/0ZSGXRVBNFIhrCQDqLf6xuwx8f3+IIO6b1FL73rkPx3bMOASAk1k17+1ETDWP+FNHHuwYyqIkJvV8f/AfTOXQNplGfMA/ETbVRvHfFHJy0xBn48vZlQhK69okteOK1DuzqGcLxCydbzy1gB27YryEwZodJE9OgPrNl3wCyeR4YhZHEv17YgQuueQa/eVAUVfvXp1Y6vhdMwX/p7PvX7XHEVtODu68/hU/97TmHn+GRDe14fFMHzv7tEwCAJdMbrBnEQCqLdI4j4pCPnEyhtSFuabfkU6ABnzrXwxvardlyTTSMhkSkgCnQ7OWjJ8wHgIL8CcYYmmoLdWHAHlSnNSaQydksSPgU8qiNhUVUkI/aSQVMQQ5WqlymDkxDMnlNdTRTstPiqQ3C8ayFiNJASBr/QCqLu9buctXV//zkVrzxhw9iW+cgDpLlI3Sm0N6XQiwSwlwrJl9cp+7BNLJ5jjmTbJlF9dc8tmkfUpmcZRT0jGMdz7zeicF0Djt7kpajVEVdrJApPCbDmw+bJWQTcgzn8rygvr+KrR2DFjtSQ45JuotHQlg2uxnvWj4T33j7wRbbIZDvoiERwbzJdRhI56xKo3Q8tYREc23UEZ3TLH0K/Y5gjBzq4mHUxwXbXb1VaO6v7laMgjQ8R8xtxoePOwCTaqPYsKcfm9r7saC1zgqx7k+JUi+JaBirvn4qjjrAXqgHEM9YY8J/YAkAXPGeZfjlB45ANs/xhb+/gObaKM5aPgvxiB0yTcaA2pHO5tFUE8WmvX34nzvXYY3M1j5+4WQA9nM8FozC6AfFjhBo5vRa+wDikVDBrMGx8loRppDN5XHxX1ZbM24AqJVlIv6xqg33rdvjuWTikmkNVhhafyqLZDqLWuXBT0TDiEdC1sMzQ0ZOAIWlG0i73NoxaA2MiWgYDYmoI1FKLcFw+BzxkC+f01zQNpMEoJ5vZnPC0v0BUQAtlc0hEQ2Lwdll0P33izutY+hGQZ/lR0IMHQNpK6JIMAWnoxkQNnxBax0SEVELP5fnlsOQzkU1k57e3IlfP7gJ718xBz88Z1lB+x5cv9cydEtnNuLV3X0Fhf/a+1JorY9brIiuExkHyjYGnP6ap17rwGAmhxlNYsa9zyAf7e4ZQn8qi0VT6/HAq3utz+ZNriswCrXxsEMK2t45iP+9ZwPesnQajpnfgppoGLt7hrCtYxAt9fZi9yb5iJyygDPkmNhic20MNbEwfn7uEQCAZ792Kj74+6fwhAxHJoZSn4hYTOKVXb2Y1piwjlcft9uvD3pNNVH0p7KOCUG/9EM0JCLoTWbwwrZuAMC6XfYzRY7mcIiBMYYl0xrw9OYO7OhO4n0r5ljPBQDHQH3wjAas3tqF1oY42vtS2NGdNDKgYlgpB/O9fSl86bQllhGY2hjH1o5BxwQGEBOfltoY7nzJDuld2FqHBdJxTVVWx4JRmDBMoUGZDUypjxcUrUuXUOaiJ5lBTpbJICTkza+TDwBZfhqk5rTU4EfnLMPKRZMxsylhGaWBVE6E7WmzFRpgomGGyXUxmykMOh3NJCet29VrPfSJqDB6z23rxj9Xt+Gel3fjiU37rI4KAD8/9wh8ZOX8gt/WXGsuxkdG6cTFTirdOZi2BmwRFVQo03DO8dV/rsGvHhAsTTcK6qpeNdEw5rbUOmaTqUxOFJuTDx5dm/lT6uQsUPwu1SBZPgXJFCik15T0l87msUqRNCjSRy9JsbcvhdaGuHX+3T1J5PPcMg7NNcoALNtCMh7n4oGviYbRaZCP3vnrx3Dq/z6MfJ7jwVf3gjGhTW/vHLQGFgIxhTtf2oVkOof1u/uQzuXxyZMXgjGGyfUxXPvEFpz44wcdobW6fJTPc0tXV69ZbzJjMY3JdTHoOHSWXVhvV8+QzH0JWwX6XpWDNx2P1vAAnIPeecfNxbuOmFUYfZQWOn9dPIxVWzstX5aDKUijQJne7zlyNjbvG0Aqm8c5R822BmkAjmdrgZSVaL9MjpeVMDa5Po43LJiM4xa04NKTF1mfk4Oczk9M4PRDplvl6QmHz2m2Ek0DpjAKYEoe3ZT6wo6ezeVF+iZQlCnQzFCVF2imr+rlU+rjmFIfw6u7+9BSG8P7VszB+1aItA0yHgOprBW2p0Kk5adQF4+gsSZqFUMjprB+Tx/e/NOH0CI72uZ9A1ZEUI0yUH7xHy/iuAUtCIUYvnTagZ6/CxCdcodSZZJAD/ixCybjH5e8AY9uaMftL+0SjuZsHvFoyBgVAwjDNZDOYSg7VHCNAOcMdtakGtTFI06jkBXrBNPs+0unHYjjF06xnKr0AA5lcpZUQYMMRZ2QnNcxkJY5D/Y9vn/dHseAeag87rVPvI7HNrXje+86DIAIOz3ygEnW+X4pjRwNkipTOHFJK7565kFYNqsJH5RJirFISGbLFhoFklz+vWYntnQM4uQDW/HQ+nZs6Ri0Il4ItbEIhjJ5fPK65/Cj9yyzUkTJyT25Lmb1hd8rhft0o0DGiu6HVQV3KGvJlPpABgBHzm22jzGUtZ6nppooZjXXYJ2smttvyUdmpvCl0w5Ec20M9XE7+ohzLsJEpUN37Q5xrDcsmIx1u3utKsQ2UxB94uwjZ+E3D21CTTSMZbObrDBPANbAC4j+BTirEOgTMr+47mPHAhCRewRipvT8LZragC1XvA0A8Jentjr2Xz6nGc21UcTCIcsoNLr4N0YSE4YpqDPYyfVOXZQxrfZRkegj0wI4NBip9V2Wz2m2PqeQTYLqaBZ02WmIZkr9uS5m0+hkOucoKfFa+wCe3dJlxVn/8K5XAYisWnXgWbWlC29cNMWKtfZCU02sQDYBbIbSVBPF0fNacNlpB2JKnaDguTxHPCLko9vX7MJP71nv2Jc0a3oQ9UggdYbfUhdDYyLiuI79qaw8h3S4NibwriNmYYl0+FqJczK8l3NuDTKzJ9WiIR5x+H+e29ptvb9/3R5cet1zmFwXw+VnHYLD5zRbx31qcyf++tQ2rN3Rg64BKj8tDAYxwEc27rMmCeqAFw2HcMlJC63qoYDQ5yfXmY0C7UulH8479gDruwKmoPSVtq5Ba6JAEwS1f5MUBTjrRQF2tdC+VBaf+Msq/Fxmh/cOZexj1hYahdOWTnf45NRy2AfPaMC6Xb3oHcpYpSvUCY96jWqlX60uLjK0Oeci0TAvZu/EMBgD3rJ0GroHM1ZoNkl9lGgWDYdw/cePwzUfORqMMYfkNkW5Hicf2IpzjpqNX37gCLv9ZZaWCIWYwyAAdj6COukg6Ndy2exmMMbQ2hC3oqbGAlPY74xCPs/xjX+ttRw5hKQSsqgzhdpo2JKP8gjh0uue8zwHreilgpxVahjpEXObLUdTizbjUme0pKGqoBC6ungYjTK8lMIMp2hGbcW8Fnz4uAOsyJlENISvv20p3nPkbADiAVqo+D+80FwbNRo9OrYanthcG7W04IRkCgDwx8e3OEoZUPgqoT+ddXyvzmAbJDMiphCPhKzBKx41d1eaufensjjj54/g/GuesRzRdfGwlVdAkkGb0h6KFb/js2/Eh98wD7d+amVBAtGfnthirRlBRuE/n3sjls9pxpBSo0plCgRV0xdMIW6s1Z9THPcHTmvAMQtarO8oKIGgGokd3UPoGkhbUUkALJ+H7kDVmQLJhOlsHg9vaLdqcfWnstb1azGw6lCIYfmcZssYq9LsAZPr0NaVxNt++Si+fJOoR6X2bbq20bCdRFkfjyLPRejxgOWHiFi+iCn1cbzpoKkARMTPdU9vRU7mA4WVUO6ZzTVWVnHCxSjEI2H85L2H47gFky3D0VDB2TkFNuQNKfbEut6+bAa+9Y6lWCYZpuq8D4xCFbC1cxB/eWorPv/3Fxyfq+UXrFhyKUfUxiMWU8gjhCc3Owuz6TCt30ohpWoJ4BUHTLJmSZO0WUJtLAzGhLSSzuYLZiszpVNSJKNFkc1z7JSyzpyWGse2LXUxXLhynvV/Iir03cvfdYj12WKfRqGpJoqBdM4KV01n87jy4dewfncfptTHHQ94S13Mit2PR8JWJEp/KusI7dze6UwW5NxZ+lrNMWhIRByDmViFTty7WNjbKNzwzHa81j6ARzfuw08kW6mLRyyt+zBZVO7V3X34wFVPYW/fEPYNiIgi8j0AggWos9vHN+3DyzuFNk/+hiXTGrB8TjN2dCXRNZgu2IdQpwzg8UgILXWxguijoUwO/aksPnDMXPzi3OW48sNHOWSEc46arR3TPs+uniQ6B9JoqY1ZfjIqf37aIdMd++lGQWWEQ5k8yE5zLgx5LBxytF8H/d4G7X4lMznHPTcxBbUf0eDfn8paMmVdPGLJOjObazBvSh3mtNTg2ie24Gu3rLWSBSPaTJ3gYAoNhYYNsBPRypWPTCD5yMS2W+rEb182uwkXrpxvsQzyQzDmvJajhf3OKFDUT7O+KIvyQBC9thNMwlbtozwTM1OvuuemmXQ2z62ZU2tDHH+/+DgcM7/FosjUIQiMMdTFItag6sYURD0U8d3WDjGrVUMfAWFwDphs6870QNTGItbMflEJTIHOCwB3vrQLV/znVdz24k7Mm1yrbRuzigHGIyHHQLB2p+3g1JkC4JSQ1OJi9YmIY0BUZ07xqHmAIqNw7RNbcPCMRsyfUodcniMSYohHQlb1ysVT6xGLhHDvK3vw5OYOPLGpAx39aUypixUEHtBYE4uEsLt3CC9u78GMpoSD8c2eVIO+VBZbOwbRXBM1rrinfmb5FPrTjv5FrOiIOc04a/ksa7A6cUkrTj14Go5dMNlxzFploN7VM4SuwbSjXeT4XrnIuZ9eFt2rHPbWjgFMqjP/Jrsdol+6yUMEZ0iqaKdq2Oj7l3Z0WwEV9fGw9TlJqYfLooA10bCVeR5yaZ8afdSqMWsCXWcXu1IWaHJhurYtdeI7CmkmEFOZN7muQI4aDex3RoEiFChpiaA6QEk+IjkiEQ1byWs5hJDnsCIeTDCFbA6ms1b0SWMigmMXTBYDv5wFmRx2dfGwFdKnG4WZzfaMgzoNzb4LmYL4/s2SYqvHWjy1HrFwqKAjuoEeavqN6jM3VzMKqqGLR0N4h1zrIBpmloMQcGYJE1QnfTKdwwGTa9GQiOD8N8xzzJZUKUeNnlKRUD4/6oBma+Yl2BizfASzmmsxpS5mXcf1e/rQ0Z8q8DEB9v0/dn4L8lzkmuihi+QvWLuzxygdEeyyImFMroshnXOuV0yVb/UZ7Z8uPBq/P/+oguOp93dndxIdA06j8I23L8Xph0zDmYfOsNugrUIGeBuFLfsGrUHMDWScGlyMuN3eQkezatjo91x07SrLL9ZSF0e9NBwkr3zzHUvxi3OX4yMKK3ZjCuoEQmfphCOkw7yS69pQW02LKS2ZJp7FpTOcy6K+/fAZOGlJK6698OjKNWQY2P+MggyH07N1VaZA8tERc0UiS20sLJPXQshzcUlM9I9gWkRjIJ2zOryaIUkd3uSwq4tHrAU6dPloupSPUtm8JadskU62AqYgB4TfnXcU/v3pExwP5rnHzMUnTlrgSI7zAu3bk3QuXQgAB7Q4o2DUhy0RCeOX5y7Hxu+fiSXTGqwaT4C51pQ6KA5lc1jUWo+Xvn06lkxrcBgC9be4rf2s6scttTFMlRMCmsEeOqsRzbVRHDG32aGRb9zTh339orSzDtL4j5kntP2+VNbyTRCIhW3tGCwIJFBB8kQsEsJkOdCqGcfEFHRfEWPMOFNXB9RUNo/X9vY7Jh0Hz2jE/314heO6TK6LFcpHHgv+7OhOFrDbgt/lIh/pUJ2uZvnIfk+y0LTGuOVMpn2mNiRw1vJZlt8AgOvMWpWP3La5cOV8/Og9ywrkueGA7q8plHfZ7Ga8/N3TCyZXpxw4FX+66BgH2x9N7H9GQTIFfRaUlIP2GYdMt7Tln79/OW78xBswtSFh+RRy8pJ4zaJMPoVkOmt1XnWAJ03WxBTq4xFXpjBVcT5ZTKFjAIwVOlzJ4MQiIeu3EU4/ZDq+6CMUlUCDG/3+TsWpPm9KoWxFiEdDYIwhGg7hmPkteHZLF3Z2J9EzmMGOrqQlARBU+SiZzjkGMFU+Uh8uU0QH4DQKzbUx69qpkV8vfPM0nLik1TH7tZiCx4z4mPm2w3eJlKEIqnHW5UoVNOjFIyHLKKkRSOSH0o2CG2o1x3PvUBYtHkwFACbXxwqS17z6OOA+w7baYRkF+9zFqnzaRqGQKaiY2mAnbOphmq2KEXdjCmopejeEQwzvO3pOQQ2w4aC1IY7ffPBI/PqDR7q0a+wPuWO/hSVgZ3fSmk3ri9AMpnOYN7nW4cSri0dwzPwWRMJMMItEI3pRK/f3MAoKU6CSCO86Yhaa5IOpznzoATY9YHUxuxSF/mBEwyF89cyDcPMnj0dTjc0Ummqilhzy7iPFInYm+aNcNGvyEbGiWCTkSFoCnIZOHbDfcvA0pLN5HH/FA3jrLx9FOpe39qVnWJWPhjJ5x8D+hoW2Fj6nxRnSaYKqH7fU2UbBpAqoRmZ7ZxI7e4aMeSuEw+c0W+GndN0JjTURS0Nu8hiUqT/EZEgqAEcEEslHJsZiAo0r6gzdNOkAbKM2qTaG1Vu7cNdaO6O2mFEwzXZV0ISnoYhPQYUtHxU6mgmNiYisVyQmEos0hqZG64RdjIKXL6TaeNuyGQXlQMYT9iujcIus3HjcgpZCppBxzkZVxMIhZPJ58BO+gPPT/w3ArAnm89zKYKXOOLelFq//4K340LEHKPKR3eEPnN6AqQ1xq4OrUA2BKergkpMW4si5k6yZWE8yg5baGA6Z2YS13zkdP3zPMvzkvYdjhVbPZTiggYlkra7BNOa21OKV75xu1ZIntDiMgt2Vjp7fYv0eyvomo2Ba62Eok3MM7NMaE1YNnwMm+zEKin5cF7PCAgdThfeQBjpVXjANxh8+7gCEQwwJuWoXY4XOesaYVUdqm7Loig7qD/k8twy4GoG0t28IjYmIKxPSsbC1Hl9768G4/7KTLH+F2wB+7YVH477LTkRtTIRdX/LX1dZ3PclsQXSRaiCLTTbqfMpHKhLRUEFUkz4hIn/ghSvn428fPxanHDjV8X1rvf0suRmFAOVjvzEKnHP8c3UbjpnXgkNnNhXopcl0zqHFqoiEGbI5jlSkEZvzogOamMLZv3sCV9z1KroHM9YgXxePWLMSyygonXzloil45munGmOhJ9UW+h5MmFQbs2gyzQjr4xFEwyGcc9TsikYsNCSiaG2IW4lHnQNpTKqLGX0SavvVgTkaDuFzb17sCC2lUsZ2SWQ1HLKw6NsNFx+HK8870lGfyY9PYVJt1AoLNAULkHxzxqF2uKZJPrr8XYfitf95KwDhO5gzqbYgiQwAPnTsAaiNhfHBY+ca2wbYM+n+VNZmCtIobNrbj3+u3oEV81pc99fBGMPHT1yAqY0JnLp0que2tbEIFk1tcEySqPprbzJjZfgSpisy37uWey/FXmdwNFOkHAD86JxleOa/31zQ9nlTah0McEZTDX72/sOt6qPUR8IhhuMXToEO1SEf9mAEV334KNzzhRM9f0OAQox+UGyFMJjOYfncZpy4uBXbOwcxKGPtScMTdendjEIIGS0iRDcqQ5kc1rR1Y0/PEDoH0zh2fgu2dyYdhoakF7+xxvOV8t31Mfd9YpEQFk2tx6u7+4rqvJXAwtY6q1ZQ92DGVdZoTEQRYiJ6Q5/Ff+yNC7CwtR4XXitWmaOIi2mNcby0QzgU33f0HNREwxjK5gtYXF08gjMOneHIRHf3KdjnnlQbswyMaQ0FGpQXTa1HNMyQyfGiss2XTj/QdT2GungEr3z3DM/9P3fqYrywvRsr5rUgIVe4I0fzrx7YiGiY4QfvPszzGG74xtuXonMgjVMO8jYOL263Q4R3dCdx0PQodvcMYc6kWrzWPoCQrLXUXBPDOUfNxqkHTytwiOqoNTCFeCRsrW9xQEut5fRXccsnVxZo62cfMRs7upK4fc0ui+m5nld5VrwmRHqeRgB/2G+YQl08gv9933K864hZlrNLne2LEsTmgTcWDiGT446aPL3JLHZ0J3HX2l148NW9WLWlC5yLUsHpbB7vlOGX6gyfdGW/RmGRIsfoZS50kPwyqYhDsRJYNLUer7UPgHNuJUaZEAoxyzFtGrApWmdaY9ySJZprY7jsLUvwwPq9+Oz1zyOVzSOX564GWx0A3DKa1aS2SXUxiymYFmIhR/O0xgROPViU/Sh2v46e14KTD/QedL2wbHYzVn/jLZbc1lIfQ8eAKA/y0Pp2vGXp9IIQar+Y0VSDGy5+g6Ochgm//MARWCaDEL7xr7X4r5vXYOPePiyd2Yj6eMSKfKmLi4xflUm5gZiCnvxFjNnNz1IXjxhZH12Dcq9FgMpgv2EKKuywyoyliwqmYB5UIiGGrMYUHtnYjqsf21xQUx8QyTSnLZ2OL2ONgynY8pG/gVstPVEsZPSQmY24abV5felKY2FrPXqSGeztS6F7MO3qxASEkeocSBsH7FnNNaiLhTF7Ui0i4ZAsEBjHZ9+8WK5/+zI++PunALj7C1S4ZTSrTkVVqz79kMJaT/On1CHERMz46YeIUtNHzKmcT8YPJtfFcdfa3VjT9jB6khmrhEM18Zal07B8TjOO/v59eHZLl7XQzaGzmlAfF0mO2zoGPWVMHbStXk6jqSaKPb0pR9VYP6DS4tPGsZN2f8B+aRRI11SdxYPpbEEoHyEakUxBMQqrt3ZhZlMC13zkaPxzdRtueHY7AFGt8dSl09BYE8EnTlqA05baMyqTo9kLfhPKADv7Ul2NrVogh/Kx/3M/AG920lIXw2vtA0gYmAJjDO9dMceK5//7J46zHM0fPu4AcA586zaxZLcbU1DhxhT0cwLA6q+farwPi6bW4/lvnGbNYi80lA+vNibXxZDK5q0ifeqKbdWEKcrq0FlNePeRszBnUi3ikRBWHODft7Foaj0m1UYLZvYWUyixjs8imXFezvoGASqH/dMoKNE6PckMvnPbywVhjyqmNsSRzuVx/TPbHJ+/c/ksHC0dgGQUrr/4OOv7/zrzYMf2NPjNaPJHf0uJWV4xrwULW+vwxbcs8b1PuTh4RqOltwOFFV5VWPKRy4D97Xfa9ZfU6CXGGC44fh4eWr8XD65v91zbmeA3OgfwjpzxCh8dCVA/fNNBU3HRyvkjVgRNZVSMCf/LzKaElcfyvqPnlHS8Ny5uxfPfPK3g86aaKGKRkMPX4wfTmxJY863TXJ9TFQum1Fnl5ANUFr6MAmPsDAC/ABAGcDXn/Arteya/fyuAQQAf4Zw/J7/bAqAPQA5AlnO+omKtdwE9ZHet3Y1/Pb/DClV1iz760LEH4PY1u3DrCzsdn1O8/JEy89kt+oWwaGoDHv7yySUxgMNmNWFXT2HGr476eAT3f/Fk38cdDlob4njp26fj5/dtxJUPv+aaIAQoiXNlJuX84N3L8Nnrn8eJ2jq4JviRmMYDiCFcfOICHKfVNRopfOyE+RAr0FY+pHNyXRyTDfWk/MCPQQCAf316pbXmQ4DKoqhRYIyFAfwGwFsAtAF4ljF2G+f8FWWzMwEsln/HAvidfCWcwjnfV7FWFwE5mvWZvx72SIhFQjj/DQdgtbZm8dHzhDEIhxj+9amVnlmrhFJT1W/V1ooeK0hEw/jCWxajtSGOdy6f6brd3Mm1mFIfLzssdnpTAjde8gbPbb7x9qX43h2veBqeGU0JLGgdG2UCiuGb71iKvzy5taL5JX7x+/NXYFvnoJVfUQ189tTFOPeY0lhHqWhMRMfEgjT7I5hXNVAAYIy9AcC3Oeeny///CwA45z9Qtvk/AA9xzq+X/68HcDLnfJdkCitKMQorVqzgq1atKvW3WOCc42f3bsCM5hq8vLMH/3p+J/pTWfzonGXWymc6tnUM4sQfPwgA+Obbl2J71yC+9Y5DjNsGsJHK5tCbzI7rDM4AAfYHMMZWV0KJ8SMfzQKwXfm/DU4W4LbNLAC7IKoN3MMY4wD+j3N+lekkjLGLAVwMAHPnuicC+QFjDJcp9X66BjO4Y80uz3LYauXRC1fOG9U0+fGEeCSM1gb/Wn+AAAHGNvyItKbRUR9dvbZZyTk/EkJi+hRjzJhiyDm/inO+gnO+orW1uL5cCo6QWbGm9YMJTidcYBACBAgwMeGHKbQBUDWX2QB2+t2Gc06vexljtwA4BsAj5Ta4HFxw/DyEGMMHjvFmIDdd8gZr2cUAAQIEmIjwwxSeBbCYMTafMRYDcC6A27RtbgNwPhM4DkCP9CfUMcYaAIAxVgfgNABrK9h+X4iGQ7johPlFIxtWzGvB+W+YNzKNChAgQIAxiKJMgXOeZYx9GsDdECGp13DOX2aMXSK/vxLAnRDhqJsgQlIvlLtPA3CLlGMiAP7GOb+r4r8iQIAAAQJUBEWjj0YDw40+ChAgQICJhkpFH+0f2UABAgQIEKAiCIxCgAABAgSwEBiFAAECBAhgITAKAQIECBDAQmAUAgQIECCAhcAoBAgQIEAAC2MyJJUx1g5g62i3Q2IKgBGr8DoMBO2sHMZDG4GgnZXGeG/nAZzzYdcIGpNGYSyBMbZqJNaAGC6CdlYO46GNQNDOSiNop0AgHwUIECBAAAuBUQgQIECAABYCo1AcxvUfxiCCdlYO46GNQNDOSiNoJwKfQoAAAQIEUBAwhQABAgQIYCEwCgECBAgQwMJ+bxQYY82MsZsYY68yxtYxxt5g2OZkxtgLjLGXGWMPy8/mMMYelPu8zBj7nLL9j+Xx1jDGbmGMNcvP5zHGkvJYLzDGrhzldn6bMbZDac9ble/+izG2iTG2njF2+ii38+9KG7cwxl6Qn4/G9Uwwxp5hjL0oP/+Osn0LY+xexthG+TpJ+W6kr6dXO8dS//RqZ0X7Z5XaOGb6pvJdmDH2PGPsduWzyvVNzvl+/QfgTwA+Jt/HADRr3zcDeAXAXPn/VPk6A8CR8n0DgA0Alsr/TwMQke9/COCH8v08AGvHUDu/DeBLhnMtBfAigDiA+QBeAxAerXZq+/8UwDdH8XoyAPXyfRTA0wCOk///CMBX5fuvKvd9NK6nVzvHUv/0amdF+2c12jiW+qby/WUA/gbgduWzivXN/ZopMMYaAZwI4A8AwDlPc867tc0+COBmzvk2uc1e+bqLc/6cfN8HYB2AWfL/ezjnWbn/UxBrUo+5dnrgLAA3cM5TnPPXIVbMO2a028kYYwDeB+D6Ym2pYjs557xfbhOVfxSNcRbEAw35+i7l85G+nq7tHGP90+t6uqHk61ntNo6Fvin3nw3gbQCu1vapWN/cr40CgAUA2gH8UdKtq5lYK1rFEgCTGGMPMcZWM8bO1w/CGJsH4AiIGYSOiwD8R/l/vjzXw4yxN46Bdn5aygjXKJRyFoDtyjZtKG5Iqt1OAHgjgD2c843KZyN+PSU9fwHAXgD3cs6pndM457sAYeQATJWfj8r19GinilHvn0XaWan+We1rOSb6JoCfA/h/APLaPhXrm/u7UYgAOBLA7zjnRwAYgKBW+jZHQVjf0wF8gzG2hL5kjNUD+CeAz3POe9UdGWNfA5AFcJ38aBcE5TsCkuLJmcFotfN3ABYCWC7b9lPa3NAGP7HJVb2eAD4A50xsVK4n5zzHOV8OMcM+hjF2aJHzjcr1LNbOsdI/PdpZyf5Z7Xs+6n2TMfZ2AHs556t9nIdQ8rXc341CG4A2xerfBHFD9G3u4pwPcM73AXgEwOEAwBiLQgxg13HOb1Z3YoxdAODtAD7EpXgnKVqHfL8aQr9bguKoSjs553tkZ88D+D1s2tgGYI5y7NkAdo5WO+V3EQDvBvB3pf2jcj2V83cDeAjAGfKjPYyxGbK9MyBmlXSsEb+eHu0cU/3TrZ0V7p/VvJZjpW+uBPBOxtgWADcAeBNj7K9yn4r1zf3aKHDOdwPYzhg7UH70ZggHjopbAbyRMRZhjNUCOBbAOsYYg9D91nHO/1fdgTF2BoCvAHgn53xQ+byVMRaW7xcAWAxg8yi2c4by79kA1sr3twE4lzEWZ4zNl+18ZrTaKXEqgFc5521K+0fjerYyO1qnhtol97kNwAXy/QXyGPT5SF9P13aOsf7p1c6K9c8q3nNgjPRNzvl/cc5nc87nATgXwAOc8/PkPpXrm7wM7/l4+oOgpqsArAHwLwCTAFwC4BJlmy/LG7MWQtYAgBMgaNYaAC/Iv7fK7zZB6HT0+ZXy8/cAeBnC2/8cgHeMcjv/AuAl+d1tAGYox/oaxOxmPYAzR7Od8vtr1WOM4vVcBuB5ud9ayGgT+d1kAPcD2ChfW0bxenq1cyz1T692VrR/VqONY6lvasc4Gc7oo4r1zaDMRYAAAQIEsLBfy0cBAgQIEKA0BEYhQIAAAQJYCIxCgAABAgSwEBiFAAECBAhgITAKAQIECDDKkBndexlja4tvDTDG3scYe4WJgnl/q2hbguijAAECBBhdMMZOBNAP4M+cc88MesbYYgA3AngT57yLMTaVK/WRhouAKQQIECDAKINz/giATvUzxthCxthdsv7Ro4yxg+RXHwfwG855l9y3YgYBCIxCgABFwRi7nDnXf/g+Y+yzo9mmABMCVwH4DOf8KABfAvBb+fkSAEsYY48zxp6SGewVQ6SSBwsQYD/FHwDcDOAXjLEQRImBoqWxAwQoF7Jw5PEA/iEqxAAQayIAYtxeDJHVPBvAo4yxQ3lhCe6yEBiFAAGKgHO+hTHWwRg7AsA0AM9zWQwtQIAqIQSgm4vKrTraADzFOc8AeJ0xth7CSDxbqRMHCBCgOK4G8BEAFwK4ZnSbEmB/Bxdl5V9njL0XEIv8MMaoouu/AJwiP58CIScVLcbnF0H0UYAAPsAYi0EUb4sCWMw5z41ykwLsR2CMXQ8hB00BsAfAtwA8ALHmxAyIfncD5/y7suLwTyHKe+cAfJ9zfkPF2hIYhQAB/IGJxdm7Oef6oigBAuw3CHwKAQL4gHQwHwfgvaPdlgABqonApxAgQBEwxpZCrFFwP3eu0RsgwH6HQD4KECBAgAAWAqYQIECAAAEsBEYhQIAAAQJYCIxCgAABAgSwEBiFAAECBAhgITAKAQIECBDAwv8HfsZ2t8HnjDIAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "xr_array.sel(x=420000, method=\"nearest\").plot.line(hue=\"band\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "`facetting` splits the data in subplots according to a dimension, e.g. `band`"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 504x216 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "xr_array.sel(x=420000, method=\"nearest\").plot.line(col=\"band\");  # row=\"band\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Use the `robust` option when there is a lack of visual difference. This will use the 2nd and 98th percentiles of the data to compute the color limits. The arrows on the color bar indicate that the colors include data points outside the bounds."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 864x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ax = xr_array.sel(band=\"b4\").plot(cmap=\"Reds\", robust=True, figsize=(12, 5))\n",
+    "ax.axes.set_aspect('equal')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Compare data variables within a `xarray Dataset`:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.PathCollection at 0x7ff310152610>"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "xr_data = xr_array.to_dataset(dim=\"band\")\n",
+    "xr_data.plot.scatter(x=\"b4\", y=\"b8\", s=2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Calculating and plotting the NDVI in three classes illustrates the options of the `imshow` method:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7ff3100c8130>"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "xr_data[\"ndvi\"] = (xr_data[\"b8\"] - xr_data[\"b4\"])/(xr_data[\"b8\"] + xr_data[\"b4\"])\n",
+    "xr_data[\"ndvi\"].plot.imshow(levels=[-1, 0, 0.3, 1.], colors=[\"gray\", \"yellowgreen\", \"g\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Let's practice!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "The data set for the following exercises is from [Argo floats](https://argo.ucsd.edu/), an international collaboration that collects high-quality temperature and salinity profiles from the upper 2000m of the ice-free global ocean and currents from intermediate depths.\n",
+    "\n",
+    "These data do not represent full coverage image data (like remote sensing images), but measurements of salinity and temperature as a function of water `level` (related to the pressure). Each measurements happens at a given `date` on a given location (`lon`/`lat`)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "import xarray as xr\n",
+    "argo = xr.load_dataset(\"./data/argo_float.nc\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {
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+   "outputs": [
+    {
+     "data": {
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+       "  display: none;\n",
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+       "\n",
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+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
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+       "  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",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:      (date: 75, level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * date         (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07...\n",
+       "    lon          (date) float64 -39.13 -37.28 -36.9 ... -33.83 -34.11 -34.38\n",
+       "    lat          (date) float64 47.19 46.72 46.45 46.23 ... 42.6 42.46 42.38\n",
+       "Data variables:\n",
+       "    salinity     (level, date) float64 35.64 35.51 35.57 35.4 ... nan 34.94 nan\n",
+       "    temperature  (level, date) float64 18.97 18.44 19.1 19.79 ... nan 3.714 nan\n",
+       "    pressure     (level, date) float64 6.8 6.1 6.5 5.0 ... 2e+03 nan 2e+03 nan</pre><div class='xr-wrap' hidden><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-e236ecdb-de26-43a6-b8a6-11b21f5b01c9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e236ecdb-de26-43a6-b8a6-11b21f5b01c9' 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'>date</span>: 75</li><li><span class='xr-has-index'>level</span>: 78</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-fc13ba2c-29e2-4818-8621-9ae363f29f16' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fc13ba2c-29e2-4818-8621-9ae363f29f16' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 72 73 74 75 76 77</div><input id='attrs-5715d2c6-2d4f-4b0d-a0d9-232f37fd4474' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5715d2c6-2d4f-4b0d-a0d9-232f37fd4474' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40aadd18-808e-4c4a-b531-7bd7641ff00b' class='xr-var-data-in' type='checkbox'><label for='data-40aadd18-808e-4c4a-b531-7bd7641ff00b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
+       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
+       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
+       "       72, 73, 74, 75, 76, 77], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>date</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2012-07-13T22:33:06.019200 ... 2...</div><input id='attrs-2c1d3e63-bd16-4f70-9108-2c64d8d19deb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c1d3e63-bd16-4f70-9108-2c64d8d19deb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d67c6542-b8a7-4fd0-ab52-8873cd364399' class='xr-var-data-in' type='checkbox'><label for='data-d67c6542-b8a7-4fd0-ab52-8873cd364399' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2012-07-13T22:33:06.019200000&#x27;, &#x27;2012-07-23T22:54:59.990400000&#x27;,\n",
+       "       &#x27;2012-08-02T22:55:52.003200000&#x27;, &#x27;2012-08-12T23:08:59.971200000&#x27;,\n",
+       "       &#x27;2012-08-22T23:29:01.968000000&#x27;, &#x27;2012-09-01T23:17:38.976000000&#x27;,\n",
+       "       &#x27;2012-09-12T02:59:18.960000000&#x27;, &#x27;2012-09-21T23:18:37.036800000&#x27;,\n",
+       "       &#x27;2012-10-02T03:00:17.971200000&#x27;, &#x27;2012-10-11T23:13:27.984000000&#x27;,\n",
+       "       &#x27;2012-10-22T02:50:32.006399999&#x27;, &#x27;2012-10-31T23:36:39.974400000&#x27;,\n",
+       "       &#x27;2012-11-11T02:40:46.041600000&#x27;, &#x27;2012-11-20T23:08:29.990400000&#x27;,\n",
+       "       &#x27;2012-12-01T02:47:51.993600000&#x27;, &#x27;2012-12-10T23:23:16.972800000&#x27;,\n",
+       "       &#x27;2012-12-21T02:58:48.979200000&#x27;, &#x27;2012-12-30T23:07:23.030400000&#x27;,\n",
+       "       &#x27;2013-01-10T02:56:43.008000000&#x27;, &#x27;2013-01-19T23:24:26.956800000&#x27;,\n",
+       "       &#x27;2013-01-30T02:43:53.011199998&#x27;, &#x27;2013-02-08T23:15:27.043200000&#x27;,\n",
+       "       &#x27;2013-02-19T01:12:50.976000000&#x27;, &#x27;2013-02-28T23:07:13.008000000&#x27;,\n",
+       "       &#x27;2013-03-11T02:43:30.979200000&#x27;, &#x27;2013-03-20T23:17:22.992000000&#x27;,\n",
+       "       &#x27;2013-03-31T01:50:38.025600000&#x27;, &#x27;2013-04-09T23:19:07.968000000&#x27;,\n",
+       "       &#x27;2013-04-20T02:53:29.990400000&#x27;, &#x27;2013-04-29T23:28:33.024000000&#x27;,\n",
+       "       &#x27;2013-05-10T02:50:18.009600000&#x27;, &#x27;2013-05-19T23:21:05.990400000&#x27;,\n",
+       "       &#x27;2013-05-30T02:50:30.969600000&#x27;, &#x27;2013-06-08T23:32:49.027200000&#x27;,\n",
+       "       &#x27;2013-06-19T03:42:51.004800000&#x27;, &#x27;2013-06-28T23:32:16.022400000&#x27;,\n",
+       "       &#x27;2013-07-09T03:28:30.979200000&#x27;, &#x27;2013-07-18T23:33:57.974400000&#x27;,\n",
+       "       &#x27;2013-07-29T03:15:42.019200000&#x27;, &#x27;2013-08-07T23:25:02.035200004&#x27;,\n",
+       "       &#x27;2013-08-18T01:47:44.966400000&#x27;, &#x27;2013-08-28T03:02:59.020799996&#x27;,\n",
+       "       &#x27;2013-09-07T03:03:51.984000000&#x27;, &#x27;2013-09-16T23:32:07.987200000&#x27;,\n",
+       "       &#x27;2013-09-27T04:08:27.974400000&#x27;, &#x27;2013-10-06T23:25:39.964800000&#x27;,\n",
+       "       &#x27;2013-10-17T02:55:50.995200000&#x27;, &#x27;2013-10-27T03:45:47.001600000&#x27;,\n",
+       "       &#x27;2013-11-06T01:14:52.022400000&#x27;, &#x27;2013-11-16T03:29:54.009600000&#x27;,\n",
+       "       &#x27;2013-11-26T03:03:56.995200000&#x27;, &#x27;2013-12-05T23:33:59.011200000&#x27;,\n",
+       "       &#x27;2013-12-16T02:58:01.977600000&#x27;, &#x27;2013-12-25T23:22:43.017600000&#x27;,\n",
+       "       &#x27;2014-01-05T02:52:06.009600000&#x27;, &#x27;2014-01-14T23:41:18.009600000&#x27;,\n",
+       "       &#x27;2014-01-25T03:00:43.977600000&#x27;, &#x27;2014-02-03T23:29:13.977600000&#x27;,\n",
+       "       &#x27;2014-02-14T02:50:11.961600000&#x27;, &#x27;2014-02-23T23:03:21.974400000&#x27;,\n",
+       "       &#x27;2014-03-06T02:58:03.964800000&#x27;, &#x27;2014-03-15T23:10:28.012800000&#x27;,\n",
+       "       &#x27;2014-03-26T02:51:22.032000000&#x27;, &#x27;2014-04-04T23:25:58.972800000&#x27;,\n",
+       "       &#x27;2014-04-15T03:00:45.964800000&#x27;, &#x27;2014-04-24T23:24:40.003200000&#x27;,\n",
+       "       &#x27;2014-05-05T02:56:22.012800000&#x27;, &#x27;2014-05-15T00:10:06.009600000&#x27;,\n",
+       "       &#x27;2014-05-25T03:02:43.036800000&#x27;, &#x27;2014-06-03T23:34:53.961600000&#x27;,\n",
+       "       &#x27;2014-06-14T03:01:23.980800000&#x27;, &#x27;2014-06-23T23:24:31.968000000&#x27;,\n",
+       "       &#x27;2014-07-04T03:08:30.019200000&#x27;, &#x27;2014-07-13T23:47:43.008000000&#x27;,\n",
+       "       &#x27;2014-07-24T03:02:33.014400000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-39.13 -37.28 ... -34.11 -34.38</div><input id='attrs-2e31d5f6-8fc8-492d-8568-bad3e4c69173' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e31d5f6-8fc8-492d-8568-bad3e4c69173' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b88f757a-7866-48b9-9a1a-43e1e41a7572' class='xr-var-data-in' type='checkbox'><label for='data-b88f757a-7866-48b9-9a1a-43e1e41a7572' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-39.13 , -37.282, -36.9  , -36.89 , -37.053, -36.658, -35.963,\n",
+       "       -35.184, -34.462, -33.784, -32.972, -32.546, -32.428, -32.292,\n",
+       "       -32.169, -31.998, -31.824, -31.624, -31.433, -31.312, -31.107,\n",
+       "       -31.147, -31.044, -31.14 , -31.417, -31.882, -32.145, -32.487,\n",
+       "       -32.537, -32.334, -32.042, -31.892, -31.861, -31.991, -31.883,\n",
+       "       -31.89 , -31.941, -31.889, -31.724, -31.412, -31.786, -31.561,\n",
+       "       -31.732, -31.553, -31.862, -32.389, -32.318, -32.19 , -32.224,\n",
+       "       -32.368, -32.306, -32.305, -32.65 , -33.093, -33.263, -33.199,\n",
+       "       -33.27 , -33.237, -33.221, -33.011, -32.844, -32.981, -32.784,\n",
+       "       -32.607, -32.87 , -33.196, -33.524, -33.956, -33.944, -33.71 ,\n",
+       "       -33.621, -33.552, -33.828, -34.11 , -34.38 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>47.19 46.72 46.45 ... 42.46 42.38</div><input id='attrs-a4ccd7d1-ad4a-4c7c-9688-6692ff225ec2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a4ccd7d1-ad4a-4c7c-9688-6692ff225ec2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-065e133e-fedc-47d4-92e7-60b793b5cce3' class='xr-var-data-in' type='checkbox'><label for='data-065e133e-fedc-47d4-92e7-60b793b5cce3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([47.187, 46.716, 46.45 , 46.23 , 45.459, 44.833, 44.452, 44.839,\n",
+       "       44.956, 44.676, 44.13 , 43.644, 43.067, 42.662, 42.513, 42.454,\n",
+       "       42.396, 42.256, 42.089, 41.944, 41.712, 41.571, 41.596, 41.581,\n",
+       "       41.351, 41.032, 40.912, 40.792, 40.495, 40.383, 40.478, 40.672,\n",
+       "       41.032, 40.864, 40.651, 40.425, 40.228, 40.197, 40.483, 40.311,\n",
+       "       40.457, 40.463, 40.164, 40.047, 39.963, 40.122, 40.57 , 40.476,\n",
+       "       40.527, 40.589, 40.749, 40.993, 41.162, 41.237, 41.448, 41.65 ,\n",
+       "       42.053, 42.311, 42.096, 41.683, 41.661, 41.676, 42.018, 42.395,\n",
+       "       42.532, 42.558, 42.504, 42.63 , 42.934, 42.952, 42.777, 42.722,\n",
+       "       42.601, 42.457, 42.379])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2783e16d-c133-4329-9878-5b6edf2c5e02' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2783e16d-c133-4329-9878-5b6edf2c5e02' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>salinity</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.64 35.51 35.57 ... nan 34.94 nan</div><input id='attrs-3bd58920-9b17-4c62-917b-988d996d0ed8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3bd58920-9b17-4c62-917b-988d996d0ed8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c437fd54-0969-42a0-b6a3-dcbbbea97311' class='xr-var-data-in' type='checkbox'><label for='data-c437fd54-0969-42a0-b6a3-dcbbbea97311' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[35.6389389 , 35.51495743, 35.57297134, ..., 35.82093811,\n",
+       "        35.77793884, 35.66891098],\n",
+       "       [35.63393784, 35.5219574 , 35.57397079, ..., 35.81093216,\n",
+       "        35.58389664, 35.66791153],\n",
+       "       [35.6819458 , 35.52595901, 35.57297134, ..., 35.79592896,\n",
+       "        35.66290665, 35.66591263],\n",
+       "       ...,\n",
+       "       [34.91585922, 34.92390442, 34.92390442, ..., 34.93481064,\n",
+       "        34.94081116, 34.94680786],\n",
+       "       [34.91585922, 34.92390442, 34.92190552, ..., 34.93280792,\n",
+       "        34.93680954, 34.94380951],\n",
+       "       [34.91785812, 34.92390442, 34.92390442, ...,         nan,\n",
+       "        34.93680954,         nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>18.97 18.44 19.1 ... nan 3.714 nan</div><input id='attrs-b449598a-258a-46ec-be25-60f96caea8bf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b449598a-258a-46ec-be25-60f96caea8bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b959155-0838-428f-adeb-bbaae3da28ab' class='xr-var-data-in' type='checkbox'><label for='data-1b959155-0838-428f-adeb-bbaae3da28ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[18.97400093, 18.43700027, 19.09900093, ..., 19.11300087,\n",
+       "        21.82299995, 20.13100052],\n",
+       "       [18.74099922, 18.39999962, 19.08200073, ..., 18.47200012,\n",
+       "        19.45999908, 20.125     ],\n",
+       "       [18.37000084, 18.37400055, 19.06500053, ..., 18.22999954,\n",
+       "        19.26199913, 20.07699966],\n",
+       "       ...,\n",
+       "       [ 3.79299998,  3.81399989,  3.80200005, ...,  3.80699992,\n",
+       "         3.81100011,  3.8599999 ],\n",
+       "       [ 3.76399994,  3.77800012,  3.75699997, ...,  3.75399995,\n",
+       "         3.74600005,  3.80599999],\n",
+       "       [ 3.74399996,  3.74600005,  3.7249999 , ...,         nan,\n",
+       "         3.71399999,         nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.8 6.1 6.5 5.0 ... nan 2e+03 nan</div><input id='attrs-3a00d2e6-9685-4c3e-aa57-54bac81ea82a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3a00d2e6-9685-4c3e-aa57-54bac81ea82a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e154029d-3e89-4d6f-ac9b-bf66ea64ff4f' class='xr-var-data-in' type='checkbox'><label for='data-e154029d-3e89-4d6f-ac9b-bf66ea64ff4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[   6.80000019,    6.0999999 ,    6.5       , ...,    7.0999999 ,\n",
+       "           7.20000029,    6.5       ],\n",
+       "       [  10.69999981,   10.59999943,   10.39999962, ...,   10.79999924,\n",
+       "          11.09999943,   10.39999962],\n",
+       "       [  15.69999981,   14.09999943,   14.89999962, ...,   15.89999962,\n",
+       "          15.59999943,   15.89999962],\n",
+       "       ...,\n",
+       "       [1900.60009766, 1900.        , 1900.19995117, ..., 1899.70007324,\n",
+       "        1900.40002441, 1899.80004883],\n",
+       "       [1949.90002441, 1950.        , 1949.89990234, ..., 1950.59997559,\n",
+       "        1950.20007324, 1949.70007324],\n",
+       "       [1999.30004883, 1998.        , 1998.5       , ...,           nan,\n",
+       "        2000.40002441,           nan]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0eac49cb-0e19-45bc-8f44-05a05983ce1d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0eac49cb-0e19-45bc-8f44-05a05983ce1d' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:      (date: 75, level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * date         (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07...\n",
+       "    lon          (date) float64 -39.13 -37.28 -36.9 ... -33.83 -34.11 -34.38\n",
+       "    lat          (date) float64 47.19 46.72 46.45 46.23 ... 42.6 42.46 42.38\n",
+       "Data variables:\n",
+       "    salinity     (level, date) float64 35.64 35.51 35.57 35.4 ... nan 34.94 nan\n",
+       "    temperature  (level, date) float64 18.97 18.44 19.1 19.79 ... nan 3.714 nan\n",
+       "    pressure     (level, date) float64 6.8 6.1 6.5 5.0 ... 2e+03 nan 2e+03 nan"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "The bold font (or * symbol in plain text output version) in the coordinate representation above indicates that level and date are 'dimension coordinates' (they describe the coordinates associated with data variable axes) while lon and lat are 'non-dimension coordinates'. We can make any variable a non-dimension coordinate."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Let's plot the coordinates of the available measurements and add a background map using [contextly](https://contextily.readthedocs.io/en/latest/index.html):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x432 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import contextily as cx\n",
+    "from pyproj import CRS\n",
+    "crs = CRS.from_epsg(4326)\n",
+    "\n",
+    "fig, ax = plt.subplots(figsize=(6, 6))\n",
+    "argo.plot.scatter(x='lon', y='lat', ax=ax, color='red', s=2)\n",
+    "\n",
+    "# Custom adjustments of the limits, as we are in the middle of the ocean\n",
+    "xmin, xmax = ax.get_xlim()\n",
+    "ymin, ymax = ax.get_ylim()\n",
+    "ax.set_xlim(xmin*1.5, xmax*0.5)\n",
+    "ax.set_ylim(ymin*0.5, ymax*1.5)\n",
+    "\n",
+    "cx.add_basemap(ax, crs=crs.to_string())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Add a new variable to the `argo` data set, called `temperature_kelvin`, by converting the temperature to Kelvin. \n",
+    "    \n",
+    "Degrees Kelvin = degrees celsius + 273.\n",
+    "   \n",
+    "<details>\n",
+    "    \n",
+    "<summary>Hints</summary>\n",
+    "\n",
+    "* Remember that xarray works as Numpy and relies on the same broadcasting rules.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {
+    "clear_cell": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "argo[\"temperature_kelvin\"] = argo[\"temperature\"] + 273.15"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "The water level classes define different water depths. The pressure is a proxy for the water depth. Verify the relationship between the pressure and the level using a scatter plot. Does a larger value for the level represent deeper water depths or not?\n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* If you get the error `ValueError: Dataset.plot cannot be called directly. Use an explicit plot method, e.g. ds.plot.scatter(...)`, read the message and do what it says.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.PathCollection at 0x7ff3130a0820>"
+      ]
+     },
+     "execution_count": 26,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo.plot.scatter(x=\"pressure\", y=\"level\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Assume that buoyancy is defined by the following formula:\n",
+    "    \n",
+    "$$g \\cdot ( 2\\times 10^{-4} \\cdot T - 7\\times 10^{-4} \\cdot P )$$\n",
+    "\n",
+    "With:\n",
+    "- $g$ = 9.8\n",
+    "- $T$ = temperature\n",
+    "- $P$ = pressure\n",
+    "\n",
+    "Calculate the buoyancy and add it as a new variable `buoyancy` to the `argo` data set. \n",
+    "\n",
+    "Make a 2D (image) plot with the x-axis the date, the y-axis the water level and the color intensity the buoyancy. As the level represents the depth of the water, it makes more sense to have 0 (surface) at the top of the y-axis: switch the y-axis direction.\n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* Remember that xarray works as Numpy and relies on the same broadcasting rules.\n",
+    "* The `imshow` method does not work on irregular intervals. Matplotlib and xarray also have `pcolormesh`.    \n",
+    "* Look for options [in the xarray documentation](http://xarray.pydata.org/en/stable/plotting.html#other-axes-kwargs) to control the axis direction. (The `ax.invert_yaxis()` Matplotlib function is not supported for pcolormesh)\n",
+    "    \n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {
+    "clear_cell": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "argo[\"buoyancy\"] = 9.8 * (2e-4 * argo[\"temperature\"] - 7e-4 * argo[\"pressure\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.QuadMesh at 0x7ff313075df0>"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"buoyancy\"].plot(yincrease=False)  # xarray decides the plot type when no specific method is used"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.QuadMesh at 0x7ff312fa4a30>"
+      ]
+     },
+     "execution_count": 29,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# More explicit version defining the x and y axis\n",
+    "argo[\"buoyancy\"].plot.pcolormesh(x=\"date\", y=\"level\", yincrease=False)  # pcolormesh instead of imshow"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Make a line plot of the salinity as a function of time at level 10\n",
+    "   \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "Break it down into different steps and chain the individual steps:\n",
+    "    \n",
+    "* From the argo data set, select the variable `salinity`. This is similar to selecting a column in Pandas.\n",
+    "* Next, use the `sel` method to select the `level=10`\n",
+    "* Next, use the `plot.line()` method.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7ff312eb8fd0>]"
+      ]
+     },
+     "execution_count": 30,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"salinity\"].sel(level=10).plot.line()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "- Make a line plot of the temperature as a function of time for the levels 10, 20 and 30 at the same graph \n",
+    "- Make a second line plot with each of the 3 levels (10, 20, 30) in a different subplot. \n",
+    "   \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "Break it down into different steps and chain these individual steps:\n",
+    "    \n",
+    "* From the argo data set, select the variable `temperature`. This is similar to selecting a column in Pandas.\n",
+    "* Next, use the `sel` method to select the levels 10, 20 and 30.\n",
+    "* Next, use the `plot.line()` method, but make sure the `hue` changes for each level\n",
+    "    \n",
+    "For the subplots, check the [facetting documentation](http://xarray.pydata.org/en/stable/plotting.html#faceting) of xarray. \n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"temperature\"].sel(level=[10, 20, 30]).plot.line(hue=\"level\");"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x216 with 3 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"temperature\"].sel(level=[10, 20, 30]).plot.line(col=\"level\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "You wonder how the temperature evolves with increasing latitude and what the effect is of the depth (level):\n",
+    "\n",
+    "- Create a scatter plot of the `level` as a function of the `temperature` colored by the `latitude`. \n",
+    "    \n",
+    "- As a further exploration step, pick a subset of levels 1, 10, 25, and 50 and create a second scatter plot with in the x-axis the latitude of the measurement and in the y-axis the temperature. To compare the effect of the different levels, give each level a separate subplot next to each other.\n",
+    "   \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* In a scatter plot, the color or hue can be linked to a variable.\n",
+    "* From the argo data set, use the `sel` method to select the levels 1, 10, 25, and 50.\n",
+    "* For the second scatter plot, but make sure the `col` changes for each `level` and define which variables need to go to which axis.\n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.PathCollection at 0x7ff312c6cf70>"
+      ]
+     },
+     "execution_count": 33,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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hBGlTp3OcjwtOW0yq/lRe+VM3xSsiRMs9JCr9YGWXCUyAv93GCupoaRtJC81HFWCFQBlBEuuT+AwPnvp2Cld30DarhO7JZVxU/hkkN4wPh7GHjeCGh75FH8UfcrlcvSwT1mBgFOI96dNCXkTygduAKWTy7VPAZuAeoAqoBi5WSnX0ZTr2WNC0htakiaEr0mkPtqOxoGks6cURvDaIrUgVe/bW3FW2Fp/Oy/TCOh4dj6NQRmbsvNKFRJkHX5fC9nmIlwVx/DqbIwkKOqIQSxNzHJbUt5OMpQi4oRBcrgGiz8MaHDR9XZP/HfC0UuojIuIFgsD/AQuUUjeKyHXAdcC3+zgdAHx+7Gl4xOD1ps00Szf5KspnqjbTPvQEHu7wk2jQCbSYRCs1dASxHYJKR2piWCEdj+mgK42UaWDGFEbKoqxdwLYRUfi6LPw1MQ4vLyF65Di0olysdIqqyhL8IR/JeIo1L21g6nETCYTcAt/lOpQNlBmtPemzQl5EcoHjgE/A3lgNaRE5F5iXPewOMrEcDkohX+TL4aXmddRFTUTTSGg5fH/LbGJRm7z5nYx6oQR7WwTP1jSxCgMV0kkoB2dMELEhBZhhQIdAs4Pp97OrGHztBtqwEN2jM//zv7GsGV9dlOYZhSgx2PjUSkb/6Tlqlm/jhf+8yrEXHsn/3fmVg3HLLpfrfzCYRtf05feRUWRiI/9TRFaKyG0iEgLKlFINANnH0v19WESu3rPaSktL74VYLvXno2kKJ9sko+sOSglD/AlKysJ7Lo6ks2PgzTdnxSJvdsJqabV3nRctrRBbZTpqAS3hgKPQEhYIaEmLiuHFVIwuw7ZsKkaV9dr9uFyuvjFYOl77MpUGMBP4s1JqBhAj0zRzQJRSt+5ZbaWkpKTXEvX3o77It6acwticQnLEoMAb5aQR1aClGX7WSu64tZ6//yHB4Z8uotxW+NodtJYkqj0BnUn01hRGi42pgb8zgbc9BflCosAm1GBTsDZJ+wQ/bSeW4+uwyVvTjTevhJ9+6Xb++MZazHMm4y3MBWDlC2v56rHfZ80rG9870S6X66Das8arG9bgvdUCtUqpJdnX95Mp9JtEpAIg+9hnC9jujy4ad+x8kU1dXXQ7Np12mNfbylnXVcZdOwooDz1Pi7aAtckdpLalsQMaku9HzwugCvw4hT6cPB0V1omVB0iV+uku1kmXekkU6cSH+DBLvSSG+bFyfaSG5SABH+lcP4nhubQPCfGv2xYA8N+bHmHD61u479ePHcwscLlcPVCApbQet4Ggz9rklVKNIrJbRMYrpTYDJwEbstuVwI3Zx0f6Kg3v5tsTz+P+muXs7G4jplo5vDhGU0cHx5X5SHnPZlKRn5MrR1BznE31um66HHA00GMWesTB8RoYJoS606S8ggp5SOZq5Cc0pC5Ft6bhsTQCCYXenECSaQKJNOHN7fiDfs4+9whefHENZ33pNGxbccm3zwXAtmzqtzdROa7CHW7pcvWzgdIc05O+Hl3zZeCu7MiaHcAnyXx7uFdErgJ2ARf1cRre4cTyabzQtI5Fjd2kbT8vWzqaKBpbE9zfbnNa/gru2uDDGAf5R0fxP1tBMmZhBwyUIRgmpEMKR/OhfJnC2AHaww6M03ACOilHSIbBKAhhjAhiRB2ssIadcrijppr0g3XkrusgvLmDG676O/dt+AU3XflHXn5gCR///kf46P9dcLCzxeVy7TGAmmN60qeFvFJqFTBrP2+d1JfXPRCWsveuDLWHIhONTGWjkjkIgqDeEnhMsXdk1f5+B3r6z1/Ye909v0NOdqUpM20hAqb5ztm3Lpfr4NmzaMhg8KGZ8fp2P5p2GaeVb+KBXa9h2oKuNTAlL0ptfARzK47k1CFpNrTfzpLYND727bPZ3RLjN08/T246TKwpRU7Qj98x6ajpJJlOk/YaYDk4XiFZ4sWIOtiGjd5tMnXSaHIsoeb17bQn0nh9GioSIGlpJIbnkzOmmJqtjexqjOErL8ETDPDrq//CRV8/m+EThlLX1sXfnl3C+UdN4bCRQ/o761yuDwW3Jj/AeTWDRa0bea21hljSByhqEg718XaWtJv8bPzTPN81jG0JHal/hvZIgN05KXLWKzQLOtpMrBCEAl4SQ33YAdCTZMIVe8DygJUL5tAAb8Rb0SxF2KtIjCsCBZ6kQuX4SAtUY/OrHz1AfXUbCvjXzx7CicaJtsf4wf3f4O/PL+Wh19ezrqaJ+6/7WD/nnMs1+O1ZNGQw+NAW8gDnVM5mQ1ctHR4dXWvhiIIY67RKzqmcy4i8KuZ030LSyeHcIbOxnSDLGx4lGNAxIw55+QFmjBtKvdZGjRMhkjbRYjZOSAdbYXQ6ODqIoxhXVko4qWjvbKcxbmOkFLquY6dtBIVX1zj3Y0fy+8U7MFMWh586jebNdZz2qRNwHIezZo5nbXUDnzzprS1fjqOwlYNHHxiLF7hcA4VCsJzB0fEqA2E1o1mzZqlly5b1ybm7zDiXLvoVIsLxZT62xzYyI1TNkMBsbliTT8jXRsLxoqNRkEqzKVLAsSPy+fdxnwdg27YmrvjRnaSDGjnlAdpiccQBbzekckBPZ67j6bSIDzNAg2B1itzXa2k7bRRGQpFTnSQxJICjQTpP0BMOxcu60Doi5AYNOnfUEc4Lcvum35FbmJmwZdo25//sDlq749z/7SuoLM7vk/xxuQYaEVmulNpfX+ABy5tQpubcemmPxz19/O8P6FoiogPLgDql1Fki8kPgM2QmjAL8n1LqyQ+Q5Hc1OP6r+gCiZoKYlSJqJqlNNAKQcHzUx+uwHBsl2YkPKHYnMgVsdbRz7+ebmrqwvZmO2q5ocu/sWNtQb4YoBqygtje37bAHO5j5EmX7NRyvAQIq+73K9mugCYgQ6YiCo0hGk0Q7onvPZ1o2TZ1RbMehpTvWJ3njcn1oqV5f4/Ua4O2zHn+rlJqe3fqkgIcPeXMNwNBgEX864rMIUB4Isjmymdebn2ZMwRxuOtyhPbGC+qRJ3ApTVr6ZDdHpDM8dz3+qX2SYEWFnQR0/uOxEkiimjB/Cva+sYVtjK507u0hrDl1mCitp4u9WeGMOXYaN3pGmcmoVsrYdRyl0BT5PCDrj2VUHBUssCirzCZCHM6yYmKb47LW3M1m8TJxexSVfP5O7v/FROmIJZowaut97My2bBxavZdKwMqZVVRzEXHW5BrbebJMXkUrgTOCnwNd75aTvw4e+kAeYkj987/NnNj/Gs41pHq1fwOdGvIKtfNxTexyKTgythKaWKMIKSgu7MXSLzniQH0xdz8VjLwfg+5fN547bX+Hfj9cQnR4gUgCaaZAsgtwaG7vMhx30sc5QaKF87KDsjXljTfShDAg2KDQbEgkHf3MaQ9donRHCMYTOte2s+MlywoU5XPiF+e95X48t3cgvHlxIwOvh1Zu+2Gf553INRgdYyBeLyL5tybcqpW592zE3A9cCb18q7ksi8nEyzTjf6KuQ6x/65pq3O650GobA6JxcSvzTyPMWMiV/CLmGSUBLMTxHJ9/nI89vMDHgUOAxOax42lvOMWPGCHJy/BwxZAiGR8usHJUEDUGsTHuOOOCJ2HuqDJlHpTAi1t5j9LRCS9tgO/haUmhpB29jFH9ukClHje3xXqaOKCc/FOD4KaN6O5tcrkFNIdiO1uMGtO6JsZXd3lLAi8hZQLNSavnbLvFnYDQwHWgAft1X9/Kh73jdn5iV5LNv/AWvZvDnIz7Lju7/8EDto7RaJVwz7lvkSJzjn7ifeMrL6JJObpmwmnFD/8R3Vq9nUdN2bpt7OePy3hpcs6Gjmwtu/BcqYnLpyTO484kVOJ5MxMpgmwO6YAYgWq5hdCaxc/3ocQdxbNIFHjRbQMDoUnjiCi1l4YhFqsAHXuHUiiHc9P2PHtD9ralu4Jq/PcqZsybwzfOP74ssdLn6TW90vOaML1cz/tTzcOVXTv7Ve15LRH4OfAywAD+QCzyolLpin2OqgMeVUlM+SJrfjVuT34+GRAc1sWa2ROppT0fYHX2e+rSPmJ1gS2Qz27oWEk95UUpoS3hZG9UgvZrn6jfSloqyom33O865qb6FqGUSCyheeH0zTnbUo+N/s0PWDArKI5jFfsQRlE8nXeBF6bJ3dqwdFJRXsHI8pEuDqICO8mgs3ll3wPe3bFstnbEEz67a8kGzyuUalFQvdbwqpa5XSlUqpaqAS4EXlFJX7AnSmHU+sK5v7sRtk9+vMTkVfHfKxXg1neZkNxXhr3CJZwlxNZR5JSdi2nM5veoGtkfCnDk8n8mF83gjMpYLh9dhO2Es2+GRnes5p2rS3kBjx00cyWeOriTV4TD7hCP4/f2v0F4bJeRoeMqhqqyQmGWyefsuAqaiLawRaErgyQsS1xSW4WAFvAQb0hjdaTxKYSaSWDle/Dkeph02mkfvfpW7fvM0pUMKOP/qeaxOdTFhzBDChpe5E6vQtExaLj32MAxdY/bYYXvv2XEUr26sZnRFEUOyoZBdrg8z1beToX4hItPJNNRWA5/tqwu5zTXvYVukgauW3IJSiseO/z/yvCEAfrf1t6zvWssQbzvL2yuJ2wESlk7S1tFQtLblIAh/Ou48Th8xAQBlbkW1nU/S1pn5yCcB+Ne5H2H20Mq91/vE9+5iS3UzKmmRKtJRArYHlA55Oyy6Rhs4RqY9P2+7TWxI5uuAEoUyBH9tjIIdJgDtY7zExgYBwZ8Qbrj0FM6ePeld7/WxpRu44T/PkR8K8PyPr+6L7HS5DoreaK4Jj6tQU/94ZY/HvX7qTR/4Wn3Nba55D7meIB7RyfeG8OnevfuH+ofi4JBnCAXeNIo3Y53l6Ek0LfMf55BQ3psn0/JAfBh6DmWhECJCSSj0luuNGlqEozIrTu3pfFXZ1ahEvblPSzs4GntH5UjaAU3wdLw5Tt/TnQYlaJIJsDa06L1r50MLc3GUYkRpwf+YWy7X4KKU9LgNBG5NvgeWYyMi6KKxtrOGX218hCtHzuPY0gms7lzJ43WPYjojSNpw3cTziaV3840Vd1PsK6M5kYPPl+DI4tF8bcI5KGUCQtxsYGHNVfxl0zRmlB7D2cNmccPLL/LFKV3MK16E5N6EpcoxbRuUImVZ3Pz3BWytbqa+LQKOQzJfQ7Wl0CwHCeg4IS96SmGqJMHdMeyKfJJFXpSu0NMK5VHkre7EKstlrPJSooTr//wptnd3c83fHmHG6KH89qqz8Rr63iamzliCb/7zccYPLeFb58/rl/x3ud6v3qjJh8ZWqEm//2SPxy074+eHfE3ebZPvgaG9GRfmod1L2BKp587qlzmxfBrPND1DTaKenZEUumjUxDtY176QmoSXnYlOTLObsG1Ss6uJL4w9HZ/uAaA18QLru2BDVyFrOzfR3qGzvqWZv61p4dQTVyHqJfyhj++9bnN7hJdXV6NMB+XRSOXqWEGQQBAxwRFAwPKDHQoTLQ1hpAQdcESwQ2D7ITIpD0/SYFtHktZVjSx9YT2PdTcRT5m8uqEaj66/ZbGSZVtrWbm9nqVba/nq2cfiMdwYOa4PDzfU8IfQJ0ediIhwfuWRAFw27AoWtixgak4uXs3P9ILRjAl/lNUdf6AiMJrqqI8cn2JOyVh8uoe2VJS0YxH0jGN2cS67h7YxuugUzq6chV83uGJ8CgIeCJxDdypFSyzC0HAT3uBwLrtgFq21XSxetQPN1EjGLKyONChF2nZwggaaLWgxm+CWDlRZHvFSL1rawpOwER1yN0Qwy8KUKCE0qpjaRJTKcJiynBDjQzm0t3ZTXJppYoomU3QlE5w2cxyHj6l8RwFvOw7bGtoYXV6Eobutfq7BJTNtxS3keyQi1UAEsAFLKTVLRAqBe4AqMr3KF/fVTK/eNixUzPemvLmQ1ajwKJa21fOP2ieZWTAKQ9NJOA5JvZml3d20pwIcG57CucOOJGomOXfhb7CUxUVDXuP27XMI+G1WNL5ERV6IX80/PXvW8wA44z9/oynWxfePfJg/7DyDjrTBbWd7+cElfwXfiWgFmQ7hCz72J7q6E6TjCs1UOLEk0RllmdgbXlCGF+XPtN8nh3voHqETSWV+eVeuXYcdAG+Hg/7PNXz878u4Z8WPyckLcuYv/klLKoFmweXHz3xHXtz0wELuf20NFxw9he9efHJfZ73LdZANnpWhDkYV7IRsAJ497VbXAQuUUmOBBdnXA5aGoAAt28yxp7lDEJRSaPJmFu99T/ZZXQqFtp+vhdnRjmiyz3P21Kb1fY6TPafJnDvbx/Kuv5777YLJfmafVauEPY/sd71ZTZNsh7Nbi3cNTkr1vA0Efdrxmq3Jz1JKte6zbzMwTynVkJ0QsFApNf69ztOfHa89UUpRE28hZia5Z9erXF51HKX+IIYYLGtfx5boKi6ovJASXykd6RhP1y+lJbGWIwtncO+uXRiaxoaujRxb3MnxZQVML/4aPj2PaDpNayzCgh1Psbl1C1ccNo2pZReCvR30TEfvT5e/QJUnwhk5S6iLXsh/H6zhsLJ8Zp89neu/8i9auyMoj4ZmGNgpC6VpkDYx8w2M7hTpXA+qIICyFN5IiiBCShPOP3s2jU9tpM4PBbOHceZRk7l/6VrEI/zmo2dREArgOIqdze1UlRYQSaT4zcMvM3diFafOfM8fpcvV53qj4zU4doga85tP93jc2nN+/KHveFXAsyKigL9m4zqUKaUaALIFfel7nuEQJyJUhUr56vJ/sKRtC91mnJsPvwqABS2P0phsIGyEuXzEx8j3BLl1+xNoItQmCnixZRNKgc+weKjRz/DAkxT6JzM27yLCXi9dKQ8/W9yEEOao8j8wrfwjYIwB4MW6Tfx362osZXPFSY9x35Nhlq0I0FwZYfiRo+isa8cZUZgJWwwYUQcNSJcGMfM00sNyEDtTU1cC0QofUXHQ0xr/XruBIYt3Ehmfz8atsHpXE53eTGD8x1dv5GNzZqJpwujyIgCeWLaJR5du5PnVW91C3jUoKMWe2DQDXl8X8nOVUvXZgvw5Edl0oB8UkauBqwGGDx/ew9H974qq44hYCa6oysSCSVhpzqo4hxean+fYkuOAzH8IH6s6ifVdNXxs5HG0puIYysPm6BYOz2+jwDeFoaHjcJSFoywqwjlcMH4kTdGlHDU8E5dGKQdHJZlTPoKjyyuZmJNE90zhjNNPYtOuHZx5+jRmTKikqDSHls4EWr4fLWFhe3RsXcPoNkkHvZmfvOUgmobtAbEgZ1s3VsjDpNGV2EM6yE0JqqSAk2aN5+HVG1A6nDB+FJ2xOF7dwDA0vIbBSdPGsGD1Vo6ZVIVp2e4oHNegMFCaY3py0MbJZ1dCiZJZDWXQNNfsz5rOGr6w9K+MyxnCP4760rsep5TiyyuuY1kLpB0DTRxOrZjGnIL7iFtNzK+8g3zfmLd8ZnnDp2hPLmFCwWeJRH7Jz5Z+itfqcvnzqTNZ0vBP/rFrIlOqS2mqj/DHr1xAgcfL579xJyqZRrVFSIwtBg2MmI3mgLIcUoUekiUCFuhW5jqWL9uubzoEgl5uvfRMvnf+zSSOHUJdlR8tBbmah0e/+0mKc0N0xhKc/ZN/IgiPffeT5IX8fZfBLtd76I3mmsCYIarqlz1HGth0wQ8P+eaaPvs+IiIhEcnZ8xw4hUwQnkeBPfOFrwQe6as09JeWZBeaaDQk3nvQkELRlo5hq+yPQQm18VYSVmZFsJTd/o7PJKzdCDpxczugUxcBQ9Oo7W6mOp6LIYr2jjiaCI3tEdraY2giOAkTFfS92SO7pzfXyARIU2//TVCZZhwMIW3bNDZ1IghdWmaardIgbdlEEykAYsk0ybRFIm0ST6X/h1xzuQ4dip5nuw6UIZZ9VpMXkVHAQ9mXBnC3UuqnIlIE3AsMB3YBFyml3lma7WOg1eSVUixr386wYDHFvhweqn2d4cESjiwe945jm5JNLGhcSdLyk7YtKoIhHNXAxs41vN4W5ofTLmJm0Yi9xyetZqq770OXUsr9RcSsMWxut5lbOZxYYjHP1q1kbHAkL20NYhSswk6Npjw5nNFFhTxzzyus27INGVZK69oOUimbXMskDcSwUB4DM9+HoykcAT3ggUQas9BPJR5Gpr2s0RPohX4um3MYI8aUs7a+kY72OPnBACW5QVq743z57Lnu4uKuftMbNXn/mKFqxC96rslvufAHh3xNvs/a5JVSO4DD9rO/DTipr657KBARjijKNLMsbFrH7zc/iaMcXjr5J2+ZQQtQ5i/jo1WnAbAz2sin3/gNjnLoTnlRdHDNsn/zyqnf3efkHla3/wtB44Shf6Y8Zzjl2fVmHMNPgfdWtsW9/K7uItgBJLZSGKhn2bzP88hDD1BjBUlEkgRDXjS/ohM/6ZxMmvSkgy+t0DvSxCp9pPJ1JNeLKKgVRduuRqITC8BKs+APC+DS8aze3YikwUhm0mAYGpNHlHHqDLcD1jWAKVDOwKip98Sd8drHJuZVUu7PZ2xOBXoPY8rLAwWMCQ8hYcfZbnWRsA2OL5n4lmO8Wg6lgZmk7A5yvSPf8l7IM5qgp4ocbzGHl+RT17kbkwLOGZ+JhDnv2Mms3PQGnbqO7VhodmY0fI5jEMFBS9mAhhZJ4u3QSRXoOBroDigcgm1pog6I7XDq6TPxHjacHS0dWGkTv99g0vAy6tu7mTK8vDez0OXqFwOlOaYnbiHfx8r8+dx37Lf2+56tHD7/xl9oTnVx25FfpNiXy19nfxWAungrX15+CylpZ3ukkS8t+xvDAkUsa68Hp4THTvg5Pj3vLefrSG2lMR1lVO587jvtc0Cm6Whb04Us2PkF/tr+ETbOLaCo2MejZ17N937wMB1dMdpT7WhRQdoiqNIC0kNz0SyHgk1JbL+OmatjeqFxXll22pTG77dvQ+3YhqM5GIZGqlhnV3snja0R/vTUa7ywZjvfOPc4PjL3rUsjulwDxWAZXTM4BoIOUAkrzfru3bSnouyKtbzlve3RBrrNOCs6trKhaxcRK8HarvrMijXisKmr4R3na06sxHTi1Mde3mevRXdqFQ6KVY1hbMehNRZnc3MzW3c00doRI+b4cAIe7MJs6GMN8GgoQ0cZgtIFK5z5VZHsP0rLPuoaKUORSJvURyIALN64i0Ta4uUNO3s9z1yug2FP7JrB0PHq1uT7Udjj5+aZV9GWijCjILPYdtqxeLl5A1PyhvH1CRcyLFjCxNzh2CiG+gv545bHGRYo44SKCTQkOri35iUKPWGuGHUSVbmXsDMaZ2rRqUCmFl8fX8ywwl+Rm1zCbWfNZmGtYmp5KUdWCt+/dhirNydo7Wxi/SspQvlhmqIm/liaZFcSxxYMr4beqePbniY6KQ/LC95OE6PLxPEIPr+XvJAPJy2Myy9ki0QZWpbH+SMnc8mx01m4djsjSgsYWVbYn1ntcr0/ChgghXhP3EK+n+3poN3j3zsX8s8dLzAqXMa/jr5m7/7zKo/k7uoXqE02gFhoInxx6V+pT3SSTBuEPWF2RNv5b00H0/Jf5e9HT6Iu9hKLm76DoHHhqJcZK8Jx2YE6m+umYYfgoUcux0GjdXqA3O0KI9/HbX/+DB/7yC+JHlZMsM1Gs0FSXqyQgeOFZNBASgMYmdGTtCRsjC7Fyo1b6DyqkLqmejbXtTFxWBnX//spDF1j8S/efb6Ay3UocptrXH1idLgcRykm5Fa+472R4XKUUozLHQrAuJwhADiOxuhwOeNzK7CVw+T8zPthT+Yxzzv6HUHG/J5JhAMJvEETR4dgoQ+lQUF+gILcIIboIIIyM7OjNEthJJw3TyBvVnSMSBoEjPYk2JkB9iNL86kszvQZjK0o7r0McrkOCkE5PW8DgVuTP8TMK5vCK/N/unckzsauWn6y7j4uHj6HoLeTY8u8XDnyWAC+NvFsWlOtTBw2nN9tfYIpecO546jP850Vj1HuW8ZHR81iV+p6HmvczfSSbloTD7Mr8jRHl/+U4SX/YXiJwzP/VqxpaubbLzzLJV+dyoVj29jRfhbh60+gyNzNL2d/lF/+dgPb1tYR2J3E26RjbGpG8sJ0Tc8BXSNd6UNLK1JHVuBtV4Rfq6Fjvo8L/3An4sBI3c/vHlvE65tr+PWnznYXCncNDIOkJu8W8oegfYdaPtOwkh2xJu6ueYXhOXV0mB2s6FhOZXAYS9u2sCPWwM54IynbYFNXLWbaz5buZv65dTGXjTyc/1QvQURY0rYdK30XKbuDuthLTCwYCeiIwDM7trGlvY3bV6/kpCELWN8eZX2n4KhS3tjxEht2CLbPwM6Op5fRpSgNnLzsr48DmgWaA+gCQYOmSBRVZqB0eGrTDti1C9NyWLyphgvnTD34mepyvR/KHULpOkgurzoeS9mcUjEDrxZnRcdyTig9EYATy6azK97E+JzhbOyuZ0LuUKbljSLpmJxZOQVT2Xxh3El0mnFOKp9MV+pH1MdeweeZTcyK0ZqKYjuK+WNH0JyIcuLIUZQVHMtx2u18IlVCyGjirClXEbt4G4sXrGPT1gbsHC/eNTVoFcVYBRppTcMKOCiPgXJAj5h4Qj7KPA513Q5iQ1GrjcoR9KIA/7pnEa8/sQKtOMy4ihISYY0LZ08h0ZFg1PiKt9x7bVMnHo9OWWFOf2S968OuF2vyIqIDy4A6pdRZ++z/JvBLoGTfkOy9yV3IexD73ur/8GLzWi4aPodrxmd+r1Z0LOevO/6EhwI2dxmYysJxvESTfmzb4OlTvkhFMO8d57ri1T+zpbuBz4yqYkPtAp5cNp2y18ERRfjyQsx7OogZgnd9A+0nDwUBUWB7wdeZOYeTHXZpe8EJgKfVAp+BkVRULI9w3U0XcczJkwHY1djBR7/7LzQRHr/5anLdgGeuA9QbYQ18IytVxQ1f7vG4miuvO6BricjXgVlA7p5CXkSGAbcBE4DD+6qQdzteB7Gg4UUpRUDz7t3n1TwopfBqmUXFJbuylaChibzrrFy/7sFRioDHj1c3946TRwO/YWBomdXExXYQxVtrQbL/R7H3TK3KDPf0+jx7P2LomfQYuoamDY6vza4BxjmA7QCISCVwJpkCfV+/Ba6lj1v/3eaaQezbk87n4yPnMSSQGaOulGJJazPD/SfztQnnk7TNzH7AEA+P1C7hN5vvx1L1OCqfKTmHsb6jme9NP50/z/4ELakIQwIF3E0uVqCTL195Grtjr9HU/jqPDR9JUiJMPW025w4fzYOPP0Dj+hjNsSDpHB+ChuXzID4DzUyjfAaScLCCOmnDITI+yP13vkZXe5T5585kSEkej/z608STaW68fQGzJlRy3gnu7FnXQXLg4+SLRWTfZoZbs4sj7etmMoX53nZHETmHTNPN6v0tr9mb3EJ+ENNEY2iwaO/rjnSMv29/Hk00TquYzax9xug7yuEv255GAJ+eRtHBosYGoikfR5ZUcfHImQwJFGArh19teh1dNE4ZNo0Ef2TBc6PYsbkAKwRPjtnNpO5hrGosReUpIlMEUYIRzzTfOAIq+83CGpJdbNzW6DJg1Svb2bJ6N/PPzSwcXpAb5KUV23j+jc28uHSLW8i7DqoDbMlufa/mGhE5C2hWSi0XkXnZfUHgO2TCr/c5t5D/ECnwhrh4+FxaUxGm5GdmRXWlY+R6gmiicfXoU1jWvhmHBhyVx+Qhh7GuvZk5pcPpTsfwaAbNyQifG3siG7vqmZo/jFj6C6ROXEh7Yw67StOcOmYYJ44fy6rlq2h9fRNNHUG6ppTjGGAkFTgOeHUkqTA60yTLPOhp8LdZDBlRxImnT6OlLUJJUQ62ZTNzzFCOnlrFpFGZOQJ9XetxufbqnUaUucA5InIG4AdygX8DI4E9tfhKYIWIzFZKNfbKVffhdrx+iD1au5QbNzzA/PLp3DDt0v0eU5eo5Xtrf8zOSBjQSVjC3KLDuGrs8XzytVupCOTz0PFf3Vv43rN1NTf99hlCdcKw43fxwzMXc+k/r8CMmXjSemboZXaREk2BFndIVmigwOhSlL/eRao4xOeunscr9yyjZlszZ33tBG5fsIKTZ4/jp184a7/pdLn26JWO16pKVf7da3o8btdnrj3ga2Vr8t/cd3RNdn81MKuvOl7dmvyHWEuqC100mpKd73pM3IpjZ9smFQ6g05TspCsdR0RoS0dRKCTbm9qYiGAkBAS6O4N0pzVsR6EMDcy3nlsJqD2/gUJmtSpHgVI0tURob42iaUJDSze6ptHcEev1PHC53o0c+vXfA/KehbyIRHjzS8ue78kq+1wppdypiwPYlSNPYFp+FROzIRSeql9BzEpy4bCj99bMx+aM44dTrqU5GSOo5fJG6w7y/B3sjtcwKlzAp0adyLUr7qIiUMA3Jp3Fl6bMYcx1hbyx9gGOmbqeN1ovZ3JuPmZLN4aeZldLnLhfx1cfJ5AysU0NGV0Ajom3y6R9Qggjrbj/uWXkVwT40tfm09UaJTl+GIdNG+E22bgODiWZDqTePKVSC4GF+9lf1asXepv3LOSVUh94FsrbJwGISCFwD1AFVAMXK6XeezFUV58wNH1vgLTmZBc/WXcfmggTcyuZnD9873EjQ6MYmY1C3GJu5T+7HmNzRzEiihs3PEB7OlNFv2TEHCpDhcyt8hLTH+UXG+bS8VQSo7OFaKWG8gmGHkIzITXWT0IHx4DcaovoCD/dowKIBUYCNBPMjhR/uf0lUnVdtI3L4ZVNu5k1aTjjR5Qe9LxyfQgNkpr8AY+TF5FjROST2efFIjKyp89kXQNs3Of1dcACpdRYYEH2taufFXrDzCoaw7icIVSF370QnZAziRJfKePCJQg6p5TPwK8bFPnClAUyX+zCnkryPJXMLavBGKthaILX0CkMCbqeXQgchZLMWHk95eBvssABSQMphZa08cQdTjvzMIYPK6bI42PSyDKGlxccjOxwubLDKHvYBoAD6ngVkR+Qma01Xik1TkSGAPcppeb28LlK4A7gp8DXszX5zcA8pVSDiFQAC5VS77kgqNvxevA927CKn66/nytHnsCnRr/3krwvNGzkK6/fQ3FOFIVBJG0wryTE2cV3siNRzC3rzkbb7oMoJByLEiuJR1m0xkKZvxMB20OmymErNCV7C3wxQDMVOd2KuFcY2uFw931fIRD0HYRccA1EvdLxOmKYqvh2zx2vNV/81iG/kPeB1uTPB84BYgBKqXr2Gdj/Hm4mMwlg37lhZUqphux5GoD9VhtF5GoRWSYiy1paWvZ3iKsPrezYgeXYLG3b1uOxS1t2gjgoIG1nqjirOruJOAatyQDdpkWiyyRlWSgUrfhoTWbaf4Q3V5kCcPyZTlt09v52Oh4hYWRed6TTdLa7HbCuPrZnMlRP20EiIjcdyL79OdDRNWmllBLJ9DeLSOgAEvWOSQDvR3bW2K2Qqcm/38+7Ppgvjj2D8blDmVOcWQTcUQ4vNq1jRKiEMTlvDST2lUnz8XscdD1BgaeE5W21lHlMauK7GBYu5MpxYzGGWcQbEyQihZw0uha/J8X3/mWBaeLsimPle9GCOvrOGOnKPDydaUCwwgYiGp6kRdDn5eRTprNmRQ1LF23lsCNGMmK02z7v6huH2Oia+cC337bv9P3se4cDLeTvFZG/Avki8hngU8DfevjMOyYBiMidQJOIVOzTXNN8gGlwHURhj5/zKo/c+/rFpnXcsO5eNIQXT/rRW0a4BAwP10zMDP1tSUb5+apXyAlGSdlVmKZOIrIZ6dII1+qIdPLz0//GL584mvbiSaB0fF4/AhhdKRKHZRYYSZV4UDpoyUyF3rQM0inF/Ws28cJ/3wDbISc3wH0v/9/BzBbXh8khUMiLyOeBLwCjRGTNPm/lAK8eyDkOqLlGKfUr4H7gAWA88H2l1B96+Mz1SqnK7PCgS4EXlFJXAI8CV2YPuxJ45EDS4OpfI0KlGKIxKW/Yew5hzPH4KN8niqXfSOPToSw/jq4pJgwpQDMqmTGiK/NH5MjegGaO/83z7vkmrKcyf2l7/t48NogmaJrGhKnvXD3L5eotonreDoK7gbPJlJtn77Mdni1Pe3RAhbyIfA3YqJT6llLqm0qp5/7HBAPcCMwXka1kvoLc+AHO5TpIxuSU8+wJP8Cve/j80r+SsNL7Pc6ve3j+1K9wZdVJhD0Wogu5BVHmjurCO8MBYwOX3Dmfw0anOHp0EUFdx/IACiqLcikIaIilkGwvjqWD2Jn3MW1EF448fQrKbzDtuHH865YFfOa831Gz3f1C6Oplh0CbvFKqSylVrZS6TClVAyTI/DWERWR4Dx8HDry5Jhd4RkTagf8C9yulmt5HQheSnQSglGoD3nu4huuQ1JLqYknrFkSE6lgzE/PevSb9eP0bgI3lGFjAc7U5tMcV3TvK0DWHF7cavFHdhg14ADTY3RFH706hygKIyvZ9hQWVJLOmrNcg7SgWvb4FLW3z2IPLSTZ2E+lKsGzRVrd93tV7DrEhkiJyNvAbYAiZJu4RZIamT+7pswdUyCulbgBuEJFpwCXASyJSq5Q6+X9OtWvAqQgU8q2J55Gw0wwNFLKms4apecP323zz/amX8YsN95Ojx/FqNmdW5bKjs4SKyq20dVVwzPhyvqAN5ZW1FttbmyGS5rCJFQRG5vLaY+tJFXpB1/DVpxEjs+yg0ZkkpzSHc86eyao3qjn3/FnE42l2rK3lxLPcCJWuXnYIFfLAT4CjgOeVUjNE5ATgsgP54PuNXdMMNAJtvMvQR9fgdt6wTGfsxxf/jp3RZr4+4WzOH3bUO45zSNNhtRFJ6ZiOxl9rOikPtNPt2cXT7WHu/8toPNpuTF3HKVJ4PB6W1bWiNbZjFQcyMW00SI7wZcIUW6D8YTpth3vvXUTA9nLLjU/gKIVuOmi68O2fXXSQc8M1mMkBLgpykJhKqTYR0UREU0q92KtDKLM9vJcAJWQ6YD+jlNrwv6fXNdDleYI4yiHXE9zv+0HDvzce9556ftgwCGgpHNEQAa9uY6K/GQ0J8Ogalv3mX9feytQ+f3BiOeh+A9tM4+igpRX5+T2O6nW53p9DqybfKSJh4GXgLhFpBqwD+eCB1uRHAF9VSq3639LnGmx+O/NTdKZj3LNrEa+1bubbk87Hq7356zQtfyTXjD+fv25+Fo94SaoYIaOU00acyoR8m5eKVmPXN5Kfq9NYG6a6VgcL7ALhqtOO4Jn7FtPgRDF1L77GJJIQrDwPjk9HswSjM8rNd36eZ55Yw1P3L2NXe7cbvMzVaw7i6JkDdS6QBL4GXA7kAT86kA8eaJv8dXti1yil/ikiJUBYKbXzf02xa2AzNB0F3FX9CpoIZw45nJmFo95yzD93PENMRYkkfSDQYTbQYSbZWu8hVW3haatANIVtCFIBngg4SvHfF1YTyddQRj4gRMuDBFoUko0KmKgUfKvbeP6R5Tz1wEocy2Hpcxtp+WaU0uIPHFPP5co4iDNae6KU2nea9x3v57MH2lyzN3YN8E8yAyLuJDPhyfUhVezL4Yqq42hPRxkZLiNiJsjxBPa+/6Vx5/KHTU9QoAdIq25KAvl8bMSJ1JWaPBVYS7J6KyPLbFpaQ6zfGEJLOBgBg8tOmMIbi7eyMtGN0sHT7WB0OXtDHgRrY3hzPBwxbwKeYICH736d6cePIxTwvEdqXa736RCoyb8t3Ptb3uIAw70faHPN+cAMYAWZM9eLiFtl+pATEb4w7nQiZoILXrkJWzn8d+43KPVnJkNNLxhFl9WFpTpJWwGaUy3cGL+ftOPgaRxBY20xlhFjxpiVrKg/BkPTcUzFP55awYghBRATRAM7oJEoErxpACE2LIR3ZSvfu+D36BUF2I7Gype2cPEn/8o9//wc4ZAbvMz1wR0KzTW9Ee69z2LXuD48TMfGdKxMgDLH2me/lV01KtMMoxBSjo0mGvFkZjJVLCkkU37gzQ5agGjirZOtlMbe9aeU8WZnrZOywONFOQ6maWNZdp/eq+tDQh1yo2v+Z30Zu8b1IVHoC3PXnK8Rs1I8UbeMyfnDOaZkIhWBIj43+mwWNG5giLecuOzCcjSOK53FzooWtqxLEzO7uGj2bIZ76rnjkSYK2jrxFPmYN8GhodrHS2vbUUGDvNoIluXH9gskTdI5OiNOnUa+7mHbq9v5yGfmcfxp03jg0eWMH1POMUeP7e9scQ10h0BNvjccaMfrr0RkPtDNm7FrPkhoA9cgMzRYxBN1y/h39UtoCC/P/ykAt1c/TdI2WdFWB1qmVr+q8ymSCZvo8mIUiu9qCrUzQrzIQ9pTgm7Bf18H02+ihucgCtoKA/g7MtV3JZD7Qg01y3bR0BQB0+K+Xz1J+Zhy7rp3CSjFgse+6Y60cX0wH6ZCHiBbqLsFu+tdzSwczchQGdMLqvbuO2fo0TxZv5wcXzFidJJy0pw59AgWt27BqipmW1s7V844nGR5E79+bgMohdhQVRwjN9fL0lYvYoMkHcQWlK7QYybiKLSxhXi9HtI1rRx1+nRmTBvGyBHFTJk0tP8ywTVoHApt8r3hPQOUiUhERLr3s0VEpPtgJdI1MFQECrhw2FE8uPt1bt/xAgCfHHUKIcNDTGppjBp8dsy5/HvHErbWdrJ5VwvHDKvilead3NiwliGSwMoTLL+wsyPM6t0etGwTu/IJ2JmavB304OSFMJbUk+5IofJzWHTvYm746C3c9ocraWru4pTzfsOGTfX9lxku1yGizxfydn24rOmsQURY3VENQJcZpz0dwSHTObuivRoF2FEPSsHaXY0kwyZKKdqjXsjJRp0EcPZpbjEkE+qAzKge5dUhma2jWA4oRc3GOhxHsXFzA45SVO9qY9KEIQfr1l2DTS/W5EVEB5YBddllUH9MZoKTQyZczCeyK+71uvcbu8blek9fn3AOhxeOZk7JeBa3bsZRil/O+AzL2nbSnkxyYtkUNMBT2cX2kgQBb4CpoSl4izx0Dd/Gw4/U47c6sBJehpSF2KFMEt06oXVtGOIlNSSMtzGKRBMk8zzoeQH0lKJwXBFjR5Sw6rUt/P4XH2XV2l2kUiZd3QnycgM9ptvleoveH11zDZmokXvGtf9SKfU9ABH5CvB94HO9esUst5B39aqwx8+ZQw+nPt7OtSvvAIR/z7mGF5qW0pTs5OHdS4kkvRxTobPWEyX9WpJX020UjArQURPB8ehIXhEeDbqi4Gg+lA8iR5chFvg6ITmqAIIBgrsjSEcX+Lx0NMd4Y1k1yx5cxkM7buaVxdtYvrKadRvr+d61Z/V3trgGol6qyYtIJXAm8FPg6wBKqX2bu0O9d7V3OtCFvF2u9yXfG6IiUEipP49iby6zCsfi1Q3G5QwjYHiYXTwOj2ajFZh4DZ3ZVcNQhYJYgqNla1FOdlWo7G+p0WXufa3HrMz7jgN7mm8MnYoxZXh8BkfMGIFh6Bw+Y0Q/5YBrIBMOeGWoYhFZts929X5OdzNwLW8Jswci8lMR2U0mFs33++pe3ELe1SeCho+TyqailKIu0cY3Jl7Ej6deSZxGzh4xiju27GJW+2yKkwXoM1t4VS3m22fMIScJoQ7BMcD2CY6h0GzQ0pmZr5n2d4iMDWHn+FBeLyRTSNJEeXQadrVxyak/5/T5U7nkgiP4192vsWX7Aa9v43K9SR3ABq1KqVn7bLfuewoROQtoVkotf8fplfqOUmoYcBfwpb66jT4r5EXELyJviMhqEVkvIjdk9xeKyHMisjX7WNBXaXD1r8fqltGY7OCNtq0ALGhaSUuqi0Wta2hKRnh13S5auhKk2r2kHMX9q1fidDmkPZnl/3QT1J6x7gocv47yZGe9egQ77AVNwHYgbSIJEydp0r25kW3VLTz57Boam7tYutyNo+d6nw6gFn+AQyznAueISDWZVfVOFJE733bM3cCFvZr+ffRlm3wKOFEpFRURD7BIRJ4CLgAWKKVuFJHrgOuAb/dhOlz95GeHXc4jdW9wQulUAD49+nRKfHl4JcDmjm5MQ6PYCLI9fw0x5Wdm1XC2JJI0bu2kOtKFVzMJpyy6jSAB3cZTG8Pp0jEL/fjaTIzWCDg2Vp4fFdLxhjwMCYfwF4TwKfjRd87jyWfWMGf26H7OCdeA1Asdr0qp64HrAURkHvBNpdQVIjJWKbU1e9g5wKYPfrX967NCXimlgGj2pSe7KTLDhuZl999BZu1Xt5AfhKpjzTzbsJp1nbu455hvUuzLY1iwlF9svJeuTWESNSHGVBZxybnF/Gb9etZ3vc7weAW7G1M4YY206SOp+1AaxMRAK89DSkFLKaxcg1RFgLxNMbz13UhXEjsvSN36JlDwjZe28L3/fonnXtzAwkWbefzea9A0dwas68D18WSoG0VkPJn/Smroo5E10Meja7JjQ5cDY4BblFJLRKRMKdUAoJRqEJH9LiOY7cC4GmD48ANalNx1iCn05eAoZ29USoACbxhHOXgCQlxBWV6YQm8QXXOwbY2SgjC1KpXtbBWU44CeKZz3LCAldrYzVoGYNigFmuB4BU3PtNuL30NBXhCloCA/hBvhwPW+9XIhr5RaSKZSi1Kqz5pn3q5PO16VUrZSajpQCcwWkSnv47O37unMKCkp6bM0uvrOMSUTeeqE73FMySSuWf53mpNdHFE0nkeO+xFfnDeHcaeYVJvN3Pd4jM+OmE5VWGdb6W4uPXcypG1MHcKGRdjsRGJpdI+FPxlF39WKsbMDrTVB2mNhFWhYhsLyKrqPHUFqVAHegMFPPnMbJSmLaz5/shvHxvX+HEin6wAJe3BQxskrpTpFZCFwGtAkIhXZWnwFmdlerkEq1xPk1m3PkrDTLGxax8Uj5pLjCXD7zmdJY9G22UO97KY5bzd1IT8Km4ef24Dy63iSioTjwTYKwKuwlRALG+gTwiCCpBWJfD/BlZ1ojo2xO4ryB/Hv6CAFpPQIomn86+7XmH34yP7OCtcA86GIXfNBiEiJiORnnweAk8l0LjwKXJk97Ergkb5Kg+vQ8M2J53Jy+TROLJ9KXbwNpRRfHX8+Y8LDGT09h+OnjORTs+YzrTBMkSfEueeNxZMSHI/gDxl4UxZ6LIWIwiPgaY5jdJjoaUWwJoYk06AUqjSANSJAanoZwVHFFE+qoPjwEXzkzBn9nQWugcityfeoArgj2y6vAfcqpR4XkcVk4tNfBewCLurDNLgOAacPmcnpQ2by/TX/YUHjGj439lQ+NnIeD9W+SqRsC6/Fa9mwqZDcTUNpaGzj7qLVGNEAVqGQjFrYAR0rpKMnABvssiBKQDMhNiqMoXQ8HSm0zig5z9fg+A3i0QQxn4Hyernpyr/g+etVzD3jsP7OCtcA8mFbNOR9U0qtIbNk4Nv3twEn9dV1XYeupG0iIiTszKpPKcdEEEQg6Zj4zOyqUpZkV7DMfnDP49ub1eVtW/Y4yc6UxVbZ50IqmcblOmADqKbeEzd2jeug+fG0y9gRbWJ87hC2RuoZnzOKq0efyQsNG6iOtvPxy47hxdqXeaM6RnedwkgLkmeQStt4m0zSHkWhHsFrOKRXprAIYupAcxpLU/gmQ6I9jAzLxd8UJ2HahMoKOO2ocax/YwejJ1cyYnxFf2eDawDYU28YDNxC3nXQ+HQPE/MqAfj1xkdZ3VlNfbyVjZEdOErxg7Xd5NhN1K4YCkEQC/SIhTiCEzSwQtAeKQQLnOmgWZlZsfYwRXhXEmdLN34zCXVxlO0QsG2shhhPbGlB60zQtLuNn9z1hf7NBNfAMUhq8m7sGle/uGTEXEaGyrik6ljGhivxEObjo45kRmUhvhwbIwneuELzCujgKEEsUHqmhqVZDp5OK/MfQdxBj6TBtlFeA7M0DAEDx6tjDc1j1lmHMXxsOWd/8rj+vm3XANJLYQ36nVuTd/WLE8qmMjlvOJe/9ltCug+/YXPrkgXE1xdw9MRy1q+rJVGoYzsK3QbdEGyvYGsKrVshIqRKDESBZmmY+T5E19HaIuhREzPsx9MSxbu9lVd9Ov7tbdz288eYfdJkd8y868AMkEK8J24h7+o3bakIacciZacxNAsnEgZRbGvoQIngeN6sLYmdDTssgCZv/v1JZvar8mqZYGW6hmbaKCc7ExZB60gC0FjdglLKLeRdPev9RUP6jVvIu/rNxLxKfj3jE4Q9ftJ2mkXl23hk+QZyIh6KTsyhvd6mrjuBKlUkWzJDKPOTMCOUz8otO3BKdOxWHU9LGm9HAo9Pkc7xoIYWYWs6TmsEwgZ+XaNgQglHTK7imeVbOG3WeLegd/XMrcm7XB/crKIxe5//ffvzNFanqIs4BLpAiykSxYJelxkf6eRBuw6LutpwKgtQAmoEeIpC2N25WO0WnriFvqYFLeQlNbyA4Jo6HKVocxp5+uWd/Hf7Diq/m8fUke4oG9d7Gyht7j1xO15dh4x5pdPwlmaaVgrw4PNraCbZJhlBaZmVo8p1L2Jmv0s7maYcLU1mX9pCA+ywDyXgePTMYT4doyhIUVkelSX5/XJ/rgFmkMx4dQt51yHj/OFH8ftzP46eY9McThEwQU8rbC+IUniiCicApaOKCW9pBzK1rXSukM4V7LCB8hlYeUG8Td34a9pJTirHyvMjDliNXQR2dPCRH/+L1zfV9PPdug51g2V0jVvIuw4pz23fjB3TsXSNSNLCCkimA0xlwhiAYlVTE/Gh4Tc/pIEVEJQuOIYGAR8o0GMmmA5GdyrbcSt0rqqnIxLn5TU7+ucGXQODIhPpvadtAHDb5F2HlK/Nnkd1cyv11W0MLypka2MHqTyFSgox08Zj6Rw5bgip1mo2dCQRTUfZCl9zGr07jW4qdD2NVqBjFucSrswhFVDkxS1ibRGGzRvDpPFlBL0Gu5s7GVaa39+37DoE7VnIezBwC3nXISXH66c+HaG2yabWascTU9giYCt0M7NSyCs769CLPGgpD5CZIJUu8JKzy8IB9IiJkXLQtndgVXcjfoN4RxxxHBruWsXG2UN4tTzM3QtW8dofvtyv9+s6hA2SQt5trnEdcoYV5AOgWwo9G7Nsb6yyPStC6c5b3hBL7f36rNkqM0ZegfLq2AEjE4dEZQ62A5m6TXFeqK9vxTWAiVI9bgOBW8i7Djm3nHQRcyeOIDREw0g4eBM2uldh6QpbgZEEn08QI4VEUhi1EehOEieKN9mGFm0nFXKwhwQhaVIQ9uGZPQTl1ZB8H8UjcvBVemlujzDvG3/ivpdX9/ctuw417spQLlffqWntZPHG3ThKEfBppAMCNqCDYQMpSCGgfEgu2Lk+lAF2SYD0djOzkoEumB6FvzVNfGtrJuaNBarbJLKigfi4IjRLSJsp/vrk61x0nBtr3vVWbpu8y9VHRpcWceXxM3lh12Y6m7owkoJWppFoV9ge0HQoKvSRiEdIdun4qyNYhX70FOidJlpnBLs8H70rhbIsKmcPI17sp3PBdvLyA1SeNYU2n0Xb1m5yg34+dsrhmJaNx9D7+9Zdh5DBEtagL5f/GyYiL4rIRhFZLyLXZPcXishzIrI1+1jQV2lwDUyaJlx85DTqa+J0lWiYCUWkK9NcY3kUpBSd9SliCQ+OrpEYlQeOoPxe2meEaTm5gnShF7MijFNWwO6V9XQ8tRWVtOlqiHB+4VB0gWg0RX1LNzfd+yLX3vZEf9+261DTi801IqKLyEoReTz7+pcisklE1ojIQ3uWSu0LfdkmbwHfUEpNBI4Cvigik4DrgAVKqbHAguxrl+st/udvygcQkkYphfOWCwiOGiTVNlfvOICJUO+zOecaYOM+r58DpiilpgFbgOt7L/Fv1WeFvFKqQSm1Ivs8QuYGhwLnAndkD7sDOK+v0uAauIYX5fPw1z9OsW6ghy2KSxRGSuG3hKHjcxky1ku4y8YfgICRxNvajrRFCG2NULS+hVBrPUZrC17a0IcYaCNysQIaeIQJR43hlkvPZejIfHLL/JwwczR1Hd18546nUANkxITrIOilmryIVAJnArftPbVSzyqlsmPHeB2o7K1kv91BaZMXkSoy670uAcqUUg2Q+Y9AREoPRhpcA8+yTbtodSwIeIg3gPgEx1DsaI4ACp9fhwjYHj/O1HL0VKZ2FdVzECBvp0VUgbcjhaQdjISDAn57/X+Z/qm51O3sAhQvdGxDObC9to3PnXE0w9zYNh9672MyVLGILNvn9a1KqVvfdszNwLVAzruc41PAPe8ziQesz4dQikgYeAD4qlKq+3187moRWSYiy1paWvouga5D1knTxxJyDIwYhEI2OIJmCUPywxQVCIJCE0HTnMy45ZSDlnLwRNIEapNgOWgxEywHiSdAQAQ+8rmTmH/EOEpKQnjyPUwaWUZOyMf4YSWUF2T+Di3bwbTsfs4BV38SR/W4Aa1KqVn7bG8p4EXkLKBZKbV8v9cQ+Q6Zpu27+uo++rSQFxEPmQL+LqXUg9ndTSJSkX2/Amje32eVUrfuybiSkpK+TKbrEPXH217Euz2F4xOito4SBQIlKkBuKo9koZAOKLSUjhEHsUyskIYd8pEs9dE5wUd8qA8rx4edH8YuKQCEG6/+J7+9+0VaW2IUe4Os29mEKtbY1NbKVX++n2Ta4szv/p0Trv0LTR2R/s4GV3/ovXHyc4FzRKQa+C9woojcCSAiVwJnAZerPmwn7MvRNQL8HdiolPrNPm89ClyZfX4l8EhfpcE1sNXUtqFrGo6+Z1oroBT1Hd00dUYzu2xQKJQmOCFPZparUihDQCkcb/ZzAuiZ1aPEgV11bRi6RntXHIDurgS6plHT0kHKtOiMJTAtm85Ysj9u3XUIEKfnrSdKqeuVUpVKqSrgUuAFpdQVInIa8G3gHKVUvC/voy/b5OcCHwPWisiq7L7/A24E7hWRq4BdwEV9mAbXANXVneCow0dyxklTaTRjPPDyGiLeGHZSg5DF1bOP4PXaarw5wqqVtQQ3pqGlm2SRF6swgCQ1tJRNqLYDiVsorxfHtLF1KD9+FMmOGEdPr+LSk2fwwvadbGhs4uiqEZx3+CSCfg+nHTmB7miCoUW5/Z0Vrv7St33wfwR8wHPZVcpeV0p9ri8u1GeFvFJqEe8+oO2kvrqua3C4/b+v8eCTKxhdVcr2/ARtWhJJ64hAus3ij0++jq4LqYAC0UiV+6Hcj+0lM/wtBKI8xIeWo3QhVGcRbDJx8hUNq5vR26PU7+qiO54m4jfZsq2Zjdua+OL8o3l65WYefW09KLjzhRV87syj+zs7XP2gt2e8KqUWAguzz8e858G9yI1d4zokHX3EKHJzApx47ATmTxmDOJKJJ5/9ilxeGKIsJ0xBjg9PykaPW5mO1biFkuw45rTC25BASyuMiA22k4lLb5s4Ph0pD3HKEeM4dcZ4RBemjx8KwOThZQSCXjyGzlEThvdfJrj6jyIb5K6HbQBwC3nXIceyHe64ZzGhoJczT5pCRWEuomUiUGomBH0GjR1RGrq7mTNiOI7XINCWIlCfxHA0tLSDErCDAqKhNLBydOiOgaWw83MpnDIc7/o2/vH5f/O3p1/lY/MPZ926Bg776e94rXEXR46uJD/kpzDnrZEq//rs68z9zp9YtLG6fzLHddD0Rpv8ocAt5F2HnHg8xfrN9TS3RthV18Fza7fhoHAMUB6IpzJDG5UNr2ytwRZFKlcnVeRDGVqmg5VMp2y62IsyhHSehsoLZX7jBVrbonjaEmhJG6s+xsI120mlLexOm2e2b2PR+mo6ogk27W56S9qeX7ONSDLFq5urD3KuuA6mPePkB8Pyf26AMtchx+c1uPyCIykqCjFt0lB+UnwqP7jjaXZub8anGZw1fwoPrFpDfo7BCbPGsmxRLfHSdpItCUJGmO7OBG1FXoxkmryUQzpl42lMoW1uQYrzkaCPcI6OdVwVXtvmmLOmka98NA+J0RJIc1hZBadfMprqxg5OnD72LWn71ZVn8tKGnRw2ooLXNtdw9LjhZDvOXIPJAGqO6YlbyLsOOX+7axEPPL6CKeOHcMEZM7nv9TWsbmmGsEI3TR5ZsJ6oOETbU9zdvJIUHghoFDdYtI11IODD8YHp8dEWzJxTVYZhVhG5Oy38zSkiKZBNnaS6Yry0pgmnOB9NhI6xPhbl7MSTFjyaxgnTxjBr3JszzkeUFHDZMbkc/X9/AqX4/VXnMmf8iH7KKVdfGig19Z64zTWuQ86o4cXYtsOYUZmIF2PLizNvZBdPHl6Un3mtBC3HRE8rBDDidmbBbkdlx9QDCGJlGk/FAUk7YGZChigF2A6+oiDKEDxeHVsXbJ8iL8ePpgml+fssGJ6li8awojwQoXw/77sGiUGyaIhbyLsOOWecPJXvfv1MVq3bzZoNtXzkyKnc9onz0SyFoynGjijhy6dlhjXmxIuY7YTwdafpOCxI4YZ2DCuF0WYh3WlsTHQstG4LrSFK1NeFtDaioh0ki3yYpbmkum3iJTafv/kc3vjjNUzOK6GrO8GcyVU8+9AKvvL522lteWtEjrEVRcwcOYTyfHcc/WDltsm7XH3o/keXs726hUefWc20SZXc/sxSHH+m7fvR5RsIh/wg0B5NYlanSE7ygoJEronl8SNecAKZCr0FiA52ThgIk2rXIJSDGBoqlKndhzfG+OcbKzhl7Fi27G5FFLywchvrNiZRSrFs6U5OOyOzelRLd4xnVm1FE2FTXTMzRw3tt3xy9REF2AOkFO+BW8i7Dklf+9zJPPbMaubMHkMqbfHDj5/CuT+6nbRtc+5Rkzh++hi+/59nGVFWQH5+mpWxJswOhxyfjeZLke7Q0RNg+hW6A4bHQGrTKDONb1sb5HRhlZfiiaXRDQ3r2CIuKBhJpC3GxcdO48klGznjiPEUzBB2725nzrHjAKhr7cLr0fncKUfSGUtyWFVFP+eUq68MlJp6T9xC3nVImji2ghVrdvG9Gx/h8GnD+eUPPgJdFmaxcO+a9axqbKI7kWJ1TQNKKQKNimSh0D05j7wtCdLFPgCU4ZAIaxgxkAofYnuRVy1SU4ejPAZGexyVUhgvOtzxxgLuVs8z97KZhF5p4YWl7aDrmAGNG+5bwJfOmMMlN96JrmlYHoVSisuPncFwNzTx4OSOrnG5+pbHo6OUwuPJrL2q7RMlw2sYmQU+srveOjllnz/Ot09YUQo0eXO/2mc/maUHfd7Mn8WembNo4PPoaJogAromONlTaJo7fHKwGiw1ebfj1XXIOvnYCRx1+ChOmDseEeHTZ8zG3+qQGxfy/T5OOXw8h1cNpUjzU1VRSJHppbI6wdDZXpxgGuJpgjVd5HUk0ZwknkiU0h3NhCb5yI23ojo68KWjSLyRUn8zhYlmZowtYOEfFlI4o5hrfn4e+UPCaPkG0YBJZXEe9173MY4eOYSh67o5Qs+lLDu6xrIdbnx6Ib9/4bW9q0vFokl+fcPDPPHAsve4S9chqfdCDfc7tybvOmQ99/JGFi/bzpoNtZwybzL/eGwJZqFGWoNFO3ZlYtWkQUTR7iQhALryEn8xTnpmDnoRqJAXBCwfIEJTTpj8tV2ovACia8TaEnhVDq0tHnAUy17bhRKh/aUa7tOX0FUXwQBeenkrm49vZWdNG4ufWEN4bTvb1zez9tMnM3PUUDY0NHPnG6txlOL86ZMYVpjP6y9vZsETq3nusVWcccHh7qSpAUQgMxx3EHALedcha96c8SxeuoPZM6oAuPCEw7hryWoMTagcUsTQ0jx21XfQ2h4lLy2022lyG0wKh4XoshzEzgQ1U37QUxaO5sGIW3i7TDQbUoZO0LIwUxE0Tz5Bf5qykYVU74wSnFnOFZccyV9/9RxdymTiYRWMLSyiQHkZN2cMzR0bKZxSRlV+HgBjSwo5adwoQn4vhaHMDKxZR4/hsFkjmTht2N4CPtadIJjjdwv8AUDcNnmXq2+VleQyefwQ/vKvl0mbFitW7QIbkn5F9eZWFLCtowMtrTC7bBIlOrExfsylneSU+eicHMD2g68bNM1D2guiDJqPKSa8I4Gue0gPz0dPALZNLO1nx9pmiEeILU5x88u3ooV0tPIS2v+0npoj6/nqeTeT8ms0z6sgurqFK+b8lO/84XLuvOt1dm5vJn5MLses38JjX/g4TmeadatqqK1p5fJPH8erT63hxi/ewdGnTuV7f7uqv7PX9V4GUHNMT9w2edchrb6pE13XaGjqpqMzhtpTLdGgNRoDQOlge7L7BRyfhu3V9r7OHMRb+2MDBiiw407mEJU9XtdxTDuzfqcIphJQ4CB0tkYREbSkDQr0hIOmC60NXbS2dCOakOxO4ShFJJki0pUABV2dcWzbobm+A13XaK5t79M8c/WGAwgzPEBq+m5N3nVI+/aXT2P2jJHU1rfz+U8ez1/uW4Qn7KOoKEBVSQElowqo39TMq+Yu/D4vwbTCO9JLHEU67SXVGIdhaVKBCPYOsJoMBIWny8QeFaBihocjcqsYPiHN1tcDbFi4nqjuwxkaYHxxMWNmjmLhhmpKKit5IrqTL/7lcl5eX80bb2xi2FEVfOz8Y1kTjHDhZ+bSuLmVvDmltCYSjC8rocuIMGp4PtPnjMXr83D+p+cxcsIQxkzNxMJJxFI88u/XmDZ7JDvX15KTH+S4s2fuvff1S3ew9vVtnHfV8fiDvv76EXxoDZbRNX1WyIvIP8gsUtuslJqS3VcI3ANUAdXAxUqpjr5Kg2vg8/s8vLR4C68t3Y7XZ9CR42BFk1R3drF+UwPHtozg2eYarKCAnUazgDxAQO8y0XUHfbdBKrcQ8YM9NhOCOEFmyGXr89288KUWrpz4AsuvO5JYg6AiUaiLsSbcxoZ1jZhhPy0NSaxNdSy5sJHo/dsI1sRpUI3cc3QJz7bvZsy9STSgbbuXZKWXY8eO5Pkbn2HT1hY2bW3hkk+fQDDk4/DjJ+y9t6fufYN/3fwsoRwfiZYuHMdhypFjKCzNhEr40VW3EemK4w96Oe+qef2Q+x9yA6Sm3pO+bK65HTjtbfuuAxYopcYCC7KvXa73dMrxkygqCDH78JF4EwqvphNSBjkeD6efNIXhehCU4EkLXlPwphSebguPEvwdFrql9o6pV9iobBXNiNoQcpg/uQq/XsyRZ4xAPEZmHL2uE8gNUFpZgJZrYAQNnEk+zj9sCjmTykE5iBcuPGI6ZaEQY46qpKw8nymHDWd0SSHjy4o56fwj0B2bYUPzCQS977iv6UePpqQijxPOmUHVhAoOmzOWvMI3Fyk58YJZlA4p4LA54w5aXruyVGZ0TU/bQNBnhbxS6mXg7Y2P5wJ3ZJ/fAZzXV9d3DR4nHjuBm39yCUuW7kApsJWirCyHxhKbr97/JFZDkqIaG8cBS1cM3ZIitD1BMqSIDvPitcBIZ2YveeIa3k4LxwAzV6dtdJh7ftLCD34zH+e4pfx47TCGnjoWyQ1jo4iNjKE21GF3JfE91879x/2eTidN/flVNF02mq89/xQ/nncyE0pL6OyIsbu+DYDmTfXc9PE/oHk9hItycJw3C4TWxk6uOPIH/P66e/jH89cyZVYVdY1Rps+bjG7oxKNJPn3iz1n68mai7d188ZQbWf7iBgDeWLCe88d9k9tvfKxffhYfKoNknPzB7ngtU0o1AGQfS9/tQBG5WkSWiciylpaWg5ZA16Fp284WTNPGCgi2Uuxo68TRFLYHui2TuDcTFlAJdDkm6QJPphPWA6aVKdQRQBfskLF3dqzjM0gWB3A02L69gMb4YhrWtIKjsFI23W90gM+bWW0qHMQxbez6SGbVqZhF0rRZXLubZa9vJ5k0idVF2dbSxrql20hYDqbpsGVDPemUufde6na00NURY9vaWlKJNCtf2046ZbL05c0AdLREaNzdRuPuNmLRNErBipc2ArD6ta2kkyZLs4W+q++IUj1uA8Eh2/GqlLoVuBVg1qxZAyM3XX1m3pxxbPnIbB57YQ1FZYWcftQElm6qRaUsxEjTGI/T7jXJcYTTzp/M0nW7qNcVWnea4TMqWL+jibRto7fG8Ics2nO8WEE/Jb4o4VQCPVBFRUkOKxZN5PDrCmh9qZ1ZU8ZTcHIN9/3YIhGxyTUdQhdOpfuIYXREo8yePJJx48o5d/xEVssQ7n1iCalcxfTpo4ksa2LkEZV4ios48+JjCezTcTrt6DF841cfpbA0l2DYz5XXnIJtO5x64SwAho4s4fM/vICm3e2UlIZ59YlVnPGJYwG4/GunUTGiiFnzJtHZGuE/jz/PcadNZ3L5yHfNO8dxWPzsOipHlzJibPn7znvbsln08DLGTB/B0DHv/Hy0M8bix5Zx5JkzyS3Med/nP2T1YiEuIjqwDKhTSp0lIhcBPwQmArOVUn02LfpgF/JNIlKhlGoQkQqg+SBf3zVA6brGMy+vpyOWpK6xifWPtxBoVygHkgGbdJ4GDuhpaHv0DeIVQdIi2CHY2d6A4QEVEHTlI/BaF6mz87DCQktbLi1aLqo7wfo1QzBSmeuVbfFRv2MH5535CnXafPy2RlxTyIs1pGoiBHdFWVS2k+te+wlBr5ef/fAh0gkTraWTbcnF6O1x8BpQpdjxs8c46YxpeDyZPzcRYd45b46iefHxVbzwyArWLd3BP567FoB//fop4tEkR500iXUravjhJ/7G3xZ+h2DYz1kfzxT4X7jwJnYsrePh51/myX//Gl32/8X8lSdW8+tv3I3h1Xlw3Y3vO++f+dfL3PLVO8grzuHuHX94x/u/+8LfeOX+xRx11uH88MFr3/f5D0mKd8Y9+mCuATYCexYgWAdcAPy1V6+yHwe7ueZR4Mrs8yuBRw7y9V0D2NjRZWhWptVlSEEuxflh/F4DI5F5XxxAQUk4hGaqTOeZpdAshViZWpmnPYE4Cm93ZnUozd7nL1kApdDJrDBVMcqLz5fGW0LmxCkTs8xLusAHCgLD8/EamYJ76OiibJgFC6MyW5s1M000w0YWYxj6u95X1bgyUDB+2rA37zU7zHLi4SNRCiZkZ/3ua+LhI0FB8aTCtwRve7uhI0tAYMzkync95r2MmJCJlz925v6/LUw8ahyOrZhw1ODpIBZ6bqo50OYaEakEzgRu27NPKbVRKbW5j5L/Fn1WyIvIf4DFwHgRqRWRq4AbgfkishWYn33tch2QiaMr0GzwpwRNQUF+gDGVReTEoGIXGFbmF7pmrIG/2EcAjYLNcQwHlOZA2iGd76X5pFLC1QmKVqQZNbGMcK6HirwQvoRFQV0c6TRpmxFCn9fKf+87j5GTctBzbDS/4Dd0vN0m5iVjobqN0y75Jue9dBMVlbngOFhTC6j47Gweavsbd23/AwUFAVq3N/Hyw8u4cPa3Ofv/fkZtrJN0yuQ75/2K75z/KybOGE7liAJee2Il617L/N2PnjyUYaNLqRxVwtBRJYwY/85mknknzmToyGI+MWY+zzYs52OLb2JVx/Z3HDdmSiXf+8snaW/pZtFTq993vk+eM447Nv2W9sZOfv/lf77j/apJlQwZU07Z8OL3fe5DmuP0vB2Ym4Fr6e3vBgeoz5prlFKXvctbJ/XVNV2D28NPr0IBCb9iV3sXTTGQpMJjOSRC4IiG7QETi7gBnjSkhvoxvQI+HT0J6Xx/ZgWpoQaeiMP61lZ83RDDwgwbdAyRzDJSAm+sr8JRQl2DTWHUyASt6tAINkXoyPdg1EbQd0Ptx33En9uKoKFtj7BsVz072jro2NBGZ2cSgEf+toDY7ijmUwkWf2YHs5NlrFy4HoAtK2uo2d6KQnjy34uYMmc8j96xiHTS5Ik7X2P3tiYe/vtLfORzb/3Tef7+N6jf0coj/3gZs8rL7ngLTzcsY3rB6Hfk3dP/eZ26HS08/q9FHHP6Ye8779e/toXtq3exdUU1X7z5SnT9zfrhU39fQN3WBh655WlOuPSY933uQ9KBN9cUi8i+7em3ZvsTARCRPXOFlovIvN5M4oE6ZDteXa63++bn5nPTLc9QonsZM6WCId4wylGsWLSdUMjLFi2Kx4aK4jy8ptAiMXw1UVLFYdq74iRTNoH6GAXFYVR1FKsoxPHjx9GRThO0NTZvr6MkDTsTXXgKLc48tZb2rpn4TINqo4a2FpPwOD+1Zi4TpgxDcoIkp1ocM3Iswz5TyD13LyI8byjzj5rJlCFlmCXFjJtchoom+epNH+Wvf34M54gcxrXnMGxGBVf9+GIaa1pJJdKcduHhbF62g6O/ciQJK801P7+YZS9t4oqvnkpeQZCZx02gekMtOQUhiioKgEwnrGXZHHfWDMLjcrhv90t8rCrzH0FTopuImWJMbknm2K+eimZoXH7NKf9T3h991gyO/8iRlFWVvKWAB7jyhkuwbYdLv33e//7DPQQdYHNMq1Jq1nu8Pxc4R0TOAPxArojcqZS6ojfSeCDcQt41YPz+ny/S3ZEgEkxTvXY7wYRAwkG6TdIxIVWsZ2pgL9TQPsJPslCDkaCloxAEzRBMfxjfihZSw/KJVOk8tnITngIvKctG/FAbS5OzO0lnMI87Hh/P2GgT7ZscOqbkYhVp+I04+Q/W0/RCHSo/jB0VUqea3HXLItA0qmuibFqygktmTeWNxWvZsr4JHIeEmeKnv72aL86/ke9sWcKXb7yEwvICbvve/Tx220I8Q8twBK595b9M6x5F7Ge76GqPMeWIUbz0yAoWPrwCu7MLr1fnnp1/wOv3kk5ZLHpsJa8+sYpJt09iSWozpb58PjX6dM547k+Yjs1dx3+SqQVDuO3nj7Jm8TZGjq+gavyQ9533uzbX88J/XwNg1vypTJkzfu97j9zyNK89vBRd1/nOf77aSz/tQ0AvjK5RSl0PXA+Qrcl/82AW8OAGKHMNIMFAZtbonjHu3mxnpiD7rAoFHkPbOxtRHPWOGCSardD2vg9+I9MU45DppNX2OVfAr2U6cLP7DJ+DEjKzYpWg/JDj8SPZizheQRPBq+uEw5mQwyiF15dJezDXj1KKYNhPIOxHkQmEZnh0JDuuP8fwEwzvOc6HpmvohgYovAEvWrYm7fEaiCZ4vAY5vgBKKcKeIJpo+HQDQfDrmXpcODeIchShvMD/lPe+wJszdgOht8bRCReEUI5DuCD09o8NYH0boExEzheRWuBo4AkReabXkv42bk3eNWCce8o0/tr0CkODIbr8DnPHjiDalWTHqnpiZpp2BX7L4bRTprGyqY26ZJSRCZ2qGcN4eP1mEmmTQE0E78hCgpqgb01S2Jzi5/+4mEgIvv6fJ5h9zGiOu3wkDy9bz2dOHsEtf1+Fc0SKqT4YUdGMb3IH/02PxO8Y+G2Dilwfw5cVM/+Mw3hl/VKKJ5Rw+ITxFIdDHDtzMi/NW8PosRWMHDOElN3KOTdsh58V8sQ/F1I5rpivLihlVUchmxbojI6VklQm2763mqljx9HdHuFl83lGzS+lIZni4i+ew/njZmNkh2KWVRZy6VdOZdva3cwtmsqWV7az7q/L6b55Js+d+hX+u2MZt2x8iR9MP5OPXD2Pro4YoycNpX5nC7fe8CCnXT6Ho+ZPJRZJ8Mfr72Xs1GFc8NkT95v3lWMrOOOqE4h3xxkxqZLtq2u4/fv38JGvn8lRZx3O2lc2ccJlcw/mr0PfUkAvhy1QSi0EFmafPwQ81KsXeBduIe8aMP5216skI2m2hCxsW+OBJesJxAQtZpHMEUzRiRuK+59YTrwyhO3X6OxOs/HhVqKHBSFgEAvk43QAAt6UQcRKcO8fn6ft2GLaYgme2rKddZuaaO6M8mC7xVo9CaJIbU+ze1WAlpZ8bM0gmRZSyqa7I8Y/bnkhMyZeBTCbu3k4tZGPzp5O8+omVi/axYqXqvnk1afQFH2SJc9tYt3L41DJBta8Kpx9/GYeTR9J7oNCs96K9UwX0pjk1Y1pULDk5k6sah2F8Oe5z3HZjGP35odSin/94glEEzaMrqP15h3URxUvHL2Yi792Jr/b8CKW43BUySi2/XkNa17byu2mzbjJQ1ny3Dp2bW3kqPlTWfrCBl55dAULH1rGuVcdj76f4Z7Nu9p4+p8LEU3j3C/s5OE/PsWSJ1fQ2dJNQWkOq19cxx2Ow69fvOEg/kb0rYEyo7UnbiHvGjA+ecnR/P3uRQzNyaVFTzNnygji3Ulq1jYSSafoFMHrwHmnzGBlazvNiRhVOWGqjq/kwU2bSeiK8OZOcvJyMQJeEpZJjggnXDqbgtFFLKuuY2ZlOceNHMlTb2ziyrPmsusPj9IkFqVlfqYe0QzTqnnw1dF4gzp+R6fS9nHqp6fR2NjGwpe3YR6dx4njRjC2pIgRc3OZfsRIRk+qIGlahNU8jjh5Ec3LirA6w1SOLWbKlDwujBSz6lzFyFgpMslkw4MbmVg1jo3Lahj3mUI6X9JoskwumnMkSilEhKbdbXjDHi699lS2vlHDiR85in+mHqFomYcZ507DUQ7fmHwSrzRtZ/6QCUz/bBGdbVGu+NqpFJfmUb25ntOvmEt7UyeHHz+Bo06dyuipw+hqj1FQkvOOlatKhxdxxqdPINaVYOzMkXzka2fR1dLNJdeei2ladLdH+fgPLu7Vn7dtO3S3RSgozevV8x6wQVLIixoANzJr1iy1bJm7GPKH3ae+9S+2bmnCzteJ5UHAMfBEHeg0SYWEVFGm/XzENpPGEh3Lr5FXHSdUlktHNEm83MDTliRYEyUxrgilFIkSDWXAYcMqcG5fz/pj87DCmbpPZUEuXzzuKL73n2fxdNtU1DqoU4uo3dEFIhw3sZqbL6phW6qFb15zAnXFhYitSOcKx04eycVDRvPT799P6+F5+PweCpa0UxQKcMfT33xLbTkZT3PliTeSSphc+deXyS2LcvdV59NQ3Y7THQW/Hwyh49cB/nDMCKKLZvKLz/4ddMGaG8S71Gb8F8awavYuji6awsLmzZxQNoXtHSnWdNTxl6MvZeedW7nnlue44NPz+PR3zgXg3z99iLtufITzvjCfz910OX/+3v089s+XueKbZ/DRr741gGykI8aVE7+OYzv8fc0vKarIB+DxO17m91/6ByoW45Jrz+XTN/Zen+L3zvsFbzy1kmv/+UVO+uiBD80UkeU9jHjpUZ6/Qs0ZcWWPxz295aYPfK2+5tbkXQNGVyQztdUSBQimsvEoQYlC6W/WPBNpE6VlVn5yvBqJWBKlZd53fDqOL1PAKp29K0e1R+P4okkcX8He83QnU7RF4pnzGIJtOUQjyb0fao8HwGnHsjtJpL3Zc2ZWkmqLxOlsj4ImKBFsR6E0IRZJYjuKfRtELMsmlTBxHIdU0kZhEemIAyBappNVOWCbQsRqpas5kvmgA1oXiK7R2RJFE432dARdhLZUhPaUiY7QkU7Q0dKNpmu0t0T2Xre9qQtN1+ho6gLYe0xHc/c78t5MmZjZIGvpZHrv/s6WKKKczOLnjZ0H+JM8MB1NXei6RmdLV6+e98AMnJWfeuIW8q4B4/MfO44/3PEio4cWk8gRSvPDBJQHqyXGsg01dIqQh8FlH5/Fq9UNJMRidIkHX1mYDbUtbK5tRq+LckRFMfaYMlbtamJCfj4TR1XwqdOO4iHrBS6qzGNDWwtb61r5xTWXMLQwj4eXraOtrouKk8uYe/x4/vr06wwJhrnu/Eloxd9irF3Ltz/7/+2deZhUxbXAf6dv79M9+8IAw4DsiAiIoGICAooR13yEaKJxIyaaxZiYFzW+iHnmaSImMSbiQhBxfTFR0CAiIMgiEvZ9XwaGGWef6enu6fXW+6ObcYZVZGCcoX7fd7+5t27dqjq3LofqU1XnzOClpVnUploocGVynkqlODVOt0GdmTD4HEZdPRBVGyY13Q1K8eqUBfQ6tzMXXNqBoDmFq285h0Uralm36xZ6hNO4+qd7ObAuhyvGjWb+O6vZ2Hk3vUJ+Zv8ghfG/38OdTw+lU9dhFMUrmf/icr5522hWyQ6+WzgKXzTEprr9dHHVUx9WFJY52ROJcOFlfZlwd2Id/bI568numstj7/yCcy/qCcAv/nQzfQYvpbbKT9Afwu1xNr77zA7p3PLwDfiq/OQVfr6z9ab7riQn38vyd1bw7QeuP6LPFr+3htKiSsb/cPRRbf3HIljfQM8Le+L2uug/vM+JHzgdaCWv0ZxZJj83j4AvTEVtgECHxKfrqgNbXYyGNCGqLNSoKM/NWER9Vw/KELaXBHEXBfH1TSeUZSCuVDa+vx2fGSGcZqGypprN62sZaKTy79eWY3NYCVXXg8Cs3ivpOLgju6tqwAkrastZOasCCSv2+Gp56B/Cew9mYa1/nD/+IZVovIbqfnZCOyrYbhOqz/egUhRFLy1j4sRRSH7iF8D8d9fyxvOLQODlj/MoLnuOf734bUpH5bF5dZD5a4KkrqvHVV5G955lLJ2znrhSVPn8iOnjpYc2MuapvQzpNoGnxrxOYGeAv8XfIngn1EYDTOw+jhd3zyNqmtQHXez+n6X4ykOI1UokFGPS3yfyu7v+jsWw8OCztzcuj3S47Lzx9FwCvgYyc1K5fuLIxndfU1bHtN+8hcWwMOyqwZx3aWKdvGFY+OjlhayZvxFMxaS3f9n4TCgY5om7p2MxLHTr05GhY/p/4b7+YMZiZr8wD+JxJt85hRfXTz7Fr+ckUUC8VbwQtDh6nbymzXD5iH5YDCHVZqdTupeOqR4Kc9MpzErFEVSIEmymcMG5hWQadtJdDgrsbrJ7ZZMiVixRhavIhzsjhU5pHoyI4LHb+Oaw/gy8pAeduuVw5YSh5J6XjyXbzRWXD+DrfbphsxqIArvFwvm9OoIINsPChEsGACCu67ny8hLs2RYosJM+MIdOXg+F6WlkNFi4atzAZhOZ5w3pSudu2Vz5zSF4nJfh9Xame38bnpIGnFaDglwvAy+oIq+rlUu/MYAeg7qg+lqR3nYMu8Gg8S46p4zEZvEw6qYLseQYXHhNfzo4MxjXcSjdUnLpl1ZAniOTLinZXHHrpaRnuMjI8XLljRdhtRmM+uaFdOnVgb4XdG32jq+6eTgdu+UweETz0XNqtpehVw6k58CunHNeQbN735g4mryuOVxx28hm6Q6Xna9dM4huffPpNajwpPp6yOjzyO2STUq6m3F3jTmpZ1sGlbCRnehoA+iRvKbNUHSwCjOuUHFwFceQfAfbwrV44xAXUCiiAlUV9fitYaIWC4YvgNu0EE6zYVoN4i4rQV8DVn8YZVMEIlHW7S0h75uX8cIH9wOw5Nu7MTcHWb1oG9d9dzh5ITux1dWUDXGwZk8JFoGwmDw1ZwmX9Cmke96l/OjXlzD73WkEN9dTVWhl9u/vofxADROeeIWplbtY+egMXn3ke5i195NjmcsdP/5fHvvlSgyrwbUThxMKlZNfkcdfnvkhj/1oBivjnajv5WHKgnv5rKgLSkwCj3p54Wu34rWU8mnZb9hQNQVbaUeCLhfvLa7G2TfG1J+9ytNFfmIOK/5fpdBQGOWy2yeQl5HFC7+dSWVpLSLC/U/fctR3fPuD13L7g9ce9V5VSTVl+yuprw3w6+8+S9H2UkL1QcxAEAmHqS1vbjsXER6ccnuztPqaAHdf/jh2h41n5z+I03VkWEQAu8uGr9pPyBekqqSVwkC3E3ONHslr2gw7dyfCDzQ0RKiuC1BUVQtA0GESd0hiPlTgQFkNUatgmhBKMQhVBYklI0NFs10QN6kLRlC2xH8Mu8uqiMTijfVUbi8DBeuW76SqPoivMoBCYToTu05NayJebMw02VuRUEANsSh7qqtRUUWVP0hVoIGi3RVE3Yl/Yruqk4oqsgqIsW3DDuKmYuPKPdTVr6B0bzrhhij7d5ezb0cpoYyE8tuxpwP+2jCWKpOwz2CPfx+VoQ0oTMobVrFh+c5G18fRcju1u+uIRmKoqImlKE6cKHvqq9i4YjemMtmw4kgvlV+EaCjC3k3FhAIRineUsntTMZFwDBU3MSMRTNNkw8cnjlZVXe6jrspPeXEN9dWBY+Yr2VNOJJjYK7Bu4aYv1eZTQgGmOvHRBtAjeU2b4Zd3X86U15bwrbGDCPjDBFWcZXv3k2PaKN1XQwVxMiwGt949nKW7DxJ1CnnZURyjPGzZX8HOsiqMonouHDuAzpf1ZuanW/Bme/n26EG47LbGen40+Ub+NW0RN942gq65Gdx643DWzt9Bji9ITY7gc8To5Epj7OBe+ENhdpdV0T0vi0nDx/C+dzsjO3SnMCud/FEerlm+lS0RH8O7dmb67BV87/JpSHw9E35wBR26bmV7VTWbNt/J93/zPuVFl3PhiN5MfuMeXp36ESWWOh64bzjLsw2WqHX07+NEKjoScvVgSH4POriHkfHoTuSVhdQMSaGwbzYXXXYpga1BVlQWUT9SUZDWmcvye9Hv/ixQisKeeQR8DaSkHuneoGjbQXau3cfI8cMad9Uewpni5N6/3s6+zcUMHt2fyTPv4+Cecg7sKGXHmt3YVZzvPTqBVQu3YFgNBn0tYbOPx00+nrWabn070a1vRwp75/PItLuw2a2kpLmY+8ZyBo/oQ07HjGb1DRrZj+t+PJYtn2zjJ0/fcRq+pi9AOxnJayWvaTNMfm4+9bUNvDlrJbU1DQRcKuGEDIUtbhLFQrUJf3nuQ3xdUojbBFd5CPf8EL4eXiJpFmz5TlbO28iimnoasi0crAzz2D8XcPUFfXEkFdvT0+ZhW1rMI588xx+XPMTLb32C7bMwlYOckIwc5QtW4txiY/PBMtLcTt791a1MWjYfY7+V9VvLuKp/b7Yv38faD7YhhjA97IPt0KXwWkb1vwEX4CxMY+qixbAROi3sgtXcysWj9pFfkMmaOYnR6+KO3Zk5dQHxOKzLNPlo/UIsYvDvSXfgtnr56yMPUbbFTaS+moMFBrucB+hsG8DH5X5kSZg1g0oYltuNNZNXsuT99SwxTSpLarj3ye8c8X5/dc2T1FcHCDdEGXfHyGb34rE4f/npdETg/BF9uWjcYHoPLOT5h//ByndXoiJRIqEYGzaVATB1yX+T1zmTRe+s4s/3v47daeNf254EYMhl/QB4ftK/eHfaYnoNKOBP/76/WX0lu8uY+cwcVCzO0/e8yN9WPN5CX9FJ0E6UvDbXaNoMfZLxSfv360yq14nLMLAosMTBCCUiQaGgc14G1qjCYhGc/jiONCdGOHHfVhEEi5DudSBRECX06JCNzfh8eV/f/l1QhoUufTuSl+ElJdONNQZGVGEJJSbbLHEY1qMAm9XC4G6dcNtsdMvMxGITcr0e0t0uunbPxWY36NUvH2dAYRUL5+RlNdZzTqdsrCY4wnHy8mtxpUCHgiy86W7sThsiMPCSnnjSHJi54MiM4Emxkp/hJc2dWN7Y40IPWCDe08AQg4Hp3RnSszMigpEdwVB2enhzGHBRDywWQYD+w3oc9f32v7gXVrtB9wEFR9yzGBZ6DzkHu9NO5175jennDuuO4Ug4TRs85jwycrzkdMwgNemsrLBPPja7lXOHHunjvt+Qc7AYwoDhR0aUSs9Nw5uViLA1aNQXX5XTYigF8fiJjzaAVvKaNkNWpgfDaqF7YTav/PUOXDYb9ihYxZIIf6cEmwmFhTmkuhx47DayPC7SMt04rQYSUxihOJ60FLwpDgwlWMVCp4xUmu7i79w9F1thGrFwjEBtkA5ZXmxuGxkuNzkdUrEFBLEJ76zehOmL4C+qxYLQMSUVh92ga1YGTqsVh9NGVm4qvfp15rnbr+O8HbDj032N9RTkZbDmmZ/zyTN34il0sG9IDo++OpeJ1/yRgm5+as9P5+ez5+PploWRJ3g8MR7+aW/em3QHU+f+h2sffYmOnceRmZeOKwNsEsVhUXxrxPl0KfRiFrvJtXrJdLhJzXCTluUhNcNN1TE2LT084x5mlkxh1nMLuHv4I1SXfT6RKiKMGD8Mb0YKNWWfb5a69JoLGDTyXMSw4HA5eH7hr8nI9fLY96cSi8bp0b+At3dM5rczfkg8Fufhm5/l59c+RdAf4mtXD+K9vX/mqpuH84PLfsczD7zZWG5KqouBI/ph2Axcni/nOfOUOY1eKM8kraLkReRKEdkuIrtE5IHWaIOm7bFo2XbiMZPZ8zayc085NQ0hQjZFxGIS8gpYFFEDPlm5k6p4GF8owkEVoXxHJX6ribIJDd3SqK9v4MBnPmIORZQ4CzfvJhSNNdYzc8lGYrtqKNldzrJFm9m19TMCZozKWANldQFMUxEXRZk/SNgh/Ke6nJpwA0v37aMhEOPTvfupCgRZ+589lOyv4oN3VrNg9gbKSmuZ886aI+SqrlnHhn1ZhGxWlh04SEWpj91b7fgLU6iNR9lZW4/aoKiudLCgfBEAb3+ykQOVtby3cAPVB+uIfBKjwRTmlK6luj5I0T4fZo1BaWUNm2pK+PAfK6ipqKeuOsD7M5Ye8x1HIzEW/XMF+7eXsH3Vnmb33p+6kM/2VbD47RXN0ld/uJZ4JMbsF+ZRvLuM7WuLWLd0xxH/mdRU1LPm423sWL+fou2ljekbP93Fwd3lfPjmp83yfzJrJfFonDnTPjrud3HaaCdK/ozb5EXEAP5GIsZrMbBSRN5VSp14al5zVnPfXWOY+sZSHvjJlQzsW8DwfoUU+eqIKxPxRykjRpZYuePuS/loSxF+FSXLEiZreBZbSqrYU1mNY089Q0b2xTukkI+37sOe6uSmMYObTbw+cutYZhlLOdeTyg0TLqE4BbYu2YMt34Mzz8naHSU4rAa98rIp317OJf0KCRT7eeDiEcxZt4MrC3uTl+phzLjz2bGlhCEX96DvgAKycr2MGXc+tdV+Du6vpt/5BYgIuTkj+P6Ni5m/q4HxY6/ms4Ji4vXLWLrdj3dob/p57KwfHaSgIMztXb9PWXE1942+iAPhAMOycpiTuYTw+CrK3eVc3el6ctM93DC2D4tLt3Nxv0FcktudLg+lYHd9gN2AISP7HfMd2x02fj3jHlZ/tImeg7s2pm8vruDmP9zEsleWcv09Y5s985Nn7mTW3+byi7/fTWGffEZcM4jczlnkFWQ1y5edn869f7iJXZsO0LXP5yafr18zmPLianoMKGDjp7vo2jsfb0YKP3/+Ll5+9J/8+OnbTu3D+VK0ndUzJ6I1Jl6HAruUUnsARORN4DpAK3nNcXn25UXUVQX56/SP+d9fXsuyLfsJpyYCbYihUAh+FePFFxZQnu8gbgP3wSCutfvwdU9MvEbzXKxavI1grZ+GbAsRX5g/zV7K+EsGYE0G45j82kfYZm6n2GJh8LgB/N/c1Tj2N1DpdEKZYK2FWCocqPNhKGH7yvXMf2oReyamEa2zsWtvDeMH92fzp/tYOGcDq5fv4vUP7ufOn1wOwG3XPU1FuY+f//e1jL7qfMINcf75dADThA7XLWNvoCNzZoSoGpZCuLSE9bt8BDvkY75t8ETZP6ibFCFumjz5+t1Mf/xdNn66C489QOnVaezaMZOxHYYyc/42lAn/dq/nO92HMvvFRfxnwWZU3OST99fTqXsefS/odtT3HAlFmPfaUtYu3ML09b9n24FyvvfUm5hxk+x3N1BRXM1T8x9uzL9u3noObNnP+y/MA5eLBW8sQ6wGI6+/gMLe+c3KPrCrjDmvfkLZgWp+O+OHANidNr5z3zd4b/piXpj0Nl16duBv8x5g1rMfUra3jMkTn+Otg8+fhi/qOChQbWSz04loDXNNJ+BAk+viZFozROQuEVklIqsqKirOWOM0X128SV8qWRkpOOw2LHwescnyubWFFJcDiZsgYImYWOwGllhiVGaEYohpJiYhk896nXYsTYzy6akulCFYLEJaqhuLNZFXkGQ+lQjynNyAZY0qrFYDh8uGAA6bgd0wSE1zETcV6YdFTErPTMGMmwk/NoDFasHpBlB4vVlk5XpBwAibKCVYIzEskURjM7xO3F4nQiJCU2ZuKmbcxJOVkM9mMbBYBKs9KY8V3FZ7Yz67PTHB3NQvzeGkZnox44r0nMTEp9tpR0RwGgYqGicjr7nr38z8DMyYSWZ+Btkd0hMyWSw4D4sgBZCR68WMm2Tmph5xLz3bSzxuNtab1TFRVqtFnIqbJz7aAGfc1bCIfAsYq5SamLy+BRiqlPrJsZ7RroY1kFhzXVRSTbfOWYgIdfUNhMJRGsJRnDYrvlAIl9VKfk4aPn8oYWcPxUnP8RAIRvis2kfE10Cvc/IRu5XKWn9icjTNjd36+Y/aaCxObV0Qt91KitdFIBShIRhBrILTYeMzXz0pNjsOm4EgWE3BsAjisFDbECLN4Ww0//jqgrjdDqy2z1fvxGNxAv5wo5IHCIdChEI1pKUnRr7lJTW43HYihuCM1+I3LdTG6+mZ3Z1YJE40EiPF68I0TXzVAbyZdooCn9HJlY/DaicQDlMWqCPXm4bH5kApRW2lH7fHQSwaP+o6+ab4qv2kpLoanYr5G8JYDYNQXZDULA8Wy+fjQ6VUMnhIQvl/dqAKT5oLT6r7qGXXVtaTluU5wmc9QF21H0+auzFYeNGWYgr6dGxW34loEVfDRra62HP0nb9Nmet76Svvarg1lPzFwCSl1Njk9YMASqljLoTVSl6j0XxRWkzJp1xzwnxz66d/5ZV8a9jkVwI9RaQbcBC4EThyZ4ZGo9G0IspsG+aYE3HGlbxSKiYiPwbmAgYwTSm1+Uy3Q6PRaI5N21kieSJaxa2BUup94P3WqFuj0WhOyCEHZS1Ecun4KuCgUupqEckE/g/oCuwDJiilTou7Tb3jVaPRaA5DASoeP+FxEtwLbG1y/QCwQCnVE1iQvD4taCWv0Wg0h6NaLmiIiHQGxgFTmyRfB7ycPH8ZuL4lm98U7YVSo9FojoJqOXPNn4H/ArxN0vKUUqUASqlSEcltqcoOR4/kNRqN5mh8sZF89qFNm8njrqZFiMjVQLlSanWryEArrJP/MohIBVB0hqvNBirPcJ2txdki69kiJ5w9sh5NzkKlVM6pFCoiHyTLPhGVSqkrj1PO48AtQAxwAqnA28CFwMjkKD4fWKSU6n0qbT5mG9qCkm8NRGTVV32TQ0txtsh6tsgJZ4+sbUlOERkJ3J9cXfMkUKWUeiLpiTdTKfVfp6Neba7RaDSaM88TwOUispOER94nTldFeuJVo9FozgBKqUXAouR5FTD6TNSrR/LH5oXWbsAZ5GyR9WyRE84eWc8WOb802iav0Wg07Rg9ktdoNJp2jFbyR0FE9onIRhFZJyLtxsexiEwTkXIR2dQkLVNE5onIzuTfjNZsY0txDFknicjBZL+uE5GrWrONLYGIFIjIQhHZKiKbReTeZHq76tfjyNnu+rSl0eaaoyAi+4AhSql2tc5YRL4O+IEZSqn+ybQ/ANVNlnJlKKV+1ZrtbAmOIeskwK+UmtyabWtJkmus85VSa0TEC6wmsUX+NtpRvx5Hzgm0sz5tafRI/ixCKbUYqD4s+Yz50DiTHEPWdodSqlQptSZ5Xk/CCVYn2lm/HkdOzQnQSv7oKOBDEVl9+DbldkgzHxrAafOh8RXhxyKyIWnOadMmjMMRka7AIGAF7bhfD5MT2nGftgRayR+d4UqpwcA3gB8lf/pr2j5TgO7AQKAUeKpVW9OCiIgH+BfwM6WUr7Xbc7o4ipzttk9bCq3kj4JSqiT5txx4Bxjaui06rZQl7Z2H7J7lrdye04ZSqkwpFVdKmcCLtJN+FREbCcX3mlLq7WRyu+vXo8nZXvu0JdFK/jBEJCU5sYOIpABXAJuO/1Sb5l3g1uT5rcCsVmzLaeWQ0ktyA+2gX0VEgL8DW5VSf2xyq13167HkbI992tLo1TWHISLnkBi9Q8Ltw+tKqd+1YpNaDBF5AxhJwrteGfAIMBP4B9AF2A98SynV5icsjyHrSBI/6xWJkGs/OGS3bquIyKXAEmAjcCiKxUMk7NXtpl+PI+dNtLM+bWm0ktdoNJp2jDbXaDQaTTtGK3mNRqNpx2glr9FoNO0YreQ1Go2mHaOVvEaj0bRjtJLXnBIiki4i97R2O06EiPxMRNyt3Q6N5kyjlbzmVEkHWl3JS4Ljfc8/A05KyYuIDo+pafNoJa85VZ4Auid9eT8pIr8UkZVJh1GPQsKhlIhsE5GpIrJJRF4TkTEisizp73xoMt8kEXlFRD5Kpn//UCXHKXeriDwLrAEKRGSKiKxK+hw/lO+nQEdgoYgsTKb5m5Q9XkSmJ8+ni8gfk/l+LyLdReSDpLO6JSLS5wy8U42m5VBK6UMfX/oAugKbkudXkIi5KSQGEP8Gvp7MEwPOS6avBqYl810HzEw+PwlYD7hI7FQ9QEI5H69cE7ioSXsyk38NEkGTBySv9wHZTfL5m5yPB6Ynz6cnyzeS1wuAnsnzYcBHrf3O9aGPkzn0z1FNS3JF8libvPYAPUlsq9+rlNoIICKbgQVKKSUiG0ko60PMUko1AA3J0fRQ4NLjlFuklPq0yfMTku6hrUA+0A/YcJJyvKWUiic9Hl4CvJVwnQKA4yTL0mhaFa3kNS2JAI8rpZ5vlpjw/x1ukmQ2uTZp/h0e7mdDnaDcQJPrbsD9wIVKqZqkCcZ5jLY2refwPIfKtAC1SqmBxyhDo/nKo23ymlOlHvAmz+cCdyRHwIhIJxE52WAV14mIU0SySDgUW3kS5aaSUNB1IpJHIh7A0doJCVe8fZOTtTccrSEq4a98r4h8K1mviMj5JymPRtOq6JG85pRQSlUlJ1A3AXOA14HlSfOGH7gZiJ9Ekf8BZpPwnvg/KuHbv0RE+p6oXKXUehFZC2wG9gDLmtx+AZgjIqVKqcuAB0jY3g+QcE/rOUZ7vgtMEZGHARvwJol5A42mTaC9UGq+Mkg7DLSt0bQ22lyj0Wg07Rg9ktdoNJp2jB7JazQaTTtGK3mNRqNpx2glr9FoNO0YreQ1Go2mHaOVvEaj0bRjtJLXaDSadsz/A3+j3g9QuYsmAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo.plot.scatter(x=\"temperature\", y=\"level\", hue=\"lat\", s=2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<xarray.plot.facetgrid.FacetGrid at 0x7ff312df5f40>"
+      ]
+     },
+     "execution_count": 34,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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nBPQ6SVdJakiSu98v6d8m2ag0xEkw6o1FXb/nkUKMHs5MT+meLRcvjwJKS/MNo1YWLeqIwLAXkEprwaBhtzvvWwkN8v6qNxZ15Y37czmyO8qSiJW04vmi89aWqhIEAIAii5OATrj719suO5pEY9IUtYdmN3nq5EdpLbuNUsQVf6Xhd4Lj7nc4qG7t7rWcNu+lhlHvr7jr3C66kyjkTBKxklY83/3AoVyfsAEAYJTEWYToX83slWquM2Fm75T0eKKtSkHQabryxv09r76Zl05+lG7lj0XeEqRTufEgj5l0KV6ndvdTTpv3vUbDVpquVsb1jgunlkvaT6tW9PQPGjrWJfyKXDJeNsOOlbTiefPOfaG3zftnOQAAZRQnAf33kj4r6Twzq0n6jqRfSrRVKQk6Ke0d5W7y0smP0qlTFXdrhDxLI2FMQlS7+1m5MyrBy8uJhbiJRXvyHYVEobzSiOe8n7ABAGCUdExAzWxc0gfc/Q1mdrKkMXd/Jp2mpaO1o9ypZDWQp05+lCQWC0Fy+imnTWLkaNjiJBbtxxG1bQuJAgaR9xM2AACMko4JqLsvmtmFzd+fS6dJ6WvtKIeNyAT73AWjh9LSAj957fjT2SqWfkdnijoS3C5O/NUW6tq4fXfuYg3FUIQTNgAAjIo4JbjzZrZL0pckLSeh7n5LYq3KULeOSt63v5DobBUNJwyOa69ICE7+SPmMtQBbfORfWU7YAABQdHES0NMlfV9Sa+2mSyplAip17qhs3XWwEPtq0tkqDk4YhCdwYWXx9cairti5TztufzA3r1ERTkoBAADkRdcE1N1/PY2GFMHcfE0L9UbodSySgkGM8gmDqASu08JEeUry+llECgAAYFR1TUDN7C90vApumbv/RiItyrFOe8axSArQn6gEbjxiQaLW2+Qhyeu2iFSc8lxKeAEAwKiIU4L7lZbfT5L0dkmPJdOcfOs0yln0+Xppd4DpcCMQFVeL7qpWxruOhGZpbr7WceXeOOW5WZTwEn8AACArcUpwb27928y+KOmribUox6JWK10zUSl05y3tDjBz5tCq07ZBUXNBW01/9A4tHGmknkgF7+Ow5DNYRCpOeW7aJbzE32ok5AAApGesj/u8StIrht2QPJibr2nj9t06d8tt2rh9t+bmayuun920TtXK+IrLqpVxXX3J+Wk2s29Rx9epA5yEtJ8P+RYVV0EScM+Wi3Xtuy+QRdz/8JGGXMcTqfa4TUrY+1iSxs207bL1mpmeirXHaz/7wA6C+FspSMhrC/VM3kcAAIyargmomT1jZk8HP5JulfSh5JuWrjidkJnpKW27bL2mJqsyLY3QBB3NvAs7vtmb9uuCa+6IHF1KqgOcdocb+RYnrmamp1ZPRA+RZiIV9X495r7c9qi54a2Xx7nNMBF/K/WbkHc7YQkAAMLFKcE9NY2GZC1uGVxeVyuNKiELLg9LMhuLHrmqrxS/A9xr+VpUySULOY2uOHE1FfG+aZdWIhX1Ph4zW05Gnnv+6Krr2/d4HXQfWOJvMP0k5JQxAwDQvzgjoHfFuazoijwqEDV6+wdzB5Yv71XcDnA/5WudSi6BKGHvmzBpJVJR7Vl01+xN+zX7pf2rTvCsmaiEju72W1lB/A2unxFoypgBAOhf5AiomZ0kaULSGWa2RlqegvViSWel0LZUDToqkOUiFlGdoev3PNLX40310P5+FlBpXXyFRT8QV/v75rRqRc+9cFSNxZXFuUdeOKq5+Vri76fg8a+8cf+qhYja2xSYeNEJoe3qt7KC+BtcPyPQRT5hCQBA1jqV4P47SVdoKdm8V8cT0Kcl/Zdkm5W+Qcrgsi7HGmanZ9xM92y5eODn7tamvJYyI9/a3zdz8zVt3XVwxUjj4SON1OJvZnpKm3fui337YScoxN/g+knIKWMGAKB/kSW47v6n7n6upA+6+w+7+7nNn9e5+6dTbGMi2heQkNR3GVzW5VjD7PSEbSnRz3PTEUMaZqandPKJq8+j5TX+hh0XxN9wBKstf2f7W3TPlou7fu5TxgwAQP+6zgF19/9sZq8xs3eZ2a8GP2k0LilR86Yk9dQJCWRdjnXReWsjt6hoV62M69p3X6CpiA5q1OVR6Igha1nG39x8TUdeWL3QUBiTVsTFMFZRJf6yUeQV0QEAyFrXVXDN7GpJr5f0o5L+RtLPS/pHSX+VaMsSNOyN37Msx5qbr+nme2sdt6gYN9Mx91WlZYOsvBlgPhn6Mcw501nFX3vpfTeu4/EyN1/T7Jf2q3FsKXJrC3XNfmm/pN7Khom/7FDGDABAf7omoJLeKel1kubd/dfN7KWS/jzZZiVr2CMmg26jMIiwZLpVtTIeemZ+mB1XOmLoxbDnTGcVf91ir11rdcHWXQeXk89A45hr666DPb8GxB8AACiSOAlo3d2PmdlRM3uxpCck/XDC7UrUsEdMshyF6JQ0T1YrMpM279ynHbc/uKpNdFyRhagKhK27DvYVQ1nFXy8nrMbHTM89f1TnbrlNZ01WI/ff7bQvLwAAQBnESUD3mtmkpOu0tBrus5K+nmSjkpbEiEkvyVwv5Ydht5WOd7bHzEIXDpqsVvT80WNslI7ciUrcFuqN5QSs1/drUvHX6f5RZe+T1Yqee/7oihHOxWO+4tgAAABGVccE1MxM0jZ3X5D0X83sf0p6sbvfn0bjkpLliGUv5Ydht529ab/kWu7chiWf1cq4zDTUea7AsERVILRL4v3aa/yFnfzpNO8ziL328tq41kxU+rofAABAUXRMQN3dzWxO0oXNvx9KoU2JCjqVtYW6xs06Lt6ThGtuPRg7MQwrVYza4L59oaGovQnZKB1ZaY29uIb5fv2DuQO6fs8jqy4Pi7+wRHXzzn06qTKmeuNY6ONPdYm9birjpqsvOb+v+wKjaJiLmQEA0hOnBHePmf2Yu3+jlwc2s89LequkJ9z9Nc3Ltkr6LUmHmjf7T+7+N7087iDaO5XB6GGS5amtX5ATLxrXcy+Ej5yEdbR76Xwvuq/YioWN0pEnva4YGxjk/Ro39qTVsRZ28selyOSzVdwR3jUTFU286AQ6z0hdGRK3YS9mBgBIT5wE9CJJ7zezhyQ9p6Xt7NzdX9vlfn8p6dNavV3Lp9z9Ez22cyg6rVrZPgoyjC/o9i/ITh3g1o52tzlmUVr3NH3HhVO6+d5aJivzAu16XTFWGuz92kvsScfjr59R2kCn2GtXrYzr6kvOp6OM1ES9t/vdAigLrd/LYesfZDHNpAzJPACkLU4C+vP9PLC7/72ZndPPfZPSbUQxuH5YZ1Z76XQHHe1+R4pa1RuLuvuBQ9p22Xq+GJELcUbzJ6sVnXzi0ojg5ERF7tErOHfTS+wFiW6SsXfReWt19wOHiEVkott7u98tgHp5/jjx0CmZi6pgaldbqGtuviYp+XUeGIUFgP50TUDd/WEz+ylJr3L3vzCztZJOGeA5f8fMflXSXklXuvvhsBuZ2fskvU+SXvGKVwzwdMd1K40LRkGitono9cxqLyW0O25/MPK5+/HYQp1tVtC3Ycdft9irVsa19dLzlzuhg3bqeom9E08YkxQ/9iaa80CjKhSIPQwiie++OO/tpLYACovn1rnYQXzvffjJFZUDwaJ7W3cd1FP1RuSK72Gu2LlPY5KCgvmkEsNh9RWQH0nEH4DVxrrdwMyulvQhSVc1L6pIur7P5/szSa+UdIGkxyX9SdQN3f2z7r7B3TesXbu2z6dbaXbTOlUr46HXtZb7RXVeawt1bdy+e/nsaje9zF8LviDjlP5Z11tIY2ax2wm0G3b8hcVe8D6emqxq22XrV6xOHdapu2Lnvtjx10vsLdQbsWOvWhnXiZXxjuXxLvX0OQG0SuK7L+4Jmbn5mubma9q4fbfO3XLbqvdxp+uixEl+641FffFrj4YuurdQb8gVPeIZpX22dpAYhunnuKTo15XF/oorifgDsFqcEty3S5qWdJ8kuftjZnZqP0/m7t8Lfjez6yR9pZ/H6VdrBzdYBXfRfXn1yuD6TqM1vZxJDdtvtJN6Y3G5Te1aV7mN01FedNcVO/dp666DyyNLQFZ62fqoU+ctbvyFxd6YSVG7o8SNvbir3NYW6sQfEhe3tDXu98bv37hP42O2vNp68D6+Yuc+TVTGdKRlEa5g7ug1tx7UwpFGaMlsL/Ope00w+xH22TJIxQWL/cXXrby6l3Jp5t0CxRcnAX2huR2LS5KZndzvk5nZme7+ePPPt0v6Zr+P1a84pXHdEsduJTatH46nVSs6qTKmw0filTctuqtaGV+1eFDrCNHG7btjf6kHozsSc1KQrbhlqd06y3HjrzWpXDNR0bM/OKpjHTq5cWJPUk+dauIPSYlT2rp55z59ae8jOvLC0ViPecylYxFbfR0JWQG6ccyXv9uCZPXDf31Ax9xjrRjdKuoEUCfVyrhOPGEsdvlwWGI4SBltWF8hzuJpZU6g4uyf3Jrkd7ou7DVh3i1QDl1LcCXdaGafkTRpZr8l6auSrut2JzP7oqR/krTOzL5rZu+V9HEzO2Bm92tpdd3NA7Q9MTPTU9p22XpNdTiLGTVKE3w41hbqci11QH/QOKbJarwN5oNyxOC5x82WvwyDsqBOpcRhOpUeAXkT5/0dJ/6k40ml+1JnuZM4sRe3fa2IPyQhTmmrS7rn20/GPgE6DM+9sNhz8lmtjOs9P/HyWHE1brb8b72xKIszJ6XpyAtHV5XXDlJG29pXMK2eThCmvY8QJFBlKNmPOratu6L3P+90AiBMr7cHkE9xFiH6hJm9UdLTkl4t6SPufmeM+70n5OLP9d7EbASjNVGjjVElNlEfjr2shht8eXU7y9d6lvHIC0c7djKYk4KiaC+VDzPs+DPFjz3iD3lQlvfUuNly0rbh7NM7xr1Jes9PvHzFYkWHjzSW9oaL8VyHj6yuSBi0jLbXBcfKvHBRr5+/nd7DvZ4YKEs8AKMiTgmuJB2QVNXSZ/yBLrctlV5LbAb5EFwzUem6EMuVNx7fr631y2puvqYrOsxNY04KiiR4f4dtH5FE/LnUc+y1x9/sTfuX5861I/4wbHHndebdMfflWAri6twtt4UmlC7p7gcOrYrPXgp325O9fsto+1XmBKrXYwg+F3s5AcC8W6Ac4qyC+5uSvi7pMknvlLTHzH4j6YblRa8lNlEfgmsmKl3Li97y2jOXf4/6IF90Dy3XmZmeiizzDUZ3gKJJM/6CmOo19oJ2nvyi8PN5xB+S0GspeF6dFvK9FRXHpvBkpVe1hbouuOYOnbPltqUtW2xpH+K4ZbSD6JRYFV0vn79Bkh/2Pu50AqDX2wPIpzgjoLOSpt39+5JkZv9G0v+W9PkkG5YnvZTYRJ1NvfqS8yVJV964P3KhhbsfOLT8e6ez21HlOlsvPX/Vc5ukX/rJVxS+tAeja5jx16lKIIipfmJPkp6KWAildXQVGJbgPXXNrQdTnePZLk7565qJin70zFN1z7efXHXdc815ma0xEqw23f64rv4WKwrTunDRcy8sqjJ+TJ969wWJx+ogI655X7yo2+dvp7bHPa5eVlQHkF9xEtDvSnqm5e9nJD2aTHOKL86HY1QnuHXkpdtKvGGjNHwwY9R1i4FO88uCmOon9qTok0adFjMDBtFaqh685ycnKlo40uipLDVKsEVZEDftyWawSrSkFc/vvnRCpj3+pj96x6pkubHooSd1otoftlp1L6IS5qh2DFu/39Nhq7/O3rRfW3cdDH2t4xpmUtvt2Dollb08Z6+3B5A/cRLQmqSvmdmXtfS5/TZJXzez35ckd/9kgu0rpE4fjjPTU9q662DosvGt5SvB/aNGTKNKXfhgxqjrFANRIyvS8ZjqN/bSnksGBMLmJLe/FyvjJrWtBl2tjOsdF05p5zceXTV/uTJmy8lDnP0a43zvRI3Utp64CdoeJUiKO1UzdLpvpxLetOZh9vM9HTY3vbHoy32JfrYjSWJLE/ogAOKIk4B+u/kT+HLz31OH35zREFYqG9ZRDVuRM+q2ALqbmZ7S3oef1A17Hlk1ktMaU/3EHhUIyIuo92LYZcHqs62lvJPVirZeev6q9+6gyUXU6GPrTiqdtpcJ4m9meqqvBPSxhXrHEt68zMMMS/TjJMfBYmmbd+6L9flT5hV5AeRbnG1YrkmjIaOkl44qnVpguD42s355u4dOMdVP7HH2H3kR9V6MuiyN921UWW3r5Z0SrdbFgdZMVHqe++pSZPJZGbdcnNiNGpWcjHm8wfHFGc0s84q8APKtawJqZhskfVjS2a23d/fXJtiu0uvlC59OLTBccWOK2APS1WkudWssXn3J+R23PurGTApy0TUTFV19yeoR3yxEjUqeeMJYz3Nfu41msqUJgKzEKcG9QUsr4R6QdCzZ5gAAgDKKGrVcM3F8K5a4c6nDKhQuOm+t7n7gkGpdSm0lSS49tP0tAx7R8EWNPj5Vb+hT775g+Xjjpt2dRjOZtw4gK3ES0EPuvivxlgAAgNIKG7WsjNvyNh1S71NUuo1abty+u1CjfJ1GJVuPN+q4wu4XhSk+ALISJwG92sz+XNJdkp4PLnT3WxJrFQAAKJW4Cc8wS9+LNsoXt73dtouKul87phkAyEKcBPTXJZ0nqaLjJbguiQQUAADElnbCU7RRvl6S9PbbBSXIRThOAKMtTgL6Ondfn3hLAAAAhqxoo3wskgag7MZi3GaPmf1o4i0BAAAAAJRanBHQn5J0uZl9R0tzQE2Ssw0LAAAAAKAXcRLQNyfeCgAAAABA6XUtwXX3hyW9XNLFzd+PxLkfAAAAAACtuo6AmtnVkjZIWifpL7S0Gu71kjYm2zQAAAAAeTc3XyvMatPIXpwS3LdLmpZ0nyS5+2NmdmqirQIAAACQe3PztRX70tYW6rrqlgOSRBKKUHFKaV9wd9fS3p8ys5OTbRIAAACAIthx+4PLyWeg3ljUjtsfzKhFyLs4CeiNZvYZSZNm9luSvirpumSbBQAAACDvHluo93Q5EKcEd62kmyQ9raV5oB+R9IYkGwUAAAAg/86arKoWkmyeNVlddRlzRSHFGwF9o7vf6e6z7v5Bd79T0s8n3TAAAAAA+XbReWtlbZdVK+Oa3bRuxWXBXNHaQl2u43NF5+ZrqbUV+RCZgJrZB8zsgKR1ZnZ/y893JN2fXhMBAAAA5M3cfE07v/7o0kIxLd5x4dSqkU3miiLQqQT3v0v6W0nbJG1pufwZd38y0VYBAAAAJRCUndYW6ho306K7pkpSfrp110E1jrWnn9JX9j+uj82sX3EZc0URiExA3f0pSU9Jek96zQEAAADKoX2LkkVfStbKslXJQr0R+/Je5oqi3OIsQgQAAACgg7AFdsLKTgNB+WlUAtr6eJMTFblLT9UbuVm8p9vczY3bd69o5+ymdSuScSl8rijKjwQUAAAAGED7SGcwwhmVfAZqC/XlRK41eb3ovLW6+d7a8v0PH2msuE/So6fdVqsNjreT2kJdm3fu096Hn9THZtZrZnpKex9+Ul/82qNadNe4WehcUZRfYgmomX1e0lslPeHur2ledrqknZLOkfSQpHe5++Gk2gAAAAAkLWqBnTiu2LlPYyYFUylrC3XdsOeRVQv7tD92p9HTQUQl09JSwjs3X9PmG/fJOzWwySVdv+cRXb/nEa2ZqOjZHxxdLkNedNfN99a04ezTSUJHTJIjoH8p6dOS/qrlsi2S7nL37Wa2pfn3hxJsAwAAADBUYQsLDaJ9HZ84j5bU4j1RyfSVN+7XFTv39f24raO4rY+bVCKN/EosAXX3vzezc9oufpuk1zd//4KkvxMJKAAAAAoiamGhtEUt3tNePnvReWt19wOHIstp24UtFCQld5y1hfqq+aIot8h9QBPyUnd/XJKa/74k6oZm9j4z22tmew8dOpRaAwEQf0BWiD0gO3Hjr9PCQmkKErfWxYCC5Li2UJc3b3P9nkdW/H3Fzn06Z8ttq+4b3D8LQZlvVs+PdKWdgMbm7p919w3uvmHt2rVZNwcYKcQfkA1iD8hO3PjL076VQUI5/dE7lkc+4ybHYUnfjtsfTKqpXQXluCi/tBPQ75nZmZLU/PeJlJ8fAAAA6FvcfSst4Xa0Onykoc0790WWz0ZpT/p6vX+vKuOmyWol8vo8JfdITtoJ6C5Jlzd/v1zSl1N+fgAAAKBvs5vWqVoZ73o7l2QpZqH9ztB8rLkVzAXX3DHU9gSHPt58EaYmq9rxztdp39Vv0lREEh83uUexJbkNyxe1tODQGWb2XUlXS9ou6UYze6+kRyT9YlLPDwAAAAxbsFBOsApuJxmtT9STyYlK1z1LW7eJ6cS0lAhPdVnsaHbTulXPWa2Ma3bTuh5bjyJKchXc90Rc9XNJPScAAACQtJnpqeXkqn1V3DwJEsJO3LvvWfrJd13QMeFeM1HR1ZecH3sV29YkPu7qvCiPJPcBBQAAAEotSJoG2SMzMD5mGpPUaBlurIyb5Csvi2OquQXLF7/2aMctVJ6qr96fs/1xgmMMG7Xcdtn6vhLH1iQeo4UEFAAAABjAzPRU1xFCaWmxoFaVMdMpJ52ghSON5VFAafXIYKfLagv1VSOd1cq4LjpvrW6+t9Yx+QzmYka1u7UsllFLtO8x2+//PwkoAAAAMKDZTes0e9N+NRZXJnyVMVsuT43bge/1srDH7bYlS2tyGVZCHFZWW/RRy2ElUKOovdQ82MZHCn9vdkICCgAAAAwo6IRfc+vB5ZHOyWpFWy89nsQllcCFPe7mDiXBYYsElT0xG2YCNYrCTmgE2/iQgAIAAAAZyNMI4VmT1dDS2qnJqu7ZcvGKy/LU7qQMM4EaRVF7tPazd2va+4ACAAAASFjYfqWjvNXJMBOoURS1R2s/e7cyAgoAAACUTNkXDep1PmfUiHA/CVRZ9PIaDnPvVhJQAAAAoITKWlrbz3zOYSZQZdDrazjMExokoAAAAAAKo5/5nGUfEe5Vv6/hMF4vElAAAAAAhdHvfM6yjgj3I8s5sSSgAAAAAAqD+ZyrFWlOLAkoAAAAgMJIaj5n3CSu12QvaZ3mc0rhZcdZzoklAQUAAABQGEnM54ybxE1OVPTsD46qccxX3S6rJDRqPuc1tx7UDxrHOi40lEUiTQIKAAAAoFCGPZ8zKonbuuugnj96PIk7fKSx6r7dFu9JWtS8zW5tzWpO7FjqzwgAAAAAORKVxC3UG6sS0zC1hbo2bt+tufnasJvWVa/zNtNYaKgTElAAAAAAI20Yi+8EJa5pJ6Gzm9apWhlfcVm1Mq7JaiX09lkv1kQCCgAAAGCkRSVxaybCk7goQYlrmmamp7TtsvWamqzKJE1NVrXtsvXaeun5oceUxkJDnTAHFAAAAMBIi1qUR9Kq1WIr46aTX3SCFuqr51hK8Upch72Sbqf5nHlasVciAQUAAACAnpO4jdt397WXZqcVd4edHGa10FAnJKAAAAAAECEqiet3L82oFXezXEk3TSSgAAAAABBTa/nsadWKTqqMaeFII3aJa1SJbtar06aFBBQAAAAAYmgvn12oN1StjOtT774g9ujlWZPVvkp3y4JVcAEAAAAghk7ls3FFrbib9eq0aWEEFAAAAABiGEb5bNSKu6Mw/1MiAQUAAACAWIZVPpvH1WnTQgkuAAAAAMQw6uWzw8AIKAAAAADEMOrls8NAAgoAAAAAMY1y+ewwUIILAAAAAEgFCSgAAAAAIBXm7lm3oSszOyTp4Rg3PUPSvybcnLRxTMWQ92M6293X9nNH4o9jyrkiHE9f8ddD7EnFeB16VbZjKtvxSMU4JuKvd2U7Holjykpo/BUiAY3LzPa6+4as2zFMHFMxlPGYelXG14Bjyr+yHU+/yvg6lO2YynY8UjmPqR9lex3KdjwSx5Q3lOACAAAAAFJBAgoAAAAASEXZEtDPZt2ABHBMxVDGY+pVGV8Djin/ynY8/Srj61C2Yyrb8UjlPKZ+lO11KNvxSBxTrpRqDigAAAAAIL/KNgIKAAAAAMgpElAAAAAAQCoKn4Ca2biZzZvZV5p/n25md5rZvzT/XZN1G3sRcjw7zOwBM7vfzP7azCYzbmLP2o+p5fIPmpmb2RlZta1fYcdkZv/BzB40s4Nm9vEs25eGssWeRPwVAbG3hPjLv7LFnkT8BcoWf2WLPYn4y7vCJ6CSfk/St1r+3iLpLnd/laS7mn8XSfvx3CnpNe7+Wkn/R9JVmbRqMO3HJDN7uaQ3SnokkxYNbsUxmdlFkt4m6bXufr6kT2TVsBSVLfYk4q8IiL0lxF/+lS32JOIvULb4K1vsScRfrhU6ATWzl0l6i6Q/b7n4bZK+0Pz9C5JmUm5W38KOx93vcPejzT/3SHpZFm3rV8T/kSR9StJ/lFS4VbAijukDkra7+/OS5O5PZNG2tJQt9iTirwiIvSXEX/6VLfYk4i9QtvgrW+xJxF8RFDoBlXStlt5Ix1oue6m7Py5JzX9fkkG7+nWtVh9Pq9+Q9LeptWY4rlXbMZnZpZJq7r4/q0YN6Fqt/n96taSfNrOvmdn/MrMfy6Rl6blW5Yo9ifgrgmtF7EnEXxFcq3LFnkT8Ba5VueLvWpUr9iTiL/cKm4Ca2VslPeHu92bdlmHodjxm9mFJRyXdkGrDBhB2TGY2IenDkj6SWcMG0OH/6QRJayT9pKRZSTeamaXdvjSULfYk4q8IiL0lxF/+lS32JOIvULb4K1vsScRfUeLvhKwbMICNki41s1+QdJKkF5vZ9ZK+Z2ZnuvvjZnampKIMR4cej7v/spldLumtkn7Oi7Vx66pjkvTfJJ0raX8zRl4m6T4z+3F3/3+ZtTS+qPfddyXd0vz/+bqZHZN0hqRD2TU1MWWLPYn4K0L8EXtLiL/8K1vsScRfoGzxV7bYk4i/YsSfuxf+R9LrJX2l+fsOSVuav2+R9PGs2zfg8bxZ0j9LWpt1u4Z1TG2XPyTpjKzbN4T/p/dL+mjz91dLelSSZd3GlF+DwsdeyDERfzn8IfZCXwfiL4c/ZYu9kP8j4s/LEX9li732Y2q7nPjL+KfII6BRtmtpCPq9Wlrl6hczbs+gPi3pREl3Ns/a7HH392fbJIT4vKTPm9k3Jb0g6XJvfiKMkLLFnkT8FQGxt4T4QxaIvyVliz9irxgKG39WkHYCAAAAAAqusIsQAQAAAACKhQQUAAAAAJAKElAAAAAAQCpIQAEAAAAAqSABBQAAAACkggQUPTGzZ7tcP2lmv51We4BRQvwB2SH+gGwQe+VDAophm5TEhwCQjUkRf0BWJkX8AVmYFLFXKCSg6IuZnWJmd5nZfWZ2wMze1rxqu6RXmtk+M9uRZRuBsiL+gOwQf0A2iL3yMHfPug0oEDN71t1PMbMTJE24+9NmdoakPZJeJelsSV9x99dk2lCghIg/IDvEH5ANYq98Tsi6ASgsk/RHZvYzko5JmpL00mybBIwM4g/IDvEHZIPYKwkSUPTrlyStlXShuzfM7CFJJ2XbJGBkEH9Adog/IBvEXkkwBxT9Ok3SE80PgIu0VP4gSc9IOjW7ZgEjgfgDskP8Adkg9kqCBBT9ukHSBjPbq6UzUg9Ikrt/X9I9ZvZNJoIDiSH+gOwQf0A2iL2SYBEiAAAAAEAqGAEFAAAAAKSCBBQAAAAAkAoSUAAAAABAKkhAAQAAAACpIAEFAAAAAKSCBBQAAAAAkAoSUAAAAABAKv4/3BK2P1+L7bAAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 936x216 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo.sel(level=[1, 5, 25, 50]).plot.scatter(x=\"lat\", y=\"temperature\", col=\"level\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Make an image plot of the temperature as a function of time. Divide the colormap in 3 discrete categories:\n",
+    "    \n",
+    "* x < 5\n",
+    "* 5 < x < 15\n",
+    "* x > 15\n",
+    "    \n",
+    "Choose a custom colormap and adjust the label of the colorbar to `'Temperature (°C)'`\n",
+    "   \n",
+    "<details>\n",
+    "    \n",
+    "<summary>Hints</summary>\n",
+    "\n",
+    "- Check the help of the `plot` function or the [xarray documentation](http://xarray.pydata.org/en/stable/plotting.html#discrete-colormaps) on discrete colormaps.\n",
+    "- Adjustments to the colorbar settings can be defined with the `cbar_kwargs` as a dict. Adjust the `label` of the colorbar.    \n",
+    "\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo.temperature.plot.pcolormesh(yincrease=False, \n",
+    "                                 cbar_kwargs={'label': 'Temperature (°C)'},\n",
+    "                                 cmap='Reds',\n",
+    "                                 levels=[5, 15]\n",
+    "                                );"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-success\">\n",
+    "\n",
+    "**EXERCISE**:\n",
+    "\n",
+    "Calculate the average salinity and temperature as a function of level over the measurements taken between 2012-10-01 and 2012-12-01. \n",
+    "\n",
+    "Make a separate line plot for each of them. Define the figure and 2 subplots first with Matplotlib. \n",
+    "    \n",
+    "<details><summary>Hints</summary>\n",
+    "\n",
+    "* xarray supports to query dates using a string representation.\n",
+    "* Use the `slice` operator within the `sel` to select a range of the data.\n",
+    "* Whereas in Numpy we used `axis` in reduction functions, xarray uses the `dim` name.\n",
+    "* Also for line plots you can define which dimension should be on the x-axis and which on the y-axis by providing the name.  \n",
+    "* Use `fig, (ax0, ax1) = plt.subplots(1, 2)` to create subplots.\n",
+    "</details>    \n",
+    "    \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {
+    "clear_cell": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "subset_mean = argo.sel(date=slice('2012-10-01', '2012-12-01')).mean(dim=\"date\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {
+    "clear_cell": true,
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, (ax0, ax1) = plt.subplots(1, 2)\n",
+    "subset_mean[\"salinity\"].plot.line(y=\"level\", yincrease=False, ax=ax0)\n",
+    "subset_mean[\"temperature\"].plot.line(y=\"level\", yincrease=False, ax=ax1)\n",
+    "plt.tight_layout()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "## Pandas for multiple dimensions..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 38,
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "argo = xr.load_dataset(\"./data/argo_float.nc\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "If we are interested in the _average over time_ for each of the levels, we can use a reducton function to get the averages of each of the variables at the same time:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:      (level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "Data variables:\n",
+       "    salinity     (level) float64 35.91 35.9 35.9 35.9 ... 34.94 34.94 34.93\n",
+       "    temperature  (level) float64 17.6 17.57 17.51 17.42 ... 3.789 3.73 3.662\n",
+       "    pressure     (level) float64 6.435 10.57 15.54 ... 1.95e+03 1.999e+03</pre><div class='xr-wrap' hidden><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-a33d45bc-fdb6-452d-8762-3c943859575a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a33d45bc-fdb6-452d-8762-3c943859575a' 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'>level</span>: 78</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9943421f-226d-4530-ac7d-ad9b16fa6d93' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9943421f-226d-4530-ac7d-ad9b16fa6d93' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 72 73 74 75 76 77</div><input id='attrs-96b7e965-7b1e-44cf-847c-af075bfad186' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96b7e965-7b1e-44cf-847c-af075bfad186' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-784c396b-caba-4085-a72d-8f2ffc1ce5d8' class='xr-var-data-in' type='checkbox'><label for='data-784c396b-caba-4085-a72d-8f2ffc1ce5d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
+       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
+       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
+       "       72, 73, 74, 75, 76, 77], dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-492cbce8-8c19-433c-b867-5a1e0995699a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-492cbce8-8c19-433c-b867-5a1e0995699a' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>salinity</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.91 35.9 35.9 ... 34.94 34.93</div><input id='attrs-7e33eb24-68ff-46a5-adc0-613da1a009ae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e33eb24-68ff-46a5-adc0-613da1a009ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a320a51-62e6-4d6b-bcd1-451a9484746a' class='xr-var-data-in' type='checkbox'><label for='data-2a320a51-62e6-4d6b-bcd1-451a9484746a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([35.9063218 , 35.90223138, 35.90313435, 35.90173139, 35.90544583,\n",
+       "       35.9100359 , 35.90946015, 35.91343146, 35.91967712, 35.92615988,\n",
+       "       35.93195456, 35.94055356, 35.94091596, 35.93905366, 35.93931069,\n",
+       "       35.93786745, 35.93525794, 35.93118039, 35.92534328, 35.91652257,\n",
+       "       35.90671895, 35.89617843, 35.88888019, 35.8789927 , 35.86946183,\n",
+       "       35.8598671 , 35.85061713, 35.84211978, 35.83150467, 35.81969395,\n",
+       "       35.80945061, 35.80092265, 35.79078674, 35.77886525, 35.76833627,\n",
+       "       35.75838795, 35.74923783, 35.73923559, 35.73000444, 35.71877237,\n",
+       "       35.68864513, 35.65607159, 35.62678265, 35.59231774, 35.56205662,\n",
+       "       35.45401408, 35.41392634, 35.3810557 , 35.34845245, 35.31531555,\n",
+       "       35.28392568, 35.26568334, 35.2389473 , 35.21583745, 35.19686081,\n",
+       "       35.18231257, 35.1648436 , 35.15073542, 35.12509338, 35.10155869,\n",
+       "       35.08199799, 35.06317012, 35.0490097 , 35.03678253, 35.02174266,\n",
+       "       35.01135579, 35.00212936, 34.99386297, 34.98810328, 34.98008094,\n",
+       "       34.97214884, 34.96517645, 34.95664983, 34.9507985 , 34.9465696 ,\n",
+       "       34.94198907, 34.93844852, 34.93290652])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>17.6 17.57 17.51 ... 3.73 3.662</div><input id='attrs-1786faea-f05b-4bc3-a1f8-28baaa631bb6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1786faea-f05b-4bc3-a1f8-28baaa631bb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0257bf9-5958-415a-8cdc-6c65bfabbe3a' class='xr-var-data-in' type='checkbox'><label for='data-f0257bf9-5958-415a-8cdc-6c65bfabbe3a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([17.60172602, 17.57223609, 17.5145833 , 17.42326395, 17.24943838,\n",
+       "       17.03730134, 16.76787661, 16.44609588, 16.17439195, 16.04501356,\n",
+       "       15.65827023, 15.4607296 , 15.26114862, 15.12489191, 14.99133783,\n",
+       "       14.90160808, 14.81990544, 14.74535139, 14.66822971, 14.585027  ,\n",
+       "       14.49732434, 14.41904053, 14.35412163, 14.27102702, 14.19081082,\n",
+       "       14.11487838, 14.04347293, 13.98067566, 13.90994595, 13.83274319,\n",
+       "       13.76139196, 13.69836479, 13.62335132, 13.54185131, 13.46647295,\n",
+       "       13.39395946, 13.32541891, 13.25205403, 13.18131082, 13.10233782,\n",
+       "       12.89268916, 12.67795943, 12.4649189 , 12.2178513 , 11.98270268,\n",
+       "       11.1281081 , 10.80430666, 10.49702667, 10.1749066 ,  9.83453334,\n",
+       "        9.48625332,  9.19793334,  8.66010666,  8.12324001,  7.60221333,\n",
+       "        7.15289333,  6.74250667,  6.39543999,  6.04598667,  5.74538665,\n",
+       "        5.48913333,  5.26604001,  5.08768   ,  4.93479998,  4.77769334,\n",
+       "        4.65368   ,  4.54237334,  4.44274664,  4.35933333,  4.2653784 ,\n",
+       "        4.17290539,  4.08902703,  3.99864865,  3.92163514,  3.85617567,\n",
+       "        3.78916217,  3.72950001,  3.66207691])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.435 10.57 ... 1.95e+03 1.999e+03</div><input id='attrs-675484c9-4a5d-44ce-8ec4-78e3fcc35d05' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-675484c9-4a5d-44ce-8ec4-78e3fcc35d05' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a8aca56-d389-424d-ad82-06a8deeeba29' class='xr-var-data-in' type='checkbox'><label for='data-7a8aca56-d389-424d-ad82-06a8deeeba29' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   6.43466671,   10.56891882,   15.54246568,   20.46301361,\n",
+       "         25.42567552,   30.44459441,   35.44324375,   40.4391894 ,\n",
+       "         45.40810832,   50.37837879,   60.47297323,   70.48378413,\n",
+       "         80.40270347,   90.48243311,  100.51216311,  110.46081151,\n",
+       "        120.52702795,  130.49459282,  140.51216064,  150.40540376,\n",
+       "        160.40810559,  170.36216035,  180.41080949,  190.4108097 ,\n",
+       "        200.39999761,  210.34729499,  220.32026858,  230.31351224,\n",
+       "        240.28918808,  250.41486297,  260.39999843,  270.36891752,\n",
+       "        280.42432136,  290.42297075,  300.4229691 ,  310.46351087,\n",
+       "        320.50675346,  330.5297266 ,  340.41891521,  350.49729383,\n",
+       "        375.41080867,  400.3797294 ,  425.29864626,  450.38378205,\n",
+       "        475.30675403,  550.47703016,  575.68400146,  600.42400716,\n",
+       "        625.30800456,  650.34533773,  675.33333984,  700.37067546,\n",
+       "        750.42400716,  800.36666992,  850.38534017,  900.4613387 ,\n",
+       "        950.45067383, 1000.38534261, 1050.38534668, 1100.45734212,\n",
+       "       1150.45201335, 1200.40534505, 1250.25067383, 1300.49467773,\n",
+       "       1350.40268392, 1400.41734538, 1450.25734212, 1500.40267253,\n",
+       "       1550.46401367, 1600.44055011, 1650.34595056, 1700.42163251,\n",
+       "       1750.42299013, 1800.35677358, 1850.33379467, 1900.20676401,\n",
+       "       1950.20946771, 1999.28975423])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-aa17fa5f-d564-48a0-8678-a5faefe08d4f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-aa17fa5f-d564-48a0-8678-a5faefe08d4f' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:      (level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "Data variables:\n",
+       "    salinity     (level) float64 35.91 35.9 35.9 35.9 ... 34.94 34.94 34.93\n",
+       "    temperature  (level) float64 17.6 17.57 17.51 17.42 ... 3.789 3.73 3.662\n",
+       "    pressure     (level) float64 6.435 10.57 15.54 ... 1.95e+03 1.999e+03"
+      ]
+     },
+     "execution_count": 39,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.mean(dim=[\"date\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "But if we wanted the _average for each month of the year_ per level, we would first have to __split__ the data set in a group for each month of the year, __apply__ the average function on each of the months and __combine__ the data again. \n",
+    "\n",
+    "We already learned about the [split-apply-combine](https://pandas.pydata.org/pandas-docs/stable/user_guide/groupby.html) approach when using Pandas. The syntax of Xarray’s groupby is almost identical to Pandas! "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "First, extract the month of the year (1-> 12) from each of the date coordinates:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "metadata": {
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+    "deletable": true,
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+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;month&#x27; (date: 75)&gt;\n",
+       "array([ 7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 10, 11, 11, 12, 12, 12,\n",
+       "       12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,  5,  6,\n",
+       "        6,  6,  7,  7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 11, 11, 11,\n",
+       "       12, 12, 12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,\n",
+       "        5,  6,  6,  6,  7,  7,  7])\n",
+       "Coordinates:\n",
+       "  * date     (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07-24T...\n",
+       "    lon      (date) float64 -39.13 -37.28 -36.9 -36.89 ... -33.83 -34.11 -34.38\n",
+       "    lat      (date) float64 47.19 46.72 46.45 46.23 ... 42.72 42.6 42.46 42.38</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'month'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>date</span>: 75</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d9cd2ed8-2bb6-4f78-8d0d-d1462059e678' class='xr-array-in' type='checkbox' checked><label for='section-d9cd2ed8-2bb6-4f78-8d0d-d1462059e678' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>7 7 8 8 8 9 9 9 10 10 10 10 11 11 12 ... 3 3 3 4 4 4 5 5 5 6 6 6 7 7 7</span></div><div class='xr-array-data'><pre>array([ 7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 10, 11, 11, 12, 12, 12,\n",
+       "       12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,  5,  6,\n",
+       "        6,  6,  7,  7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 11, 11, 11,\n",
+       "       12, 12, 12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,\n",
+       "        5,  6,  6,  6,  7,  7,  7])</pre></div></div></li><li class='xr-section-item'><input id='section-98e11e33-4cbc-40e5-b78a-19914e6e50ae' class='xr-section-summary-in' type='checkbox'  checked><label for='section-98e11e33-4cbc-40e5-b78a-19914e6e50ae' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>date</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2012-07-13T22:33:06.019200 ... 2...</div><input id='attrs-95ad8fee-b3df-4fe0-b3e3-0696ac35880f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-95ad8fee-b3df-4fe0-b3e3-0696ac35880f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75a4679a-cf46-480a-b7f1-0eeb5bd97de7' class='xr-var-data-in' type='checkbox'><label for='data-75a4679a-cf46-480a-b7f1-0eeb5bd97de7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2012-07-13T22:33:06.019200000&#x27;, &#x27;2012-07-23T22:54:59.990400000&#x27;,\n",
+       "       &#x27;2012-08-02T22:55:52.003200000&#x27;, &#x27;2012-08-12T23:08:59.971200000&#x27;,\n",
+       "       &#x27;2012-08-22T23:29:01.968000000&#x27;, &#x27;2012-09-01T23:17:38.976000000&#x27;,\n",
+       "       &#x27;2012-09-12T02:59:18.960000000&#x27;, &#x27;2012-09-21T23:18:37.036800000&#x27;,\n",
+       "       &#x27;2012-10-02T03:00:17.971200000&#x27;, &#x27;2012-10-11T23:13:27.984000000&#x27;,\n",
+       "       &#x27;2012-10-22T02:50:32.006399999&#x27;, &#x27;2012-10-31T23:36:39.974400000&#x27;,\n",
+       "       &#x27;2012-11-11T02:40:46.041600000&#x27;, &#x27;2012-11-20T23:08:29.990400000&#x27;,\n",
+       "       &#x27;2012-12-01T02:47:51.993600000&#x27;, &#x27;2012-12-10T23:23:16.972800000&#x27;,\n",
+       "       &#x27;2012-12-21T02:58:48.979200000&#x27;, &#x27;2012-12-30T23:07:23.030400000&#x27;,\n",
+       "       &#x27;2013-01-10T02:56:43.008000000&#x27;, &#x27;2013-01-19T23:24:26.956800000&#x27;,\n",
+       "       &#x27;2013-01-30T02:43:53.011199998&#x27;, &#x27;2013-02-08T23:15:27.043200000&#x27;,\n",
+       "       &#x27;2013-02-19T01:12:50.976000000&#x27;, &#x27;2013-02-28T23:07:13.008000000&#x27;,\n",
+       "       &#x27;2013-03-11T02:43:30.979200000&#x27;, &#x27;2013-03-20T23:17:22.992000000&#x27;,\n",
+       "       &#x27;2013-03-31T01:50:38.025600000&#x27;, &#x27;2013-04-09T23:19:07.968000000&#x27;,\n",
+       "       &#x27;2013-04-20T02:53:29.990400000&#x27;, &#x27;2013-04-29T23:28:33.024000000&#x27;,\n",
+       "       &#x27;2013-05-10T02:50:18.009600000&#x27;, &#x27;2013-05-19T23:21:05.990400000&#x27;,\n",
+       "       &#x27;2013-05-30T02:50:30.969600000&#x27;, &#x27;2013-06-08T23:32:49.027200000&#x27;,\n",
+       "       &#x27;2013-06-19T03:42:51.004800000&#x27;, &#x27;2013-06-28T23:32:16.022400000&#x27;,\n",
+       "       &#x27;2013-07-09T03:28:30.979200000&#x27;, &#x27;2013-07-18T23:33:57.974400000&#x27;,\n",
+       "       &#x27;2013-07-29T03:15:42.019200000&#x27;, &#x27;2013-08-07T23:25:02.035200004&#x27;,\n",
+       "       &#x27;2013-08-18T01:47:44.966400000&#x27;, &#x27;2013-08-28T03:02:59.020799996&#x27;,\n",
+       "       &#x27;2013-09-07T03:03:51.984000000&#x27;, &#x27;2013-09-16T23:32:07.987200000&#x27;,\n",
+       "       &#x27;2013-09-27T04:08:27.974400000&#x27;, &#x27;2013-10-06T23:25:39.964800000&#x27;,\n",
+       "       &#x27;2013-10-17T02:55:50.995200000&#x27;, &#x27;2013-10-27T03:45:47.001600000&#x27;,\n",
+       "       &#x27;2013-11-06T01:14:52.022400000&#x27;, &#x27;2013-11-16T03:29:54.009600000&#x27;,\n",
+       "       &#x27;2013-11-26T03:03:56.995200000&#x27;, &#x27;2013-12-05T23:33:59.011200000&#x27;,\n",
+       "       &#x27;2013-12-16T02:58:01.977600000&#x27;, &#x27;2013-12-25T23:22:43.017600000&#x27;,\n",
+       "       &#x27;2014-01-05T02:52:06.009600000&#x27;, &#x27;2014-01-14T23:41:18.009600000&#x27;,\n",
+       "       &#x27;2014-01-25T03:00:43.977600000&#x27;, &#x27;2014-02-03T23:29:13.977600000&#x27;,\n",
+       "       &#x27;2014-02-14T02:50:11.961600000&#x27;, &#x27;2014-02-23T23:03:21.974400000&#x27;,\n",
+       "       &#x27;2014-03-06T02:58:03.964800000&#x27;, &#x27;2014-03-15T23:10:28.012800000&#x27;,\n",
+       "       &#x27;2014-03-26T02:51:22.032000000&#x27;, &#x27;2014-04-04T23:25:58.972800000&#x27;,\n",
+       "       &#x27;2014-04-15T03:00:45.964800000&#x27;, &#x27;2014-04-24T23:24:40.003200000&#x27;,\n",
+       "       &#x27;2014-05-05T02:56:22.012800000&#x27;, &#x27;2014-05-15T00:10:06.009600000&#x27;,\n",
+       "       &#x27;2014-05-25T03:02:43.036800000&#x27;, &#x27;2014-06-03T23:34:53.961600000&#x27;,\n",
+       "       &#x27;2014-06-14T03:01:23.980800000&#x27;, &#x27;2014-06-23T23:24:31.968000000&#x27;,\n",
+       "       &#x27;2014-07-04T03:08:30.019200000&#x27;, &#x27;2014-07-13T23:47:43.008000000&#x27;,\n",
+       "       &#x27;2014-07-24T03:02:33.014400000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-39.13 -37.28 ... -34.11 -34.38</div><input id='attrs-2b0230f2-6ac7-46fe-bdaf-e95edba5baed' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2b0230f2-6ac7-46fe-bdaf-e95edba5baed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4d0e5db-c44a-4147-96d1-652ceac2bf86' class='xr-var-data-in' type='checkbox'><label for='data-a4d0e5db-c44a-4147-96d1-652ceac2bf86' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-39.13 , -37.282, -36.9  , -36.89 , -37.053, -36.658, -35.963,\n",
+       "       -35.184, -34.462, -33.784, -32.972, -32.546, -32.428, -32.292,\n",
+       "       -32.169, -31.998, -31.824, -31.624, -31.433, -31.312, -31.107,\n",
+       "       -31.147, -31.044, -31.14 , -31.417, -31.882, -32.145, -32.487,\n",
+       "       -32.537, -32.334, -32.042, -31.892, -31.861, -31.991, -31.883,\n",
+       "       -31.89 , -31.941, -31.889, -31.724, -31.412, -31.786, -31.561,\n",
+       "       -31.732, -31.553, -31.862, -32.389, -32.318, -32.19 , -32.224,\n",
+       "       -32.368, -32.306, -32.305, -32.65 , -33.093, -33.263, -33.199,\n",
+       "       -33.27 , -33.237, -33.221, -33.011, -32.844, -32.981, -32.784,\n",
+       "       -32.607, -32.87 , -33.196, -33.524, -33.956, -33.944, -33.71 ,\n",
+       "       -33.621, -33.552, -33.828, -34.11 , -34.38 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>47.19 46.72 46.45 ... 42.46 42.38</div><input id='attrs-45278af1-8884-44ef-949b-7d979f8c5f28' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-45278af1-8884-44ef-949b-7d979f8c5f28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af42cf8b-c052-4177-87b6-31d4b702bf9c' class='xr-var-data-in' type='checkbox'><label for='data-af42cf8b-c052-4177-87b6-31d4b702bf9c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([47.187, 46.716, 46.45 , 46.23 , 45.459, 44.833, 44.452, 44.839,\n",
+       "       44.956, 44.676, 44.13 , 43.644, 43.067, 42.662, 42.513, 42.454,\n",
+       "       42.396, 42.256, 42.089, 41.944, 41.712, 41.571, 41.596, 41.581,\n",
+       "       41.351, 41.032, 40.912, 40.792, 40.495, 40.383, 40.478, 40.672,\n",
+       "       41.032, 40.864, 40.651, 40.425, 40.228, 40.197, 40.483, 40.311,\n",
+       "       40.457, 40.463, 40.164, 40.047, 39.963, 40.122, 40.57 , 40.476,\n",
+       "       40.527, 40.589, 40.749, 40.993, 41.162, 41.237, 41.448, 41.65 ,\n",
+       "       42.053, 42.311, 42.096, 41.683, 41.661, 41.676, 42.018, 42.395,\n",
+       "       42.532, 42.558, 42.504, 42.63 , 42.934, 42.952, 42.777, 42.722,\n",
+       "       42.601, 42.457, 42.379])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e973995b-cf84-43f8-8247-398159874690' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e973995b-cf84-43f8-8247-398159874690' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray 'month' (date: 75)>\n",
+       "array([ 7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 10, 11, 11, 12, 12, 12,\n",
+       "       12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,  5,  6,\n",
+       "        6,  6,  7,  7,  7,  8,  8,  8,  9,  9,  9, 10, 10, 10, 11, 11, 11,\n",
+       "       12, 12, 12,  1,  1,  1,  2,  2,  2,  3,  3,  3,  4,  4,  4,  5,  5,\n",
+       "        5,  6,  6,  6,  7,  7,  7])\n",
+       "Coordinates:\n",
+       "  * date     (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07-24T...\n",
+       "    lon      (date) float64 -39.13 -37.28 -36.9 -36.89 ... -33.83 -34.11 -34.38\n",
+       "    lat      (date) float64 47.19 46.72 46.45 46.23 ... 42.72 42.6 42.46 42.38"
+      ]
+     },
+     "execution_count": 40,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.date.dt.month  # The coordinates is a Pandas datetime index"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "We can use these arrays in a groupby operation:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "DatasetGroupBy, grouped over 'month'\n",
+       "12 groups with labels 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12."
+      ]
+     },
+     "execution_count": 41,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.groupby(argo.date.dt.month)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Xarray also offers a more concise syntax when the variable you're grouping on is already present in the dataset. This is identical to the previous line:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "DatasetGroupBy, grouped over 'month'\n",
+       "12 groups with labels 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12."
+      ]
+     },
+     "execution_count": 42,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.groupby(\"date.month\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Next, we apply an aggregation function _for each of the months_ over the `date` dimension in order to end up with: _for each month of the year, the average (over time) for each of the levels_:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
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+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:      (level: 78, month: 12)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * month        (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n",
+       "Data variables:\n",
+       "    salinity     (month, level) float64 35.95 35.95 35.95 ... 34.94 34.94 34.93\n",
+       "    temperature  (month, level) float64 15.06 15.06 15.06 ... 3.779 3.733 3.663\n",
+       "    pressure     (month, level) float64 6.6 10.42 15.32 ... 1.95e+03 1.998e+03</pre><div class='xr-wrap' hidden><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-2b2b30df-929c-4b21-88ff-15df246f1db8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2b2b30df-929c-4b21-88ff-15df246f1db8' 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'>level</span>: 78</li><li><span class='xr-has-index'>month</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-85549b2e-05ce-453c-88e7-88022dac6351' class='xr-section-summary-in' type='checkbox'  checked><label for='section-85549b2e-05ce-453c-88e7-88022dac6351' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 72 73 74 75 76 77</div><input id='attrs-6e1a39e8-d2a9-45eb-a53e-dd2fe67fcb98' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6e1a39e8-d2a9-45eb-a53e-dd2fe67fcb98' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5eeb816-b144-4ed4-a59b-a3c80d89855f' class='xr-var-data-in' type='checkbox'><label for='data-f5eeb816-b144-4ed4-a59b-a3c80d89855f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
+       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
+       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
+       "       72, 73, 74, 75, 76, 77], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-a6181b74-1f74-4fa9-a27b-b3c1ee78d238' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a6181b74-1f74-4fa9-a27b-b3c1ee78d238' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5336a15-2674-48ee-9c8f-52a661d9e4c0' class='xr-var-data-in' type='checkbox'><label for='data-b5336a15-2674-48ee-9c8f-52a661d9e4c0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2c86182e-40d0-40c9-b0f2-66741f751804' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2c86182e-40d0-40c9-b0f2-66741f751804' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>salinity</span></div><div class='xr-var-dims'>(month, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.95 35.95 35.95 ... 34.94 34.93</div><input id='attrs-322edcff-1693-4a5a-8f9e-a8e605b7a3c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-322edcff-1693-4a5a-8f9e-a8e605b7a3c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5115a109-4e71-4098-b5a9-0d8abecc3fbb' class='xr-var-data-in' type='checkbox'><label for='data-5115a109-4e71-4098-b5a9-0d8abecc3fbb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[35.94653575, 35.94653511, 35.9463679 , 35.94636854, 35.944369  ,\n",
+       "        35.94387054, 35.94136937, 35.93703651, 35.93436941, 35.9337031 ,\n",
+       "        35.93253581, 35.92838605, 35.92570241, 35.92271932, 35.92321905,\n",
+       "        35.91988691, 35.90888468, 35.89755122, 35.89805158, 35.90155156,\n",
+       "        35.89838473, 35.89155134, 35.89071782, 35.88738505, 35.88840294,\n",
+       "        35.8868866 , 35.8815848 , 35.87410037, 35.86493174, 35.85942904,\n",
+       "        35.85442924, 35.84742546, 35.83709145, 35.82842255, 35.8182532 ,\n",
+       "        35.81408564, 35.80641619, 35.79924901, 35.79274686, 35.78724543,\n",
+       "        35.75673993, 35.71923192, 35.67922592, 35.63004875, 35.60821215,\n",
+       "        35.47102674, 35.42835172, 35.37917964, 35.34684308, 35.31467247,\n",
+       "        35.3026708 , 35.2681675 , 35.2131621 , 35.21466192, 35.22882652,\n",
+       "        35.21299235, 35.19999059, 35.19215457, 35.14898618, 35.12281736,\n",
+       "        35.09448306, 35.05331421, 35.02397982, 35.0021464 , 34.97881317,\n",
+       "        34.97431374, 34.96848106, 34.96398099, 34.96398163, 34.95931498,\n",
+       "        34.95614815, 34.95331637, 34.94731712, 34.94448344, 34.94148445,\n",
+       "        34.93915113, 34.93648402, 34.93235588],\n",
+       "       [35.89972496, 35.90005811, 35.89989217, 35.90039253, 35.89972496,\n",
+       "        35.90005938, 35.90122541, 35.90122604, 35.90105947, 35.90022596,\n",
+       "        35.90022723, 35.89639155, 35.89455986, 35.89272499, 35.89322599,\n",
+       "        35.89139175, 35.88905907, 35.88672574, 35.88305791, 35.88005829,\n",
+       "...\n",
+       "        35.10666733, 35.07386475, 35.06346512, 35.05146484, 35.0374649 ,\n",
+       "        35.02506638, 35.01266632, 35.00106583, 34.98906479, 34.98726425,\n",
+       "        34.97906494, 34.97006531, 34.95726624, 34.95106506, 34.94786606,\n",
+       "        34.94466705, 34.94266663, 34.92985725],\n",
+       "       [36.0026652 , 36.00316556, 36.00333277, 36.00283305, 36.01826804,\n",
+       "        36.01855414, 36.01869638, 36.0191258 , 36.01926858, 36.01898248,\n",
+       "        36.01998247, 36.0188397 , 36.01526751, 36.00183868, 36.00869533,\n",
+       "        36.01626587, 36.02469526, 36.01412255, 36.00483595, 35.9976932 ,\n",
+       "        35.98940768, 35.97297832, 35.96712058, 35.95684814, 35.93784768,\n",
+       "        35.92327554, 35.90417371, 35.89404188, 35.88547134, 35.87091119,\n",
+       "        35.86049543, 35.85292053, 35.84177617, 35.83077294, 35.81791251,\n",
+       "        35.80876814, 35.80062376, 35.79119274, 35.78061894, 35.77347401,\n",
+       "        35.74446869, 35.70917565, 35.66716712, 35.63859177, 35.61030143,\n",
+       "        35.51071439, 35.47527913, 35.4458471 , 35.41055679, 35.3728387 ,\n",
+       "        35.32597569, 35.30368696, 35.28382874, 35.24739511, 35.22581972,\n",
+       "        35.2198203 , 35.18624496, 35.20252991, 35.15709741, 35.11523819,\n",
+       "        35.09195164, 35.06366457, 35.03737804, 35.01394817, 34.99623544,\n",
+       "        34.98466219, 34.97823497, 34.97309276, 34.96837779, 34.96066448,\n",
+       "        34.95609283, 34.94966398, 34.94437844, 34.94252232, 34.94066674,\n",
+       "        34.93838228, 34.93666676, 34.93206024]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(month, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>15.06 15.06 15.06 ... 3.733 3.663</div><input id='attrs-e48ce735-d7f7-4bf1-b90b-9b105201c34d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e48ce735-d7f7-4bf1-b90b-9b105201c34d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a836271c-c9a2-4f9f-8dd1-5ab611c1189d' class='xr-var-data-in' type='checkbox'><label for='data-a836271c-c9a2-4f9f-8dd1-5ab611c1189d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[15.05599976, 15.05833324, 15.05766662, 15.06166681, 15.05516672,\n",
+       "        15.04283333, 15.03349972, 15.01066653, 14.99283346, 14.99166663,\n",
+       "        14.98616664, 14.96616666, 14.95250003, 14.93933344, 14.94133313,\n",
+       "        14.92733335, 14.86250003, 14.7711668 , 14.75533326, 14.7420001 ,\n",
+       "        14.70083332, 14.66266648, 14.64016644, 14.54766687, 14.49650002,\n",
+       "        14.4278334 , 14.36633317, 14.30000003, 14.22200012, 14.16349983,\n",
+       "        14.08966668, 14.02549998, 13.92916663, 13.85066668, 13.77833335,\n",
+       "        13.74049981, 13.66950003, 13.61616659, 13.55666685, 13.51116673,\n",
+       "        13.3191665 , 13.10066652, 12.84433301, 12.52416658, 12.3496666 ,\n",
+       "        11.38833348, 11.02249988, 10.60700003, 10.29350011,  9.93483321,\n",
+       "         9.60100015,  9.24199994,  8.55033318,  8.09533326,  7.72949998,\n",
+       "         7.28616667,  6.88616673,  6.58066662,  6.13900002,  5.8378334 ,\n",
+       "         5.54400007,  5.21483334,  4.96049992,  4.75650001,  4.53549997,\n",
+       "         4.44733326,  4.34666665,  4.27249996,  4.21516657,  4.14200004,\n",
+       "         4.07133325,  4.00899998,  3.94000002,  3.87983338,  3.82100002,\n",
+       "         3.76816662,  3.72016664,  3.64350009],\n",
+       "       [14.43433348, 14.43516684, 14.43666681, 14.43650007, 14.43683322,\n",
+       "        14.4388334 , 14.43983332, 14.43833319, 14.43016656, 14.42850002,\n",
+       "        14.4236668 , 14.40166664, 14.39283339, 14.38700008, 14.38533322,\n",
+       "        14.37683344, 14.36866665, 14.35533333, 14.34200017, 14.32849995,\n",
+       "...\n",
+       "         5.66700001,  5.34379997,  5.17019997,  5.00860004,  4.86059999,\n",
+       "         4.7368001 ,  4.61699991,  4.50999994,  4.38580008,  4.32800002,\n",
+       "         4.227     ,  4.13199997,  4.01800003,  3.93739996,  3.88059998,\n",
+       "         3.81880002,  3.75939999,  3.64700007],\n",
+       "       [16.3378334 , 16.33916648, 16.34100008, 16.33999983, 16.44442872,\n",
+       "        16.44557149, 16.44699996, 16.44842843, 16.449143  , 16.44514302,\n",
+       "        16.45071398, 16.44457122, 16.43214308, 16.29371452, 15.99871458,\n",
+       "        15.77285712, 15.58657128, 15.44085721, 15.34957136, 15.26457119,\n",
+       "        15.15414279, 15.03057126, 14.97799982, 14.85214288, 14.69985717,\n",
+       "        14.59171418, 14.46257142, 14.38071428, 14.32242843, 14.21785709,\n",
+       "        14.14185715, 14.08314283, 14.00599984, 13.9140001 , 13.82471439,\n",
+       "        13.74700001, 13.67157146, 13.59100001, 13.51314286, 13.45285715,\n",
+       "        13.25885705, 13.04057135, 12.76942853, 12.54028566, 12.32628577,\n",
+       "        11.52057144, 11.22199999, 10.95385715, 10.64757116, 10.29900006,\n",
+       "         9.86400005,  9.55828571,  9.06914289,  8.46785722,  7.93571431,\n",
+       "         7.50214291,  6.95328569,  6.74199997,  6.24899994,  5.85328565,\n",
+       "         5.56214292,  5.30028575,  5.0560001 ,  4.83942849,  4.65957144,\n",
+       "         4.52271427,  4.42871428,  4.33642851,  4.26228571,  4.16785717,\n",
+       "         4.09142859,  4.01014277,  3.9365715 ,  3.883     ,  3.83199995,\n",
+       "         3.77928577,  3.73271431,  3.66299999]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(month, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.6 10.42 ... 1.95e+03 1.998e+03</div><input id='attrs-4333ebe4-4bac-41c6-8806-3078ef1aa30f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4333ebe4-4bac-41c6-8806-3078ef1aa30f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-32f9ad2f-1dd8-48f9-bcf4-60cd7b33189c' class='xr-var-data-in' type='checkbox'><label for='data-32f9ad2f-1dd8-48f9-bcf4-60cd7b33189c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[   6.59999998,   10.41666651,   15.3166666 ,   20.29999955,\n",
+       "          25.29999987,   30.29999987,   35.30000051,   40.33333397,\n",
+       "          45.2833341 ,   50.31666629,   60.20000013,   70.21666845,\n",
+       "          80.36666743,   90.63333384,  100.5       ,  110.61666743,\n",
+       "         120.6166687 ,  130.53333028,  140.48332723,  150.51666514,\n",
+       "         160.53333282,  170.43333181,  180.53333028,  190.63332876,\n",
+       "         200.43333181,  210.16666412,  220.31666565,  230.36666361,\n",
+       "         240.28333282,  250.04999797,  259.7666626 ,  270.04999797,\n",
+       "         280.5333252 ,  290.61666361,  300.6499939 ,  310.66666158,\n",
+       "         320.58332316,  330.5333252 ,  340.44999186,  350.41666158,\n",
+       "         375.31667074,  400.51666768,  425.41665649,  450.5       ,\n",
+       "         475.3833313 ,  550.08333333,  575.68334961,  600.3666687 ,\n",
+       "         625.33334351,  650.41667684,  675.56667074,  700.45002238,\n",
+       "         750.58334351,  800.18332926,  850.65001424,  900.65000407,\n",
+       "         950.46668498, 1000.48332723, 1050.43332926, 1100.50002035,\n",
+       "        1150.5       , 1200.51668294, 1249.86667887, 1300.45001221,\n",
+       "        1350.51668294, 1400.38336182, 1450.45001221, 1500.        ,\n",
+       "        1550.63334147, 1600.45003255, 1650.5       , 1700.55000814,\n",
+       "        1750.56669108, 1800.48335775, 1850.28334554, 1900.11665853,\n",
+       "        1950.05000814, 1999.95001221],\n",
+       "...\n",
+       "       [   6.42857143,   10.55714308,   15.33333349,   20.35000006,\n",
+       "          25.34285709,   30.35714258,   35.35714177,   40.35714231,\n",
+       "          45.35714286,   50.4857145 ,   60.2714277 ,   70.17142923,\n",
+       "          80.20000131,   90.7285723 ,  100.81428637,  110.71428571,\n",
+       "         120.59999956,  130.62857274,  140.61428833,  150.51428877,\n",
+       "         160.51429095,  170.47143119,  180.51428659,  190.41429138,\n",
+       "         200.48571777,  210.62857274,  220.58571734,  230.32857186,\n",
+       "         239.81428746,  250.80000305,  260.55714199,  270.65714373,\n",
+       "         280.44285366,  290.2714277 ,  300.59999302,  310.18571254,\n",
+       "         320.57142857,  330.68571254,  340.67142596,  350.5857108 ,\n",
+       "         375.30000087,  400.28571865,  425.05713763,  450.54285104,\n",
+       "         475.0857108 ,  550.54284668,  575.49999128,  600.34284319,\n",
+       "         625.38570731,  650.41427176,  675.52856445,  700.49999128,\n",
+       "         750.60000174,  800.3999721 ,  850.62855748,  900.54284668,\n",
+       "         950.64285714, 1000.29998779, 1050.52858189, 1100.44285366,\n",
+       "        1150.48573521, 1200.54288156, 1249.97141811, 1300.47143555,\n",
+       "        1350.50001744, 1400.15713937, 1450.29999651, 1500.5       ,\n",
+       "        1550.64285714, 1600.35714286, 1650.21428571, 1700.0857108 ,\n",
+       "        1750.51428223, 1800.40002441, 1850.51428223, 1900.41430664,\n",
+       "        1950.30001395, 1998.1499939 ]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4ba64afe-28aa-44a0-ae5c-502fa2bfd6f2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4ba64afe-28aa-44a0-ae5c-502fa2bfd6f2' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:      (level: 78, month: 12)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * month        (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n",
+       "Data variables:\n",
+       "    salinity     (month, level) float64 35.95 35.95 35.95 ... 34.94 34.94 34.93\n",
+       "    temperature  (month, level) float64 15.06 15.06 15.06 ... 3.779 3.733 3.663\n",
+       "    pressure     (month, level) float64 6.6 10.42 15.32 ... 1.95e+03 1.998e+03"
+      ]
+     },
+     "execution_count": 43,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.groupby(\"date.month\").mean(dim=\"date\")        #[\"temperature\"].sel(level=1).to_series().plot.barh()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Another (alike) operation - specifically for time series data - is to `resample` the data to another time-aggregation. For example, resample to monthly (`1M`) or yearly (`1Y`) median values:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 44,
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+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:      (date: 25, level: 78)\n",
+       "Coordinates:\n",
+       "  * date         (date) datetime64[ns] 2012-07-31 2012-08-31 ... 2014-07-31\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "Data variables:\n",
+       "    salinity     (date, level) float64 35.58 35.58 35.6 ... 34.94 34.94 34.94\n",
+       "    temperature  (date, level) float64 18.71 18.57 18.37 ... 3.811 3.754 3.714\n",
+       "    pressure     (date, level) float64 6.45 10.65 14.9 ... 1.95e+03 2e+03</pre><div class='xr-wrap' hidden><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-f1f602c9-34c1-4413-862a-fd29c7bcf873' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f1f602c9-34c1-4413-862a-fd29c7bcf873' 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'>date</span>: 25</li><li><span class='xr-has-index'>level</span>: 78</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-33d9465e-a657-4de6-becd-b49f35af5a88' class='xr-section-summary-in' type='checkbox'  checked><label for='section-33d9465e-a657-4de6-becd-b49f35af5a88' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>date</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2012-07-31 ... 2014-07-31</div><input id='attrs-01fea128-0ece-4a74-8482-6f2d8256ee3b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-01fea128-0ece-4a74-8482-6f2d8256ee3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac4007dc-11b2-4cbe-8642-c2e1882bd73b' class='xr-var-data-in' type='checkbox'><label for='data-ac4007dc-11b2-4cbe-8642-c2e1882bd73b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2012-07-31T00:00:00.000000000&#x27;, &#x27;2012-08-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2012-09-30T00:00:00.000000000&#x27;, &#x27;2012-10-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2012-11-30T00:00:00.000000000&#x27;, &#x27;2012-12-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-01-31T00:00:00.000000000&#x27;, &#x27;2013-02-28T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-03-31T00:00:00.000000000&#x27;, &#x27;2013-04-30T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-05-31T00:00:00.000000000&#x27;, &#x27;2013-06-30T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-07-31T00:00:00.000000000&#x27;, &#x27;2013-08-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-09-30T00:00:00.000000000&#x27;, &#x27;2013-10-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2013-11-30T00:00:00.000000000&#x27;, &#x27;2013-12-31T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2014-01-31T00:00:00.000000000&#x27;, &#x27;2014-02-28T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2014-03-31T00:00:00.000000000&#x27;, &#x27;2014-04-30T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2014-05-31T00:00:00.000000000&#x27;, &#x27;2014-06-30T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2014-07-31T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 72 73 74 75 76 77</div><input id='attrs-e62dd6ae-ef0a-403d-a4b7-12828bb9408e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e62dd6ae-ef0a-403d-a4b7-12828bb9408e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-993a0396-c9d5-44e0-85b7-516dfef721d1' class='xr-var-data-in' type='checkbox'><label for='data-993a0396-c9d5-44e0-85b7-516dfef721d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
+       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
+       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
+       "       72, 73, 74, 75, 76, 77], dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0aeaebed-eb75-402a-aac6-a033a03e5eac' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0aeaebed-eb75-402a-aac6-a033a03e5eac' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>salinity</span></div><div class='xr-var-dims'>(date, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.58 35.58 35.6 ... 34.94 34.94</div><input id='attrs-f8338de1-ce7b-4293-baea-126414cfd62f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8338de1-ce7b-4293-baea-126414cfd62f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-266c7b06-15cb-456c-a7fc-2587d09ff03c' class='xr-var-data-in' type='checkbox'><label for='data-266c7b06-15cb-456c-a7fc-2587d09ff03c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[35.57694817, 35.57794762, 35.60395241, ..., 34.91988182,\n",
+       "        34.91988182, 34.92088127],\n",
+       "       [35.45191574, 35.45191574, 35.45091629, ..., 34.92390442,\n",
+       "        34.92190552, 34.92290497],\n",
+       "       [35.51696014, 35.51796341, 35.51696014, ..., 34.92086029,\n",
+       "        34.92086029, 34.91938019],\n",
+       "       ...,\n",
+       "       [35.90583801, 35.90784073, 35.90884018, ..., 34.95571518,\n",
+       "        34.94576263, 34.93976212],\n",
+       "       [35.83697128, 35.83697128, 35.83496857, ..., 34.93985748,\n",
+       "        34.93885803, 34.93681145],\n",
+       "       [35.77793884, 35.66791153, 35.66591263, ..., 34.94081116,\n",
+       "        34.93680954, 34.93680954]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(date, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>18.71 18.57 18.37 ... 3.754 3.714</div><input id='attrs-5fcd40ac-64a9-4fa7-b80f-b5cd9a41f3f3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5fcd40ac-64a9-4fa7-b80f-b5cd9a41f3f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e04c6c70-75eb-48d2-8919-fe1de24593ba' class='xr-var-data-in' type='checkbox'><label for='data-e04c6c70-75eb-48d2-8919-fe1de24593ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[18.7055006 , 18.57049942, 18.37200069, ...,  3.80349994,\n",
+       "         3.77100003,  3.745     ],\n",
+       "       [19.14699936, 19.14599991, 19.14299965, ...,  3.75      ,\n",
+       "         3.71799994,  3.69199991],\n",
+       "       [20.14500046, 20.14800072, 20.14500046, ...,  3.65700006,\n",
+       "         3.61199999,  3.56850004],\n",
+       "       ...,\n",
+       "       [15.48600006, 15.48799992, 15.48799992, ...,  3.91199994,\n",
+       "         3.81500006,  3.75399995],\n",
+       "       [16.84399986, 16.84600067, 16.84600067, ...,  3.8440001 ,\n",
+       "         3.79399991,  3.74299991],\n",
+       "       [20.13100052, 19.45999908, 19.26199913, ...,  3.81100011,\n",
+       "         3.75399995,  3.71399999]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(date, level)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.45 10.65 14.9 ... 1.95e+03 2e+03</div><input id='attrs-054b8280-5e9f-4572-adcc-efc858c71e31' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-054b8280-5e9f-4572-adcc-efc858c71e31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9ba3d7c-a609-43c8-bdf2-0ce039200bc7' class='xr-var-data-in' type='checkbox'><label for='data-c9ba3d7c-a609-43c8-bdf2-0ce039200bc7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[   6.45000005,   10.64999962,   14.89999962, ..., 1900.30004883,\n",
+       "        1949.95001221, 1998.65002441],\n",
+       "       [   5.9000001 ,   10.39999962,   15.5       , ..., 1900.19995117,\n",
+       "        1949.89990234, 1997.30004883],\n",
+       "       [   6.29999971,   10.5       ,   15.59999943, ..., 1899.89990234,\n",
+       "        1949.90002441, 1998.65002441],\n",
+       "       ...,\n",
+       "       [   6.5       ,   10.89999962,   15.80000019, ..., 1900.69995117,\n",
+       "        1950.09997559, 1998.5       ],\n",
+       "       [   6.80000019,   10.69999981,   15.90000057, ..., 1900.5       ,\n",
+       "        1950.        , 2000.35003662],\n",
+       "       [   7.0999999 ,   10.79999924,   15.89999962, ..., 1899.80004883,\n",
+       "        1950.20007324, 2000.40002441]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2b794992-1bfe-4dff-b9c3-db28a48f1ce4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2b794992-1bfe-4dff-b9c3-db28a48f1ce4' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:      (date: 25, level: 78)\n",
+       "Coordinates:\n",
+       "  * date         (date) datetime64[ns] 2012-07-31 2012-08-31 ... 2014-07-31\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "Data variables:\n",
+       "    salinity     (date, level) float64 35.58 35.58 35.6 ... 34.94 34.94 34.94\n",
+       "    temperature  (date, level) float64 18.71 18.57 18.37 ... 3.811 3.754 3.714\n",
+       "    pressure     (date, level) float64 6.45 10.65 14.9 ... 1.95e+03 2e+03"
+      ]
+     },
+     "execution_count": 44,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.resample(date=\"1M\").median()  # 1Y"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"salinity\"].sel(level=1).plot.line(x=\"date\");\n",
+    "argo[\"salinity\"].resample(date=\"1M\").median().sel(level=1).plot.line(x=\"date\");  # 1Y"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "A similar, but different functionality is `rolling` to calculate rolling window aggregates:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joris/miniconda3/envs/DS-geospatial/lib/python3.8/site-packages/numpy/lib/nanfunctions.py:1664: RuntimeWarning: Degrees of freedom <= 0 for slice.\n",
+      "  var = nanvar(a, axis=axis, dtype=dtype, out=out, ddof=ddof,\n",
+      "/home/joris/miniconda3/envs/DS-geospatial/lib/python3.8/site-packages/numpy/lib/nanfunctions.py:1664: RuntimeWarning: Degrees of freedom <= 0 for slice.\n",
+      "  var = nanvar(a, axis=axis, dtype=dtype, out=out, ddof=ddof,\n",
+      "/home/joris/miniconda3/envs/DS-geospatial/lib/python3.8/site-packages/numpy/lib/nanfunctions.py:1664: RuntimeWarning: Degrees of freedom <= 0 for slice.\n",
+      "  var = nanvar(a, axis=axis, dtype=dtype, out=out, ddof=ddof,\n"
+     ]
+    },
+    {
+     "data": {
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+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:      (date: 75, level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * date         (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07...\n",
+       "    lon          (date) float64 -39.13 -37.28 -36.9 ... -33.83 -34.11 -34.38\n",
+       "    lat          (date) float64 47.19 46.72 46.45 46.23 ... 42.6 42.46 42.38\n",
+       "Data variables:\n",
+       "    salinity     (level, date) float64 nan nan nan nan nan ... nan nan nan nan\n",
+       "    temperature  (level, date) float64 nan nan nan nan nan ... nan nan nan nan\n",
+       "    pressure     (level, date) float64 nan nan nan nan nan ... nan nan nan nan</pre><div class='xr-wrap' hidden><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-ddffd508-4bf3-4db5-88b9-1a8407caf6b1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ddffd508-4bf3-4db5-88b9-1a8407caf6b1' 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'>date</span>: 75</li><li><span class='xr-has-index'>level</span>: 78</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-328ecd50-dea0-4ecb-8b27-774041a8b6f2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-328ecd50-dea0-4ecb-8b27-774041a8b6f2' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 72 73 74 75 76 77</div><input id='attrs-d37e2e0e-9c26-4916-8ac3-841906b0e918' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d37e2e0e-9c26-4916-8ac3-841906b0e918' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d184c39a-40b1-432a-8ae1-2d0d286c702f' class='xr-var-data-in' type='checkbox'><label for='data-d184c39a-40b1-432a-8ae1-2d0d286c702f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
+       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
+       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
+       "       72, 73, 74, 75, 76, 77], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>date</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2012-07-13T22:33:06.019200 ... 2...</div><input id='attrs-ca7b51a9-de7e-492a-a61d-b1b3890ca120' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ca7b51a9-de7e-492a-a61d-b1b3890ca120' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-767d0ffb-a7a0-435e-83ad-143ea90c7dc1' class='xr-var-data-in' type='checkbox'><label for='data-767d0ffb-a7a0-435e-83ad-143ea90c7dc1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2012-07-13T22:33:06.019200000&#x27;, &#x27;2012-07-23T22:54:59.990400000&#x27;,\n",
+       "       &#x27;2012-08-02T22:55:52.003200000&#x27;, &#x27;2012-08-12T23:08:59.971200000&#x27;,\n",
+       "       &#x27;2012-08-22T23:29:01.968000000&#x27;, &#x27;2012-09-01T23:17:38.976000000&#x27;,\n",
+       "       &#x27;2012-09-12T02:59:18.960000000&#x27;, &#x27;2012-09-21T23:18:37.036800000&#x27;,\n",
+       "       &#x27;2012-10-02T03:00:17.971200000&#x27;, &#x27;2012-10-11T23:13:27.984000000&#x27;,\n",
+       "       &#x27;2012-10-22T02:50:32.006399999&#x27;, &#x27;2012-10-31T23:36:39.974400000&#x27;,\n",
+       "       &#x27;2012-11-11T02:40:46.041600000&#x27;, &#x27;2012-11-20T23:08:29.990400000&#x27;,\n",
+       "       &#x27;2012-12-01T02:47:51.993600000&#x27;, &#x27;2012-12-10T23:23:16.972800000&#x27;,\n",
+       "       &#x27;2012-12-21T02:58:48.979200000&#x27;, &#x27;2012-12-30T23:07:23.030400000&#x27;,\n",
+       "       &#x27;2013-01-10T02:56:43.008000000&#x27;, &#x27;2013-01-19T23:24:26.956800000&#x27;,\n",
+       "       &#x27;2013-01-30T02:43:53.011199998&#x27;, &#x27;2013-02-08T23:15:27.043200000&#x27;,\n",
+       "       &#x27;2013-02-19T01:12:50.976000000&#x27;, &#x27;2013-02-28T23:07:13.008000000&#x27;,\n",
+       "       &#x27;2013-03-11T02:43:30.979200000&#x27;, &#x27;2013-03-20T23:17:22.992000000&#x27;,\n",
+       "       &#x27;2013-03-31T01:50:38.025600000&#x27;, &#x27;2013-04-09T23:19:07.968000000&#x27;,\n",
+       "       &#x27;2013-04-20T02:53:29.990400000&#x27;, &#x27;2013-04-29T23:28:33.024000000&#x27;,\n",
+       "       &#x27;2013-05-10T02:50:18.009600000&#x27;, &#x27;2013-05-19T23:21:05.990400000&#x27;,\n",
+       "       &#x27;2013-05-30T02:50:30.969600000&#x27;, &#x27;2013-06-08T23:32:49.027200000&#x27;,\n",
+       "       &#x27;2013-06-19T03:42:51.004800000&#x27;, &#x27;2013-06-28T23:32:16.022400000&#x27;,\n",
+       "       &#x27;2013-07-09T03:28:30.979200000&#x27;, &#x27;2013-07-18T23:33:57.974400000&#x27;,\n",
+       "       &#x27;2013-07-29T03:15:42.019200000&#x27;, &#x27;2013-08-07T23:25:02.035200004&#x27;,\n",
+       "       &#x27;2013-08-18T01:47:44.966400000&#x27;, &#x27;2013-08-28T03:02:59.020799996&#x27;,\n",
+       "       &#x27;2013-09-07T03:03:51.984000000&#x27;, &#x27;2013-09-16T23:32:07.987200000&#x27;,\n",
+       "       &#x27;2013-09-27T04:08:27.974400000&#x27;, &#x27;2013-10-06T23:25:39.964800000&#x27;,\n",
+       "       &#x27;2013-10-17T02:55:50.995200000&#x27;, &#x27;2013-10-27T03:45:47.001600000&#x27;,\n",
+       "       &#x27;2013-11-06T01:14:52.022400000&#x27;, &#x27;2013-11-16T03:29:54.009600000&#x27;,\n",
+       "       &#x27;2013-11-26T03:03:56.995200000&#x27;, &#x27;2013-12-05T23:33:59.011200000&#x27;,\n",
+       "       &#x27;2013-12-16T02:58:01.977600000&#x27;, &#x27;2013-12-25T23:22:43.017600000&#x27;,\n",
+       "       &#x27;2014-01-05T02:52:06.009600000&#x27;, &#x27;2014-01-14T23:41:18.009600000&#x27;,\n",
+       "       &#x27;2014-01-25T03:00:43.977600000&#x27;, &#x27;2014-02-03T23:29:13.977600000&#x27;,\n",
+       "       &#x27;2014-02-14T02:50:11.961600000&#x27;, &#x27;2014-02-23T23:03:21.974400000&#x27;,\n",
+       "       &#x27;2014-03-06T02:58:03.964800000&#x27;, &#x27;2014-03-15T23:10:28.012800000&#x27;,\n",
+       "       &#x27;2014-03-26T02:51:22.032000000&#x27;, &#x27;2014-04-04T23:25:58.972800000&#x27;,\n",
+       "       &#x27;2014-04-15T03:00:45.964800000&#x27;, &#x27;2014-04-24T23:24:40.003200000&#x27;,\n",
+       "       &#x27;2014-05-05T02:56:22.012800000&#x27;, &#x27;2014-05-15T00:10:06.009600000&#x27;,\n",
+       "       &#x27;2014-05-25T03:02:43.036800000&#x27;, &#x27;2014-06-03T23:34:53.961600000&#x27;,\n",
+       "       &#x27;2014-06-14T03:01:23.980800000&#x27;, &#x27;2014-06-23T23:24:31.968000000&#x27;,\n",
+       "       &#x27;2014-07-04T03:08:30.019200000&#x27;, &#x27;2014-07-13T23:47:43.008000000&#x27;,\n",
+       "       &#x27;2014-07-24T03:02:33.014400000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-39.13 -37.28 ... -34.11 -34.38</div><input id='attrs-bd378a94-f446-4f90-90eb-d9339493c73d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd378a94-f446-4f90-90eb-d9339493c73d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c6cca28-3ace-478f-b44d-6258f3525515' class='xr-var-data-in' type='checkbox'><label for='data-9c6cca28-3ace-478f-b44d-6258f3525515' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-39.13 , -37.282, -36.9  , -36.89 , -37.053, -36.658, -35.963,\n",
+       "       -35.184, -34.462, -33.784, -32.972, -32.546, -32.428, -32.292,\n",
+       "       -32.169, -31.998, -31.824, -31.624, -31.433, -31.312, -31.107,\n",
+       "       -31.147, -31.044, -31.14 , -31.417, -31.882, -32.145, -32.487,\n",
+       "       -32.537, -32.334, -32.042, -31.892, -31.861, -31.991, -31.883,\n",
+       "       -31.89 , -31.941, -31.889, -31.724, -31.412, -31.786, -31.561,\n",
+       "       -31.732, -31.553, -31.862, -32.389, -32.318, -32.19 , -32.224,\n",
+       "       -32.368, -32.306, -32.305, -32.65 , -33.093, -33.263, -33.199,\n",
+       "       -33.27 , -33.237, -33.221, -33.011, -32.844, -32.981, -32.784,\n",
+       "       -32.607, -32.87 , -33.196, -33.524, -33.956, -33.944, -33.71 ,\n",
+       "       -33.621, -33.552, -33.828, -34.11 , -34.38 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>47.19 46.72 46.45 ... 42.46 42.38</div><input id='attrs-ce864ac7-6bbe-4e98-8b02-5386fd5db7d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ce864ac7-6bbe-4e98-8b02-5386fd5db7d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6a7d533-7adb-46a9-ac01-2091535bed5e' class='xr-var-data-in' type='checkbox'><label for='data-f6a7d533-7adb-46a9-ac01-2091535bed5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([47.187, 46.716, 46.45 , 46.23 , 45.459, 44.833, 44.452, 44.839,\n",
+       "       44.956, 44.676, 44.13 , 43.644, 43.067, 42.662, 42.513, 42.454,\n",
+       "       42.396, 42.256, 42.089, 41.944, 41.712, 41.571, 41.596, 41.581,\n",
+       "       41.351, 41.032, 40.912, 40.792, 40.495, 40.383, 40.478, 40.672,\n",
+       "       41.032, 40.864, 40.651, 40.425, 40.228, 40.197, 40.483, 40.311,\n",
+       "       40.457, 40.463, 40.164, 40.047, 39.963, 40.122, 40.57 , 40.476,\n",
+       "       40.527, 40.589, 40.749, 40.993, 41.162, 41.237, 41.448, 41.65 ,\n",
+       "       42.053, 42.311, 42.096, 41.683, 41.661, 41.676, 42.018, 42.395,\n",
+       "       42.532, 42.558, 42.504, 42.63 , 42.934, 42.952, 42.777, 42.722,\n",
+       "       42.601, 42.457, 42.379])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c6bbc4b4-7e39-40c4-abdf-f47d640f0339' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c6bbc4b4-7e39-40c4-abdf-f47d640f0339' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>salinity</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-66a3a7c6-0bd6-4785-a56d-5c2d85783bd0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-66a3a7c6-0bd6-4785-a56d-5c2d85783bd0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1aeca4dd-5b37-43f4-883d-9f9393df0e60' class='xr-var-data-in' type='checkbox'><label for='data-1aeca4dd-5b37-43f4-883d-9f9393df0e60' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-6ecf045d-822a-4f2d-a8a4-8056e6a892e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6ecf045d-822a-4f2d-a8a4-8056e6a892e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92c81b4d-8b20-4374-b74e-338adf54b9b5' class='xr-var-data-in' type='checkbox'><label for='data-92c81b4d-8b20-4374-b74e-338adf54b9b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(level, date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-55acf69f-eb34-4a48-b28a-a44c2cc854b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-55acf69f-eb34-4a48-b28a-a44c2cc854b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09f8bcdb-411f-4342-9ad8-171749e592ee' class='xr-var-data-in' type='checkbox'><label for='data-09f8bcdb-411f-4342-9ad8-171749e592ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-35dcc4ea-2065-41af-9bf0-349433823eef' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-35dcc4ea-2065-41af-9bf0-349433823eef' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:      (date: 75, level: 78)\n",
+       "Coordinates:\n",
+       "  * level        (level) int32 0 1 2 3 4 5 6 7 8 ... 69 70 71 72 73 74 75 76 77\n",
+       "  * date         (date) datetime64[ns] 2012-07-13T22:33:06.019200 ... 2014-07...\n",
+       "    lon          (date) float64 -39.13 -37.28 -36.9 ... -33.83 -34.11 -34.38\n",
+       "    lat          (date) float64 47.19 46.72 46.45 46.23 ... 42.6 42.46 42.38\n",
+       "Data variables:\n",
+       "    salinity     (level, date) float64 nan nan nan nan nan ... nan nan nan nan\n",
+       "    temperature  (level, date) float64 nan nan nan nan nan ... nan nan nan nan\n",
+       "    pressure     (level, date) float64 nan nan nan nan nan ... nan nan nan nan"
+      ]
+     },
+     "execution_count": 46,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo.rolling(level=10, center=True).std()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "No handles with labels found to put in legend.\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo[\"salinity\"].sel(date='2012-10-31').plot.line(y=\"level\", yincrease=False, color=\"grey\");\n",
+    "argo[\"salinity\"].sel(date='2012-10-31').rolling(level=10, center=True).median().plot.line(y=\"level\", yincrease=False, linewidth=3, color=\"crimson\");\n",
+    "plt.legend(), plt.title(\"\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "<div class=\"alert alert-info\" style=\"font-size:120%\">\n",
+    "\n",
+    "**REMEMBER**: <br>\n",
+    "\n",
+    "The [xarray `groupby`](http://xarray.pydata.org/en/stable/groupby.html) with the same syntax as Pandas implements the __split-apply-combine__ strategy. Also [`resample`](http://xarray.pydata.org/en/stable/time-series.html#resampling-and-grouped-operations) and [`rolling`](http://xarray.pydata.org/en/stable/computation.html?highlight=rolling#rolling-window-operations) are available in xarray.\n",
+    "    \n",
+    "__Note:__ Xarray adds a [`groupby_bins`](http://xarray.pydata.org/en/stable/generated/xarray.Dataset.groupby_bins.html#xarray.Dataset.groupby_bins) convenience function for binned groups (instead of each value).\n",
+    "\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "---------------\n",
+    "\n",
+    "__Note:__ Values are only read from disk when needed. For example, the following statement only reads the coordinate information and the metadata. The data itself is not yet loaded:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "data_file = \"./data/gent/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
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+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 317, x: 625)&gt;\n",
+       "[594375 values with dtype=uint16]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-9c39d99b-2df5-4813-9faa-5f4d9a77f95c' class='xr-array-in' type='checkbox' checked><label for='section-9c39d99b-2df5-4813-9faa-5f4d9a77f95c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[594375 values with dtype=uint16]</pre></div></div></li><li class='xr-section-item'><input id='section-27c7713b-2b61-4e2c-a7b6-fe15b41265a7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-27c7713b-2b61-4e2c-a7b6-fe15b41265a7' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-1debdc30-1a52-4b87-b08d-460897ba179d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1debdc30-1a52-4b87-b08d-460897ba179d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc71e14e-b3a6-41fb-bcac-195cc4b2f82c' class='xr-var-data-in' type='checkbox'><label for='data-fc71e14e-b3a6-41fb-bcac-195cc4b2f82c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-c8e12490-bd3a-44b1-9169-dc6290295abe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c8e12490-bd3a-44b1-9169-dc6290295abe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a310cb79-1674-4fae-931e-28a359a0db76' class='xr-var-data-in' type='checkbox'><label for='data-a310cb79-1674-4fae-931e-28a359a0db76' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-3df31c24-2080-43cb-8732-04ac88548190' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3df31c24-2080-43cb-8732-04ac88548190' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f5424ad-b16a-4f6a-bfab-443d517646bd' class='xr-var-data-in' type='checkbox'><label for='data-1f5424ad-b16a-4f6a-bfab-443d517646bd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1e8f14d8-757f-45b1-a9b4-a0bf22fe6262' class='xr-section-summary-in' type='checkbox'  ><label for='section-1e8f14d8-757f-45b1-a9b4-a0bf22fe6262' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 317, x: 625)>\n",
+       "[594375 values with dtype=uint16]\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 50,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "gent = xr.open_rasterio(data_file)\n",
+    "gent"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "`load()` will explicitly load the data into memory:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
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+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-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",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 3, y: 317, x: 625)&gt;\n",
+       "array([[[12812, 14483, 28688, ..., 16941, 17039, 14156],\n",
+       "        [16744, 12435, 14008, ..., 11993, 10764, 10731],\n",
+       "        [16564, 13107, 12615, ..., 11272, 12009, 11551],\n",
+       "        ...,\n",
+       "        [11911, 12157, 11157, ..., 23085, 16515, 11190],\n",
+       "        [11518, 11387, 11010, ..., 12026, 14582,  9814],\n",
+       "        [11567, 12255, 11862, ...,  9453, 11075, 13599]],\n",
+       "\n",
+       "       [[15663, 16777, 27115, ..., 17826, 18186, 16482],\n",
+       "        [16040, 15188, 16433, ..., 15663, 14221, 13779],\n",
+       "        [16400, 15548, 15221, ..., 14631, 15778, 15974],\n",
+       "        ...,\n",
+       "        [15319, 15450, 15188, ..., 21610, 18841, 15810],\n",
+       "        [15401, 15532, 15401, ..., 14516, 16859, 15859],\n",
+       "        [15696, 15483, 15352, ..., 13844, 15810, 17334]],\n",
+       "\n",
+       "       [[17776, 18645, 28475, ..., 19153, 19497, 18235],\n",
+       "        [18563, 17842, 18596, ..., 17613, 17023, 17154],\n",
+       "        [18628, 17563, 18088, ..., 17400, 18137, 17776],\n",
+       "        ...,\n",
+       "        [17645, 17744, 17432, ..., 22380, 20152, 17727],\n",
+       "        [17580, 17383, 17252, ..., 17776, 18284, 17350],\n",
+       "        [17891, 17678, 17662, ..., 16335, 17301, 18415]]], dtype=uint16)\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 317</li><li><span class='xr-has-index'>x</span>: 625</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-7ba4903b-c895-46ab-8658-8817de8a5223' class='xr-array-in' type='checkbox' checked><label for='section-7ba4903b-c895-46ab-8658-8817de8a5223' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>12812 14483 28688 27164 18088 14221 ... 16072 17203 16335 17301 18415</span></div><div class='xr-array-data'><pre>array([[[12812, 14483, 28688, ..., 16941, 17039, 14156],\n",
+       "        [16744, 12435, 14008, ..., 11993, 10764, 10731],\n",
+       "        [16564, 13107, 12615, ..., 11272, 12009, 11551],\n",
+       "        ...,\n",
+       "        [11911, 12157, 11157, ..., 23085, 16515, 11190],\n",
+       "        [11518, 11387, 11010, ..., 12026, 14582,  9814],\n",
+       "        [11567, 12255, 11862, ...,  9453, 11075, 13599]],\n",
+       "\n",
+       "       [[15663, 16777, 27115, ..., 17826, 18186, 16482],\n",
+       "        [16040, 15188, 16433, ..., 15663, 14221, 13779],\n",
+       "        [16400, 15548, 15221, ..., 14631, 15778, 15974],\n",
+       "        ...,\n",
+       "        [15319, 15450, 15188, ..., 21610, 18841, 15810],\n",
+       "        [15401, 15532, 15401, ..., 14516, 16859, 15859],\n",
+       "        [15696, 15483, 15352, ..., 13844, 15810, 17334]],\n",
+       "\n",
+       "       [[17776, 18645, 28475, ..., 19153, 19497, 18235],\n",
+       "        [18563, 17842, 18596, ..., 17613, 17023, 17154],\n",
+       "        [18628, 17563, 18088, ..., 17400, 18137, 17776],\n",
+       "        ...,\n",
+       "        [17645, 17744, 17432, ..., 22380, 20152, 17727],\n",
+       "        [17580, 17383, 17252, ..., 17776, 18284, 17350],\n",
+       "        [17891, 17678, 17662, ..., 16335, 17301, 18415]]], dtype=uint16)</pre></div></div></li><li class='xr-section-item'><input id='section-5cca7d82-ef0d-4e2c-83e2-8eb1ac19455b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5cca7d82-ef0d-4e2c-83e2-8eb1ac19455b' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-7b84d844-52a9-49aa-8fb4-1f04544d8a47' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7b84d844-52a9-49aa-8fb4-1f04544d8a47' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdcb37ee-ba54-43a2-b7c7-bf3938130098' class='xr-var-data-in' type='checkbox'><label for='data-fdcb37ee-ba54-43a2-b7c7-bf3938130098' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.639e+06 6.639e+06 ... 6.621e+06</div><input id='attrs-00b699a0-79b9-4e75-899e-abed82d15086' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00b699a0-79b9-4e75-899e-abed82d15086' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-594adcfe-aa45-4f4e-85bd-f024babf732a' class='xr-var-data-in' type='checkbox'><label for='data-594adcfe-aa45-4f4e-85bd-f024babf732a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6639463.535997, 6639406.087663, 6639348.639328, ..., 6621424.759011,\n",
+       "       6621367.310677, 6621309.862342])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.925e+05 3.926e+05 ... 4.283e+05</div><input id='attrs-cd37e213-8a99-4fca-a26b-df688292017d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cd37e213-8a99-4fca-a26b-df688292017d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b4e6e4b-f8f5-4029-88c0-2710e346a63c' class='xr-var-data-in' type='checkbox'><label for='data-8b4e6e4b-f8f5-4029-88c0-2710e346a63c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([392494.585616, 392551.913387, 392609.241158, ..., 428152.459311,\n",
+       "       428209.787082, 428267.114853])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-daf94e2e-2737-4b3b-897b-a0260f53f055' class='xr-section-summary-in' type='checkbox'  ><label for='section-daf94e2e-2737-4b3b-897b-a0260f53f055' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(57.32777121388223, 0.0, 392465.9217302375, 0.0, -57.44833434997156, 6639492.260164049)</dd><dt><span>crs :</span></dt><dd>+init=epsg:3857</dd><dt><span>res :</span></dt><dd>(57.32777121388223, 57.44833434997156)</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodatavals :</span></dt><dd>(nan, nan, nan)</dd><dt><span>scales :</span></dt><dd>(1.0, 1.0, 1.0)</dd><dt><span>offsets :</span></dt><dd>(0.0, 0.0, 0.0)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>TIFFTAG_RESOLUTIONUNIT :</span></dt><dd>1 (unitless)</dd><dt><span>TIFFTAG_XRESOLUTION :</span></dt><dd>1</dd><dt><span>TIFFTAG_YRESOLUTION :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (band: 3, y: 317, x: 625)>\n",
+       "array([[[12812, 14483, 28688, ..., 16941, 17039, 14156],\n",
+       "        [16744, 12435, 14008, ..., 11993, 10764, 10731],\n",
+       "        [16564, 13107, 12615, ..., 11272, 12009, 11551],\n",
+       "        ...,\n",
+       "        [11911, 12157, 11157, ..., 23085, 16515, 11190],\n",
+       "        [11518, 11387, 11010, ..., 12026, 14582,  9814],\n",
+       "        [11567, 12255, 11862, ...,  9453, 11075, 13599]],\n",
+       "\n",
+       "       [[15663, 16777, 27115, ..., 17826, 18186, 16482],\n",
+       "        [16040, 15188, 16433, ..., 15663, 14221, 13779],\n",
+       "        [16400, 15548, 15221, ..., 14631, 15778, 15974],\n",
+       "        ...,\n",
+       "        [15319, 15450, 15188, ..., 21610, 18841, 15810],\n",
+       "        [15401, 15532, 15401, ..., 14516, 16859, 15859],\n",
+       "        [15696, 15483, 15352, ..., 13844, 15810, 17334]],\n",
+       "\n",
+       "       [[17776, 18645, 28475, ..., 19153, 19497, 18235],\n",
+       "        [18563, 17842, 18596, ..., 17613, 17023, 17154],\n",
+       "        [18628, 17563, 18088, ..., 17400, 18137, 17776],\n",
+       "        ...,\n",
+       "        [17645, 17744, 17432, ..., 22380, 20152, 17727],\n",
+       "        [17580, 17383, 17252, ..., 17776, 18284, 17350],\n",
+       "        [17891, 17678, 17662, ..., 16335, 17301, 18415]]], dtype=uint16)\n",
+       "Coordinates:\n",
+       "  * band     (band) int64 1 2 3\n",
+       "  * y        (y) float64 6.639e+06 6.639e+06 6.639e+06 ... 6.621e+06 6.621e+06\n",
+       "  * x        (x) float64 3.925e+05 3.926e+05 3.926e+05 ... 4.282e+05 4.283e+05\n",
+       "Attributes:\n",
+       "    transform:               (57.32777121388223, 0.0, 392465.9217302375, 0.0,...\n",
+       "    crs:                     +init=epsg:3857\n",
+       "    res:                     (57.32777121388223, 57.44833434997156)\n",
+       "    is_tiled:                0\n",
+       "    nodatavals:              (nan, nan, nan)\n",
+       "    scales:                  (1.0, 1.0, 1.0)\n",
+       "    offsets:                 (0.0, 0.0, 0.0)\n",
+       "    AREA_OR_POINT:           Area\n",
+       "    TIFFTAG_RESOLUTIONUNIT:  1 (unitless)\n",
+       "    TIFFTAG_XRESOLUTION:     1\n",
+       "    TIFFTAG_YRESOLUTION:     1"
+      ]
+     },
+     "execution_count": 51,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xr.open_rasterio(data_file).load()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "Acknowledgements and great thanks to https://earth-env-data-science.github.io for the inspiration, data and examples."
+   ]
+  }
+ ],
+ "metadata": {
+  "celltoolbar": "Nbtutor - export exercises",
+  "kernelspec": {
+   "display_name": "Python 3",
+   "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": "3.8.10"
+  },
+  "widgets": {
+   "application/vnd.jupyter.widget-state+json": {
+    "state": {},
+    "version_major": 2,
+    "version_minor": 0
+   }
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}