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    "# Plotting Tiles\n",
    "\n",
    "## Objectives\n",
    "\n",
    "Introduce several different methods for plotting ECCO v4 fields that are stored as tiles in `Datasets` or `DataArrays`.  Emphasis is placed on fields stored on the ECCO v4 native llc90 grid and loaded from NetCDF tile files.\n",
    "\n",
    "## Introduction\n",
    "\n",
    "*\"Over the years many different plotting modules and packages have been developed for Python. For most of that time there was no clear favorite package, but recently matplotlib has become the most widely used. Nevertheless, many of the others are still available and may suit your tastes or needs better. Some of these are interfaces to existing plotting libraries while others are Python-centered new implementations.*\n",
    "-- from : https://wiki.python.org/moin/NumericAndScientific/Plotting\n",
    "\n",
    "\n",
    "The link above profiles a long list of Python tools for plotting.  In this tutorial we use just two libraries, *matplotlib* and *Cartopy*.\n",
    "\n",
    "> Note: In this tutorial you will need monthly SSH, THETA, and SALT for the year 2000. The ShortNames of the datasets needed are **ECCO_L4_SSH_LLC0090GRID_MONTHLY_V4R4** and **ECCO_L4_TEMP_SALINITY_LLC0090GRID_MONTHLY_V4R4**. You will also need the [grid file](https://ecco-v4-python-tutorial.readthedocs.io/ECCO_v4_Loading_the_ECCOv4_native_model_grid_parameters.html). The `ecco_access` [Python package](https://ecco-access.readthedocs.io) used in the notebook will handle download or retrieval of the necessary data.\n",
    "\n",
    "### matplotlib\n",
    "*\"Matplotlib is a Python 2D plotting library which produces publication quality figures in a variety of hardcopy formats and interactive environments across platforms. Matplotlib can be used in Python scripts, the Python and IPython shell, the jupyter notebook, web application servers, and four graphical user interface toolkits.\"*\n",
    "\n",
    "*\"For simple plotting the pyplot module provides a MATLAB-like interface, particularly when combined with [Juypter Notebooks]. For the power user, you have full control of line styles, font properties, axes properties, etc, via an object oriented interface or via a set of functions familiar to MATLAB users.\"*\n",
    "-- from https://matplotlib.org/index.html\n",
    "\n",
    "Matplotlib and pyplot even have a tutorial: https://matplotlib.org/users/pyplot_tutorial.html\n",
    "\n",
    "### Cartopy\n",
    "\n",
    "\"Cartopy is a Python package designed for geospatial data processing in order to produce maps and other geospatial data analyses.\"\n",
    "\n",
    "Cartopy makes use of the powerful PROJ.4, NumPy and Shapely libraries and includes a programmatic interface built on top of Matplotlib for the creation of publication quality maps.\n",
    "\n",
    "Key features of cartopy are its object oriented projection definitions, and its ability to transform points, lines, vectors, polygons and images between those projections.\n",
    "\n",
    "You will find cartopy especially useful for large area / small scale data, where Cartesian assumptions of spherical data traditionally break down. If you’ve ever experienced a singularity at the pole or a cut-off at the dateline, it is likely you will appreciate cartopy’s unique features!\"*\n",
    "\n",
    "-- from https://scitools.org.uk/cartopy/docs/latest/\n",
    "\n",
    "\n",
    "## The default orientation of the lat-lon-cap tile fields\n",
    "\n",
    "Before we begin plotting ECCOv4 fields on the native llc90 model grid we are reminded how how the 13 tiles are oriented with respect to their \"local\" **x** and **y** and with respect to each other.\n",
    "\n",
    "![llc90 tile layout](../figures/llc90_0.png)\n",
    "\n",
    "Tiles 7-12 are rotated 90 degrees counter-clockwise relative to tiles 0-5.\n",
    "\n",
    "> **Note:**  *The rotated orientation of tiles 7-12 presents some complications but don't panic!  The good news is that you don't need to reorient tiles to plot them.*\n",
    "\n",
    "## Plotting single tiles using ``imshow``, ``pcolormesh``, and ``contourf``\n",
    "\n",
    "First, let's load the all 13 tiles for sea surface height and the model grid parameters.\n",
    "\n",
    "> **Note:** The notebook uses the `ecco_access` package to download (or directly access in the AWS Cloud) the ECCO output; you may need to [install it](https://ecco-access.readthedocs.io/en/latest/Installation.html)."
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    "import numpy as np\n",
    "import sys\n",
    "import xarray as xr\n",
    "from os.path import join,expanduser\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "import glob\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "\n",
    "import ecco_v4_py as ecco\n",
    "import ecco_access as ea\n",
    "\n",
    "\n",
    "# are you working in the AWS Cloud?\n",
    "incloud_access = False\n",
    "\n",
    "# indicate mode of access from PO.DAAC\n",
    "# options are:\n",
    "# 'download': direct download from internet to your local machine\n",
    "# 'download_ifspace': like download, but only proceeds \n",
    "#                     if your machine have sufficient storage\n",
    "# 's3_open': access datasets in-cloud from an AWS instance\n",
    "# 's3_open_fsspec': use jsons generated with fsspec and \n",
    "#                   kerchunk libraries to speed up in-cloud access\n",
    "# 's3_get': direct download from S3 in-cloud to an AWS instance\n",
    "# 's3_get_ifspace': like s3_get, but only proceeds if your instance \n",
    "#                   has sufficient storage\n",
    "user_home_dir = expanduser('~')\n",
    "download_dir = join(user_home_dir,'Downloads','ECCO_V4r4_PODAAC')\n",
    "if incloud_access:\n",
    "    access_mode = 's3_open_fsspec'\n",
    "    download_root_dir = None\n",
    "    jsons_root_dir = join(user_home_dir,'MZZ')\n",
    "else:\n",
    "    access_mode = 'download_ifspace'\n",
    "    download_root_dir = download_dir\n",
    "    jsons_root_dir = None"
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    "# load some useful cartopy routines\n",
    "from cartopy import config\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "\n",
    "# and a new matplotlib routine \n",
    "import matplotlib.path as mpath"
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      "Size of files to be downloaded to instance is 0.268 GB,\n",
      "which is 0.19% of the 144.102 GB available storage.\n",
      "Proceeding with file downloads via NASA Earthdata URLs\n",
      "DL Progress: 100%|###########################| 1/1 [00:02<00:00,  2.47s/it]\n",
      "\n",
      "=====================================\n",
      "total downloaded: 8.57 Mb\n",
      "avg download speed: 3.47 Mb/s\n",
      "Time spent = 2.471755266189575 seconds\n",
      "\n",
      "\n",
      "DL Progress: 100%|#########################| 12/12 [00:05<00:00,  2.05it/s]\n",
      "\n",
      "=====================================\n",
      "total downloaded: 71.01 Mb\n",
      "avg download speed: 12.11 Mb/s\n",
      "Time spent = 5.8622353076934814 seconds\n",
      "\n",
      "\n",
      "DL Progress: 100%|#########################| 12/12 [00:04<00:00,  2.72it/s]\n",
      "\n",
      "=====================================\n",
      "total downloaded: 208.38 Mb\n",
      "avg download speed: 47.05 Mb/s\n",
      "Time spent = 4.429197311401367 seconds\n",
      "\n",
      "\n"
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    "## open ECCO datasets needed for the tutorial\n",
    "\n",
    "ShortNames_list = [\"ECCO_L4_GEOMETRY_LLC0090GRID_V4R4\",\\\n",
    "                   \"ECCO_L4_SSH_LLC0090GRID_MONTHLY_V4R4\",\\\n",
    "                   \"ECCO_L4_TEMP_SALINITY_LLC0090GRID_MONTHLY_V4R4\"]\n",
    "\n",
    "ds_dict = ea.ecco_podaac_to_xrdataset(ShortNames_list,\\\n",
    "                                              StartDate='2000-01',EndDate='2000-12',\\\n",
    "                                              mode=access_mode,\\\n",
    "                                              download_root_dir=download_root_dir,\\\n",
    "                                              jsons_root_dir=jsons_root_dir,\\\n",
    "                                              max_avail_frac=0.5)\n",
    "\n",
    "ecco_grid = ds_dict[ShortNames_list[0]]\n",
    "ds_SSH = ds_dict[ShortNames_list[1]]\n",
    "ds_temp_sal = ds_dict[ShortNames_list[2]]\n",
    "\n",
    "## select only *surface* temperature and salinity (SST and SSS)\n",
    "ds_SST_SSS = ds_temp_sal.isel(k=0)\n",
    "\n",
    "\n",
    "## Copy ecco_ds from ecco_grid dataset\n",
    "ecco_ds = ecco_grid.copy()\n",
    "## Add SSH, SST, and SSS variables to ecco_ds\n",
    "ecco_ds['SSH'] = ds_SSH['SSH']\n",
    "ecco_ds['SST'] = ds_SST_SSS['THETA']\n",
    "ecco_ds['SSS'] = ds_SST_SSS['SALT']\n",
    "\n",
    "## Load ecco_ds into memory\n",
    "ecco_ds = ecco_ds.compute()"
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       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 104MB\n",
       "Dimensions:  (i: 90, i_g: 90, j: 90, j_g: 90, k: 50, k_u: 50, k_l: 50,\n",
       "              k_p1: 51, tile: 13, nb: 4, nv: 2, time: 12)\n",
       "Coordinates: (12/21)\n",
       "  * i        (i) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * i_g      (i_g) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * j        (j) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * j_g      (j_g) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * k        (k) int32 200B 0 1 2 3 4 5 6 7 8 9 ... 41 42 43 44 45 46 47 48 49\n",
       "  * k_u      (k_u) int32 200B 0 1 2 3 4 5 6 7 8 9 ... 41 42 43 44 45 46 47 48 49\n",
       "    ...       ...\n",
       "    Zu       (k_u) float32 200B -10.0 -20.0 -30.0 ... -5.678e+03 -6.134e+03\n",
       "    Zl       (k_l) float32 200B 0.0 -10.0 -20.0 ... -5.244e+03 -5.678e+03\n",
       "    XC_bnds  (tile, j, i, nb) float32 2MB -115.0 -115.0 -107.9 ... -115.0 -108.5\n",
       "    YC_bnds  (tile, j, i, nb) float32 2MB -88.18 -88.32 -88.3 ... -88.18 -88.16\n",
       "    Z_bnds   (k, nv) float32 400B 0.0 -10.0 -10.0 ... -5.678e+03 -6.134e+03\n",
       "  * time     (time) datetime64[ns] 96B 2000-01-16T12:00:00 ... 2000-12-16T12:...\n",
       "Dimensions without coordinates: nb, nv\n",
       "Data variables: (12/24)\n",
       "    CS       (tile, j, i) float32 421kB 0.06158 0.06675 ... -0.9854 -0.9984\n",
       "    SN       (tile, j, i) float32 421kB -0.9981 -0.9978 ... -0.1705 -0.05718\n",
       "    rA       (tile, j, i) float32 421kB 3.623e+08 3.633e+08 ... 3.611e+08\n",
       "    dxG      (tile, j_g, i) float32 421kB 1.558e+04 1.559e+04 ... 2.314e+04\n",
       "    dyG      (tile, j, i_g) float32 421kB 2.321e+04 2.327e+04 ... 1.558e+04\n",
       "    Depth    (tile, j, i) float32 421kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0\n",
       "    ...       ...\n",
       "    maskC    (k, tile, j, i) bool 5MB False False False ... False False False\n",
       "    maskW    (k, tile, j, i_g) bool 5MB False False False ... False False False\n",
       "    maskS    (k, tile, j_g, i) bool 5MB False False False ... False False False\n",
       "    SSH      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "    SST      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "    SSS      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "Attributes: (12/58)\n",
       "    acknowledgement:                 This research was carried out by the Jet...\n",
       "    author:                          Ian Fenty and Ou Wang\n",
       "    cdm_data_type:                   Grid\n",
       "    comment:                         Fields provided on the curvilinear lat-l...\n",
       "    Conventions:                     CF-1.8, ACDD-1.3\n",
       "    coordinates_comment:             Note: the global &#x27;coordinates&#x27; attribute...\n",
       "    ...                              ...\n",
       "    references:                      ECCO Consortium, Fukumori, I., Wang, O.,...\n",
       "    source:                          The ECCO V4r4 state estimate was produce...\n",
       "    standard_name_vocabulary:        NetCDF Climate and Forecast (CF) Metadat...\n",
       "    summary:                         This dataset provides geometric paramete...\n",
       "    title:                           ECCO Geometry Parameters for the Lat-Lon...\n",
       "    uuid:                            87ff7d24-86e5-11eb-9c5f-f8f21e2ee3e0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-fff48a63-2064-48ac-a938-500eb3863a7a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fff48a63-2064-48ac-a938-500eb3863a7a' 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'>i</span>: 90</li><li><span class='xr-has-index'>i_g</span>: 90</li><li><span class='xr-has-index'>j</span>: 90</li><li><span class='xr-has-index'>j_g</span>: 90</li><li><span class='xr-has-index'>k</span>: 50</li><li><span class='xr-has-index'>k_u</span>: 50</li><li><span class='xr-has-index'>k_l</span>: 50</li><li><span class='xr-has-index'>k_p1</span>: 51</li><li><span class='xr-has-index'>tile</span>: 13</li><li><span>nb</span>: 4</li><li><span>nv</span>: 2</li><li><span class='xr-has-index'>time</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-91174cee-2f04-4d07-a84e-3814f55540ee' class='xr-section-summary-in' type='checkbox'  checked><label for='section-91174cee-2f04-4d07-a84e-3814f55540ee' class='xr-section-summary' >Coordinates: <span>(21)</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'>i</span></div><div class='xr-var-dims'>(i)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 84 85 86 87 88 89</div><input id='attrs-46b30d0c-a7d9-4ba5-8999-a4b9aae8e4bc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46b30d0c-a7d9-4ba5-8999-a4b9aae8e4bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f95cb165-eef3-48ca-8cb1-f123aac9d74c' class='xr-var-data-in' type='checkbox'><label for='data-f95cb165-eef3-48ca-8cb1-f123aac9d74c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>grid index in x for variables at tracer and &#x27;v&#x27; locations</dd><dt><span>swap_dim :</span></dt><dd>XC</dd><dt><span>comment :</span></dt><dd>In the Arakawa C-grid system, tracer (e.g., THETA) and &#x27;v&#x27; variables (e.g., VVEL) have the same x coordinate on the model grid.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>i_g</span></div><div class='xr-var-dims'>(i_g)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 84 85 86 87 88 89</div><input id='attrs-dfcf4a54-b90b-439a-b266-efc456e3225b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfcf4a54-b90b-439a-b266-efc456e3225b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9d84e34-b5a3-46ef-955f-845896473f32' class='xr-var-data-in' type='checkbox'><label for='data-e9d84e34-b5a3-46ef-955f-845896473f32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>grid index in x for variables at &#x27;u&#x27; and &#x27;g&#x27; locations</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd><dt><span>swap_dim :</span></dt><dd>XG</dd><dt><span>comment :</span></dt><dd>In the Arakawa C-grid system, &#x27;u&#x27; (e.g., UVEL) and &#x27;g&#x27; variables (e.g., XG) have the same x coordinate on the model grid.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>j</span></div><div class='xr-var-dims'>(j)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 84 85 86 87 88 89</div><input id='attrs-7464f948-8e93-4ebd-96d7-8ed354ec1bea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7464f948-8e93-4ebd-96d7-8ed354ec1bea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6a0a6c4-ca3b-4964-9fe6-a900c277dff1' class='xr-var-data-in' type='checkbox'><label for='data-b6a0a6c4-ca3b-4964-9fe6-a900c277dff1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>grid index in y for variables at tracer and &#x27;u&#x27; locations</dd><dt><span>swap_dim :</span></dt><dd>YC</dd><dt><span>comment :</span></dt><dd>In the Arakawa C-grid system, tracer (e.g., THETA) and &#x27;u&#x27; variables (e.g., UVEL) have the same y coordinate on the model grid.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>j_g</span></div><div class='xr-var-dims'>(j_g)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 84 85 86 87 88 89</div><input id='attrs-02b31b1f-6412-4005-8894-f8adcf157c61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02b31b1f-6412-4005-8894-f8adcf157c61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-875753c5-a26f-475f-9cb5-c66f7d750f0a' class='xr-var-data-in' type='checkbox'><label for='data-875753c5-a26f-475f-9cb5-c66f7d750f0a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>grid index in y for variables at &#x27;v&#x27; and &#x27;g&#x27; locations</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd><dt><span>swap_dim :</span></dt><dd>YG</dd><dt><span>comment :</span></dt><dd>In the Arakawa C-grid system, &#x27;v&#x27; (e.g., VVEL) and &#x27;g&#x27; variables (e.g., XG) have the same y coordinate.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>k</span></div><div class='xr-var-dims'>(k)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 44 45 46 47 48 49</div><input id='attrs-666dd228-70ae-471e-bc6a-bb82c9038d99' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-666dd228-70ae-471e-bc6a-bb82c9038d99' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e019fac8-3343-46fb-bb0a-fbdb36a94a1c' class='xr-var-data-in' type='checkbox'><label for='data-e019fac8-3343-46fb-bb0a-fbdb36a94a1c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>grid index in z for tracer variables</dd><dt><span>swap_dim :</span></dt><dd>Z</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>k_u</span></div><div class='xr-var-dims'>(k_u)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 44 45 46 47 48 49</div><input id='attrs-f192dd4f-c155-4b47-961e-be7367c6902f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f192dd4f-c155-4b47-961e-be7367c6902f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f1c09aa-d6a6-4a69-911e-733daaff55d1' class='xr-var-data-in' type='checkbox'><label for='data-4f1c09aa-d6a6-4a69-911e-733daaff55d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>grid index in z corresponding to the bottom face of tracer grid cells (&#x27;w&#x27; locations)</dd><dt><span>c_grid_axis_shift :</span></dt><dd>0.5</dd><dt><span>swap_dim :</span></dt><dd>Zu</dd><dt><span>comment :</span></dt><dd>First index corresponds to the bottom face of the uppermost tracer grid cell. The use of &#x27;u&#x27; in the variable name follows the MITgcm convention for naming the bottom face of ocean tracer grid cells.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>k_l</span></div><div class='xr-var-dims'>(k_l)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 44 45 46 47 48 49</div><input id='attrs-6c4e2dec-7f6f-44e2-b8a0-10a7e0c6e7f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c4e2dec-7f6f-44e2-b8a0-10a7e0c6e7f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35822a06-7c84-44d9-9080-f84f2720b25f' class='xr-var-data-in' type='checkbox'><label for='data-35822a06-7c84-44d9-9080-f84f2720b25f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>grid index in z corresponding to the top face of tracer grid cells (&#x27;w&#x27; locations)</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd><dt><span>swap_dim :</span></dt><dd>Zl</dd><dt><span>comment :</span></dt><dd>First index corresponds to the top face of the uppermost tracer grid cell. The use of &#x27;l&#x27; in the variable name follows the MITgcm convention for naming the top face of ocean tracer grid cells.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>k_p1</span></div><div class='xr-var-dims'>(k_p1)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 45 46 47 48 49 50</div><input id='attrs-9766986e-069e-417d-86ab-4fdb41d8abea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9766986e-069e-417d-86ab-4fdb41d8abea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-559ed777-2d03-44c1-85c7-ab4cbb1d396c' class='xr-var-data-in' type='checkbox'><label for='data-559ed777-2d03-44c1-85c7-ab4cbb1d396c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>grid index in z for variables at &#x27;w&#x27; locations</dd><dt><span>c_grid_axis_shift :</span></dt><dd>[-0.5  0.5]</dd><dt><span>swap_dim :</span></dt><dd>Zp1</dd><dt><span>comment :</span></dt><dd>Includes top of uppermost model tracer cell (k_p1=0) and bottom of lowermost tracer cell (k_p1=51).</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></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], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>tile</span></div><div class='xr-var-dims'>(tile)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-bd483d6a-103e-4f8c-8a83-8896abff2407' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd483d6a-103e-4f8c-8a83-8896abff2407' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ad0c32c-8c16-4460-a3c6-5cbe8e5d25e7' class='xr-var-data-in' type='checkbox'><label for='data-6ad0c32c-8c16-4460-a3c6-5cbe8e5d25e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>lat-lon-cap tile index</dd><dt><span>comment :</span></dt><dd>The ECCO V4 horizontal model grid is divided into 13 tiles of 90x90 cells for convenience.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>XC</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-111.6 -111.3 ... -105.6 -111.9</div><input id='attrs-a55562d7-4c79-42a1-81bf-9430bae7f909' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a55562d7-4c79-42a1-81bf-9430bae7f909' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f94db3f-bbe3-4ed1-a13d-2d84e6cc494b' class='xr-var-data-in' type='checkbox'><label for='data-2f94db3f-bbe3-4ed1-a13d-2d84e6cc494b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude of tracer grid cell center</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>coordinate :</span></dt><dd>YC XC</dd><dt><span>bounds :</span></dt><dd>XC_bnds</dd><dt><span>comment :</span></dt><dd>nonuniform grid spacing</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[[-111.60647 , -111.303   , -110.94285 , ...,   64.791115,\n",
       "           64.80521 ,   64.81917 ],\n",
       "        [-104.8196  , -103.928444, -102.87706 , ...,   64.36745 ,\n",
       "           64.41012 ,   64.4524  ],\n",
       "        [ -98.198784,  -96.788055,  -95.14185 , ...,   63.936497,\n",
       "           64.008224,   64.0793  ],\n",
       "        ...,\n",
       "        [ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ],\n",
       "        [ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ],\n",
       "        [ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ]],\n",
       "\n",
       "       [[ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ],\n",
       "        [ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ],\n",
       "        [ -37.5     ,  -36.5     ,  -35.5     , ...,   49.5     ,\n",
       "           50.5     ,   51.5     ],\n",
       "...\n",
       "        [ -40.5     ,  -40.5     ,  -40.5     , ...,  -40.5     ,\n",
       "          -40.5     ,  -40.5     ],\n",
       "        [ -39.5     ,  -39.5     ,  -39.5     , ...,  -39.5     ,\n",
       "          -39.5     ,  -39.5     ],\n",
       "        [ -38.5     ,  -38.5     ,  -38.5     , ...,  -38.5     ,\n",
       "          -38.5     ,  -38.5     ]],\n",
       "\n",
       "       [[-127.5     , -127.5     , -127.5     , ..., -115.850204,\n",
       "         -115.50567 , -115.166985],\n",
       "        [-126.5     , -126.5     , -126.5     , ..., -115.78025 ,\n",
       "         -115.464066, -115.153244],\n",
       "        [-125.5     , -125.5     , -125.5     , ..., -115.71079 ,\n",
       "         -115.42275 , -115.139595],\n",
       "        ...,\n",
       "        [ -40.5     ,  -40.5     ,  -40.5     , ..., -101.42989 ,\n",
       "         -106.83081 , -112.28605 ],\n",
       "        [ -39.5     ,  -39.5     ,  -39.5     , ..., -100.48844 ,\n",
       "         -106.24874 , -112.090065],\n",
       "        [ -38.5     ,  -38.5     ,  -38.5     , ...,  -99.42048 ,\n",
       "         -105.58465 , -111.86579 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>YC</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.24 -88.38 ... -88.08 -88.1</div><input id='attrs-b4514a21-1d70-40a4-b9be-a2781f16c281' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4514a21-1d70-40a4-b9be-a2781f16c281' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3abba2e4-b306-4c7f-b935-f64bf8631aaf' class='xr-var-data-in' type='checkbox'><label for='data-3abba2e4-b306-4c7f-b935-f64bf8631aaf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude of tracer grid cell center</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>coordinate :</span></dt><dd>YC XC</dd><dt><span>bounds :</span></dt><dd>YC_bnds</dd><dt><span>comment :</span></dt><dd>nonuniform grid spacing</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[[-88.24259  , -88.382515 , -88.52242  , ..., -80.57383  ,\n",
       "         -80.50492  , -80.43992  ],\n",
       "        [-88.21676  , -88.354485 , -88.49178  , ..., -80.56925  ,\n",
       "         -80.50038  , -80.43542  ],\n",
       "        [-88.164764 , -88.29827  , -88.43065  , ..., -80.55984  ,\n",
       "         -80.49105  , -80.42617  ],\n",
       "        ...,\n",
       "        [-58.321964 , -58.321964 , -58.321964 , ..., -58.321964 ,\n",
       "         -58.321964 , -58.321964 ],\n",
       "        [-57.79962  , -57.79962  , -57.79962  , ..., -57.79962  ,\n",
       "         -57.79962  , -57.79962  ],\n",
       "        [-57.271408 , -57.271408 , -57.271408 , ..., -57.271408 ,\n",
       "         -57.271408 , -57.271408 ]],\n",
       "\n",
       "       [[-56.73891  , -56.73891  , -56.73891  , ..., -56.73891  ,\n",
       "         -56.73891  , -56.73891  ],\n",
       "        [-56.2021   , -56.2021   , -56.2021   , ..., -56.2021   ,\n",
       "         -56.2021   , -56.2021   ],\n",
       "        [-55.65936  , -55.65936  , -55.65936  , ..., -55.65936  ,\n",
       "         -55.65936  , -55.65936  ],\n",
       "...\n",
       "        [  9.482398 ,   8.516253 ,   7.5699615, ..., -55.65936  ,\n",
       "         -56.2021   , -56.73891  ],\n",
       "        [  9.482398 ,   8.516253 ,   7.5699615, ..., -55.65936  ,\n",
       "         -56.2021   , -56.73891  ],\n",
       "        [  9.482398 ,   8.516253 ,   7.5699615, ..., -55.65936  ,\n",
       "         -56.2021   , -56.73891  ]],\n",
       "\n",
       "       [[-57.271408 , -57.79962  , -58.321964 , ..., -80.36532  ,\n",
       "         -80.3745   , -80.37896  ],\n",
       "        [-57.271408 , -57.79962  , -58.321964 , ..., -80.30862  ,\n",
       "         -80.317726 , -80.32216  ],\n",
       "        [-57.271408 , -57.79962  , -58.321964 , ..., -80.25618  ,\n",
       "         -80.26523  , -80.26963  ],\n",
       "        ...,\n",
       "        [-57.271408 , -57.79962  , -58.321964 , ..., -87.7596   ,\n",
       "         -87.80198  , -87.822876 ],\n",
       "        [-57.271408 , -57.79962  , -58.321964 , ..., -87.89526  ,\n",
       "         -87.94044  , -87.96276  ],\n",
       "        [-57.271408 , -57.79962  , -58.321964 , ..., -88.030365 ,\n",
       "         -88.07871  , -88.10267  ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>XG</span></div><div class='xr-var-dims'>(tile, j_g, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-115.0 -115.0 ... -102.9 -109.0</div><input id='attrs-4e1ebc91-f050-465a-82ae-7b615d3d9046' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e1ebc91-f050-465a-82ae-7b615d3d9046' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a6a24fe-c583-4c0a-9afe-a3bdca707b1e' class='xr-var-data-in' type='checkbox'><label for='data-8a6a24fe-c583-4c0a-9afe-a3bdca707b1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude of &#x27;southwest&#x27; corner of tracer grid cell</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>coordinate :</span></dt><dd>YG XG</dd><dt><span>comment :</span></dt><dd>Nonuniform grid spacing. Note: &#x27;southwest&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm dcoumentation for details.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[[-115.      , -115.      , -115.      , ...,   65.      ,\n",
       "           65.      ,   65.      ],\n",
       "        [-108.47213 , -107.915245, -107.26045 , ...,   64.56598 ,\n",
       "           64.59443 ,   64.62261 ],\n",
       "        [-101.9954  , -100.91797 ,  -99.66073 , ...,   64.12406 ,\n",
       "           64.18147 ,   64.23835 ],\n",
       "        ...,\n",
       "        [ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ],\n",
       "        [ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ],\n",
       "        [ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ]],\n",
       "\n",
       "       [[ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ],\n",
       "        [ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ],\n",
       "        [ -38.      ,  -37.      ,  -36.      , ...,   49.      ,\n",
       "           50.      ,   51.      ],\n",
       "...\n",
       "        [ -41.      ,  -41.      ,  -41.      , ...,  -41.      ,\n",
       "          -41.      ,  -41.      ],\n",
       "        [ -40.      ,  -40.      ,  -40.      , ...,  -40.      ,\n",
       "          -40.      ,  -40.      ],\n",
       "        [ -39.      ,  -39.      ,  -39.      , ...,  -39.      ,\n",
       "          -39.      ,  -39.      ]],\n",
       "\n",
       "       [[-128.      , -128.      , -128.      , ..., -116.06686 ,\n",
       "         -115.70526 , -115.34945 ],\n",
       "        [-127.      , -127.      , -127.      , ..., -115.982254,\n",
       "         -115.64933 , -115.32173 ],\n",
       "        [-126.      , -126.      , -126.      , ..., -115.89828 ,\n",
       "         -115.59381 , -115.29422 ],\n",
       "        ...,\n",
       "        [ -41.      ,  -41.      ,  -41.      , ...,  -99.28857 ,\n",
       "         -104.466286, -109.73619 ],\n",
       "        [ -40.      ,  -40.      ,  -40.      , ...,  -98.24634 ,\n",
       "         -103.74563 , -109.36924 ],\n",
       "        [ -39.      ,  -39.      ,  -39.      , ...,  -97.07265 ,\n",
       "         -102.928925, -108.95171 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>YG</span></div><div class='xr-var-dims'>(tile, j_g, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.18 -88.32 ... -87.99 -88.02</div><input id='attrs-8f7955af-1f24-4203-8abe-d01ce29cc693' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8f7955af-1f24-4203-8abe-d01ce29cc693' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-199a0ea3-66c0-4117-9341-082719e14028' class='xr-var-data-in' type='checkbox'><label for='data-199a0ea3-66c0-4117-9341-082719e14028' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude of &#x27;southwest&#x27; corner of tracer grid cell</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>comment :</span></dt><dd>Nonuniform grid spacing. Note: &#x27;southwest&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm dcoumentation for details.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[[-88.17569 , -88.31587 , -88.45609 , ..., -80.610275,\n",
       "         -80.53945 , -80.47247 ],\n",
       "        [-88.16335 , -88.30251 , -88.44153 , ..., -80.608   ,\n",
       "         -80.5372  , -80.470245],\n",
       "        [-88.12586 , -88.26202 , -88.397514, ..., -80.601006,\n",
       "         -80.530266, -80.46337 ],\n",
       "        ...,\n",
       "        [-58.58002 , -58.58002 , -58.58002 , ..., -58.58002 ,\n",
       "         -58.58002 , -58.58002 ],\n",
       "        [-58.06183 , -58.06183 , -58.06183 , ..., -58.06183 ,\n",
       "         -58.06183 , -58.06183 ],\n",
       "        [-57.53605 , -57.53605 , -57.53605 , ..., -57.53605 ,\n",
       "         -57.53605 , -57.53605 ]],\n",
       "\n",
       "       [[-57.005695, -57.005695, -57.005695, ..., -57.005695,\n",
       "         -57.005695, -57.005695],\n",
       "        [-56.471046, -56.471046, -56.471046, ..., -56.471046,\n",
       "         -56.471046, -56.471046],\n",
       "        [-55.931786, -55.931786, -55.931786, ..., -55.931786,\n",
       "         -55.931786, -55.931786],\n",
       "...\n",
       "        [  9.96973 ,   8.997536,   8.039881, ..., -55.384766,\n",
       "         -55.931786, -56.471046],\n",
       "        [  9.96973 ,   8.997536,   8.039881, ..., -55.384766,\n",
       "         -55.931786, -56.471046],\n",
       "        [  9.96973 ,   8.997536,   8.039881, ..., -55.384766,\n",
       "         -55.931786, -56.471046]],\n",
       "\n",
       "       [[-57.005695, -57.53605 , -58.06183 , ..., -80.38878 ,\n",
       "         -80.400444, -80.40726 ],\n",
       "        [-57.005695, -57.53605 , -58.06183 , ..., -80.33003 ,\n",
       "         -80.34161 , -80.34837 ],\n",
       "        [-57.005695, -57.53605 , -58.06183 , ..., -80.27549 ,\n",
       "         -80.286995, -80.29371 ],\n",
       "        ...,\n",
       "        [-57.005695, -57.53605 , -58.06183 , ..., -87.66318 ,\n",
       "         -87.71477 , -87.7454  ],\n",
       "        [-57.005695, -57.53605 , -58.06183 , ..., -87.797325,\n",
       "         -87.85214 , -87.884766],\n",
       "        [-57.005695, -57.53605 , -58.06183 , ..., -87.93075 ,\n",
       "         -87.9892  , -88.02409 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Z</span></div><div class='xr-var-dims'>(k)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-5.0 -15.0 ... -5.906e+03</div><input id='attrs-1f3611a8-d1ba-45fe-a7df-f33014df63d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f3611a8-d1ba-45fe-a7df-f33014df63d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ebe219f7-5a65-491f-87d8-24fe8b4dc3d8' class='xr-var-data-in' type='checkbox'><label for='data-ebe219f7-5a65-491f-87d8-24fe8b4dc3d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>depth of tracer grid cell center</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>bounds :</span></dt><dd>Z_bnds</dd><dt><span>comment :</span></dt><dd>Non-uniform vertical spacing.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>depth</dd></dl></div><div class='xr-var-data'><pre>array([-5.000000e+00, -1.500000e+01, -2.500000e+01, -3.500000e+01,\n",
       "       -4.500000e+01, -5.500000e+01, -6.500000e+01, -7.500500e+01,\n",
       "       -8.502500e+01, -9.509500e+01, -1.053100e+02, -1.158700e+02,\n",
       "       -1.271500e+02, -1.397400e+02, -1.544700e+02, -1.724000e+02,\n",
       "       -1.947350e+02, -2.227100e+02, -2.574700e+02, -2.999300e+02,\n",
       "       -3.506800e+02, -4.099300e+02, -4.774700e+02, -5.527100e+02,\n",
       "       -6.347350e+02, -7.224000e+02, -8.144700e+02, -9.097400e+02,\n",
       "       -1.007155e+03, -1.105905e+03, -1.205535e+03, -1.306205e+03,\n",
       "       -1.409150e+03, -1.517095e+03, -1.634175e+03, -1.765135e+03,\n",
       "       -1.914150e+03, -2.084035e+03, -2.276225e+03, -2.491250e+03,\n",
       "       -2.729250e+03, -2.990250e+03, -3.274250e+03, -3.581250e+03,\n",
       "       -3.911250e+03, -4.264250e+03, -4.640250e+03, -5.039250e+03,\n",
       "       -5.461250e+03, -5.906250e+03], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Zp1</span></div><div class='xr-var-dims'>(k_p1)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 -10.0 ... -5.678e+03 -6.134e+03</div><input id='attrs-086647a5-6b69-49cd-8a9a-0d6f12a6c080' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-086647a5-6b69-49cd-8a9a-0d6f12a6c080' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7d41a48-a73b-4320-9f44-21b224aab863' class='xr-var-data-in' type='checkbox'><label for='data-c7d41a48-a73b-4320-9f44-21b224aab863' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>depth of top/bottom face of tracer grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>comment :</span></dt><dd>Contains one element more than the number of vertical layers. First element is 0m, the depth of the top face of the uppermost grid cell. Last element is the depth of the bottom face of the deepest grid cell.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>depth</dd></dl></div><div class='xr-var-data'><pre>array([    0.  ,   -10.  ,   -20.  ,   -30.  ,   -40.  ,   -50.  ,\n",
       "         -60.  ,   -70.  ,   -80.01,   -90.04,  -100.15,  -110.47,\n",
       "        -121.27,  -133.03,  -146.45,  -162.49,  -182.31,  -207.16,\n",
       "        -238.26,  -276.68,  -323.18,  -378.18,  -441.68,  -513.26,\n",
       "        -592.16,  -677.31,  -767.49,  -861.45,  -958.03, -1056.28,\n",
       "       -1155.53, -1255.54, -1356.87, -1461.43, -1572.76, -1695.59,\n",
       "       -1834.68, -1993.62, -2174.45, -2378.  , -2604.5 , -2854.  ,\n",
       "       -3126.5 , -3422.  , -3740.5 , -4082.  , -4446.5 , -4834.  ,\n",
       "       -5244.5 , -5678.  , -6134.5 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Zu</span></div><div class='xr-var-dims'>(k_u)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-10.0 -20.0 ... -6.134e+03</div><input id='attrs-88c6d730-83b8-440e-b444-c5c822daf49a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88c6d730-83b8-440e-b444-c5c822daf49a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84fef714-29dd-4529-a619-38f380f6ec4f' class='xr-var-data-in' type='checkbox'><label for='data-84fef714-29dd-4529-a619-38f380f6ec4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>depth of bottom face of tracer grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>comment :</span></dt><dd>First element is -10m, the depth of the bottom face of the uppermost tracer grid cell. Last element is the depth of the bottom face of the deepest grid cell. The use of &#x27;u&#x27; in the variable name follows the MITgcm convention for naming the bottom face of ocean tracer grid cells.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>depth</dd></dl></div><div class='xr-var-data'><pre>array([  -10.  ,   -20.  ,   -30.  ,   -40.  ,   -50.  ,   -60.  ,\n",
       "         -70.  ,   -80.01,   -90.04,  -100.15,  -110.47,  -121.27,\n",
       "        -133.03,  -146.45,  -162.49,  -182.31,  -207.16,  -238.26,\n",
       "        -276.68,  -323.18,  -378.18,  -441.68,  -513.26,  -592.16,\n",
       "        -677.31,  -767.49,  -861.45,  -958.03, -1056.28, -1155.53,\n",
       "       -1255.54, -1356.87, -1461.43, -1572.76, -1695.59, -1834.68,\n",
       "       -1993.62, -2174.45, -2378.  , -2604.5 , -2854.  , -3126.5 ,\n",
       "       -3422.  , -3740.5 , -4082.  , -4446.5 , -4834.  , -5244.5 ,\n",
       "       -5678.  , -6134.5 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Zl</span></div><div class='xr-var-dims'>(k_l)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 -10.0 ... -5.244e+03 -5.678e+03</div><input id='attrs-1b87680e-f280-4298-b86c-6d4f1b5422a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1b87680e-f280-4298-b86c-6d4f1b5422a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a98d1bff-c401-41a6-a9bc-b2a001b2d49d' class='xr-var-data-in' type='checkbox'><label for='data-a98d1bff-c401-41a6-a9bc-b2a001b2d49d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>depth of top face of tracer grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>comment :</span></dt><dd>First element is 0m, the depth of the top face of the uppermost tracer grid cell (i.e., the ocean surface). Last element is the depth of the top face of the deepest grid cell. The use of &#x27;l&#x27; in the variable name follows the MITgcm convention for naming the top face of ocean tracer grid cells.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>depth</dd></dl></div><div class='xr-var-data'><pre>array([    0.  ,   -10.  ,   -20.  ,   -30.  ,   -40.  ,   -50.  ,\n",
       "         -60.  ,   -70.  ,   -80.01,   -90.04,  -100.15,  -110.47,\n",
       "        -121.27,  -133.03,  -146.45,  -162.49,  -182.31,  -207.16,\n",
       "        -238.26,  -276.68,  -323.18,  -378.18,  -441.68,  -513.26,\n",
       "        -592.16,  -677.31,  -767.49,  -861.45,  -958.03, -1056.28,\n",
       "       -1155.53, -1255.54, -1356.87, -1461.43, -1572.76, -1695.59,\n",
       "       -1834.68, -1993.62, -2174.45, -2378.  , -2604.5 , -2854.  ,\n",
       "       -3126.5 , -3422.  , -3740.5 , -4082.  , -4446.5 , -4834.  ,\n",
       "       -5244.5 , -5678.  ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>XC_bnds</span></div><div class='xr-var-dims'>(tile, j, i, nb)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-115.0 -115.0 ... -115.0 -108.5</div><input id='attrs-e5da4a69-2863-4701-aaed-c49c835571ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e5da4a69-2863-4701-aaed-c49c835571ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73fb31bf-4851-48fc-8685-528dc4bbfa63' class='xr-var-data-in' type='checkbox'><label for='data-73fb31bf-4851-48fc-8685-528dc4bbfa63' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>Bounds array follows CF conventions. XC_bnds[i,j,0] = &#x27;southwest&#x27; corner (j-1, i-1), XC_bnds[i,j,1] = &#x27;southeast&#x27; corner (j-1, i+1), XC_bnds[i,j,2] = &#x27;northeast&#x27; corner (j+1, i+1), XC_bnds[i,j,3]  = &#x27;northwest&#x27; corner (j+1, i-1). Note: &#x27;southwest&#x27;, &#x27;southeast&#x27;, northwest&#x27;, and &#x27;northeast&#x27; do not correspond to geographic orientation but are used for convenience to describe the computational grid. See MITgcm dcoumentation for details.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>long_name :</span></dt><dd>longitudes of tracer grid cell corners</dd></dl></div><div class='xr-var-data'><pre>array([[[[-115.      , -115.      , -107.915245, -108.47213 ],\n",
       "         [-115.      , -115.      , -107.26045 , -107.915245],\n",
       "         [-115.      , -115.      , -106.47914 , -107.26045 ],\n",
       "         ...,\n",
       "         [  65.      ,   65.      ,   64.59443 ,   64.56598 ],\n",
       "         [  65.      ,   65.      ,   64.62261 ,   64.59443 ],\n",
       "         [  65.      ,   65.      ,   64.65055 ,   64.62261 ]],\n",
       "\n",
       "        [[-108.47213 , -107.915245, -100.91797 , -101.9954  ],\n",
       "         [-107.915245, -107.26045 ,  -99.66073 , -100.91797 ],\n",
       "         [-107.26045 , -106.47914 ,  -98.17517 ,  -99.66073 ],\n",
       "         ...,\n",
       "         [  64.56598 ,   64.59443 ,   64.18147 ,   64.12406 ],\n",
       "         [  64.59443 ,   64.62261 ,   64.23835 ,   64.18147 ],\n",
       "         [  64.62261 ,   64.65055 ,   64.29474 ,   64.23835 ]],\n",
       "\n",
       "        [[-101.9954  , -100.91797 ,  -94.218956,  -95.74128 ],\n",
       "         [-100.91797 ,  -99.66073 ,  -92.46296 ,  -94.218956],\n",
       "         [ -99.66073 ,  -98.17517 ,  -90.417885,  -92.46296 ],\n",
       "         ...,\n",
       "...\n",
       "         [ -99.28857 , -104.466286, -103.74563 ,  -98.24634 ],\n",
       "         [-104.466286, -109.73619 , -109.36924 , -103.74563 ],\n",
       "         [-109.73619 , -115.      , -115.      , -109.36924 ]],\n",
       "\n",
       "        [[ -40.      ,  -40.      ,  -39.      ,  -39.      ],\n",
       "         [ -40.      ,  -40.      ,  -39.      ,  -39.      ],\n",
       "         [ -40.      ,  -40.      ,  -39.      ,  -39.      ],\n",
       "         ...,\n",
       "         [ -98.24634 , -103.74563 , -102.928925,  -97.07265 ],\n",
       "         [-103.74563 , -109.36924 , -108.95171 , -102.928925],\n",
       "         [-109.36924 , -115.      , -115.      , -108.95171 ]],\n",
       "\n",
       "        [[ -39.      ,  -39.      ,  -38.      ,  -38.      ],\n",
       "         [ -39.      ,  -39.      ,  -38.      ,  -38.      ],\n",
       "         [ -39.      ,  -39.      ,  -38.      ,  -38.      ],\n",
       "         ...,\n",
       "         [ -97.07265 , -102.928925, -101.9954  ,  -95.74128 ],\n",
       "         [-102.928925, -108.95171 , -108.47213 , -101.9954  ],\n",
       "         [-108.95171 , -115.      , -115.      , -108.47213 ]]]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>YC_bnds</span></div><div class='xr-var-dims'>(tile, j, i, nb)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.18 -88.32 ... -88.18 -88.16</div><input id='attrs-516ad1a0-a702-49a5-9bd9-5cb695197300' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-516ad1a0-a702-49a5-9bd9-5cb695197300' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3602092a-5fbf-4fe0-8ba7-f4aac43affca' class='xr-var-data-in' type='checkbox'><label for='data-3602092a-5fbf-4fe0-8ba7-f4aac43affca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>Bounds array follows CF conventions. YC_bnds[i,j,0] = &#x27;southwest&#x27; corner (j-1, i-1), YC_bnds[i,j,1] = &#x27;southeast&#x27; corner (j-1, i+1), YC_bnds[i,j,2] = &#x27;northeast&#x27; corner (j+1, i+1), YC_bnds[i,j,3]  = &#x27;northwest&#x27; corner (j+1, i-1). Note: &#x27;southwest&#x27;, &#x27;southeast&#x27;, northwest&#x27;, and &#x27;northeast&#x27; do not correspond to geographic orientation but are used for convenience to describe the computational grid. See MITgcm dcoumentation for details.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>long_name :</span></dt><dd>latitudes of tracer grid cell corners</dd></dl></div><div class='xr-var-data'><pre>array([[[[-88.17569 , -88.31587 , -88.30251 , -88.16335 ],\n",
       "         [-88.31587 , -88.45609 , -88.44153 , -88.30251 ],\n",
       "         [-88.45609 , -88.596344, -88.580345, -88.44153 ],\n",
       "         ...,\n",
       "         [-80.610275, -80.53945 , -80.5372  , -80.608   ],\n",
       "         [-80.53945 , -80.47247 , -80.470245, -80.5372  ],\n",
       "         [-80.47247 , -80.40948 , -80.40726 , -80.470245]],\n",
       "\n",
       "        [[-88.16335 , -88.30251 , -88.26202 , -88.12586 ],\n",
       "         [-88.30251 , -88.44153 , -88.397514, -88.26202 ],\n",
       "         [-88.44153 , -88.580345, -88.53216 , -88.397514],\n",
       "         ...,\n",
       "         [-80.608   , -80.5372  , -80.530266, -80.601006],\n",
       "         [-80.5372  , -80.470245, -80.46337 , -80.530266],\n",
       "         [-80.470245, -80.40726 , -80.400444, -80.46337 ]],\n",
       "\n",
       "        [[-88.12586 , -88.26202 , -88.194695, -88.06328 ],\n",
       "         [-88.26202 , -88.397514, -88.32474 , -88.194695],\n",
       "         [-88.397514, -88.53216 , -88.453026, -88.32474 ],\n",
       "         ...,\n",
       "...\n",
       "         [-87.66318 , -87.71477 , -87.85214 , -87.797325],\n",
       "         [-87.71477 , -87.7454  , -87.884766, -87.85214 ],\n",
       "         [-87.7454  , -87.75544 , -87.89547 , -87.884766]],\n",
       "\n",
       "        [[-57.005695, -57.53605 , -57.53605 , -57.005695],\n",
       "         [-57.53605 , -58.06183 , -58.06183 , -57.53605 ],\n",
       "         [-58.06183 , -58.58002 , -58.58002 , -58.06183 ],\n",
       "         ...,\n",
       "         [-87.797325, -87.85214 , -87.9892  , -87.93075 ],\n",
       "         [-87.85214 , -87.884766, -88.02409 , -87.9892  ],\n",
       "         [-87.884766, -87.89547 , -88.03555 , -88.02409 ]],\n",
       "\n",
       "        [[-57.005695, -57.53605 , -57.53605 , -57.005695],\n",
       "         [-57.53605 , -58.06183 , -58.06183 , -57.53605 ],\n",
       "         [-58.06183 , -58.58002 , -58.58002 , -58.06183 ],\n",
       "         ...,\n",
       "         [-87.93075 , -87.9892  , -88.12586 , -88.06328 ],\n",
       "         [-87.9892  , -88.02409 , -88.16335 , -88.12586 ],\n",
       "         [-88.02409 , -88.03555 , -88.17569 , -88.16335 ]]]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Z_bnds</span></div><div class='xr-var-dims'>(k, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 -10.0 ... -5.678e+03 -6.134e+03</div><input id='attrs-6dec1c67-20b0-41ed-b7fd-5b722ec4855b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6dec1c67-20b0-41ed-b7fd-5b722ec4855b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-234fb7ce-666f-4840-aab0-9a869ca39a63' class='xr-var-data-in' type='checkbox'><label for='data-234fb7ce-666f-4840-aab0-9a869ca39a63' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>One pair of depths for each vertical level.</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>long_name :</span></dt><dd>depths of top and bottom faces of tracer grid cell</dd></dl></div><div class='xr-var-data'><pre>array([[    0.      ,   -10.      ],\n",
       "       [  -10.      ,   -20.      ],\n",
       "       [  -20.      ,   -30.      ],\n",
       "       [  -30.      ,   -40.      ],\n",
       "       [  -40.      ,   -50.      ],\n",
       "       [  -50.      ,   -60.      ],\n",
       "       [  -60.      ,   -70.      ],\n",
       "       [  -70.      ,   -80.01    ],\n",
       "       [  -80.01    ,   -90.04    ],\n",
       "       [  -90.04    ,  -100.15    ],\n",
       "       [ -100.15    ,  -110.47    ],\n",
       "       [ -110.47    ,  -121.270004],\n",
       "       [ -121.270004,  -133.03    ],\n",
       "       [ -133.03    ,  -146.45    ],\n",
       "       [ -146.45    ,  -162.48999 ],\n",
       "       [ -162.48999 ,  -182.31    ],\n",
       "       [ -182.31    ,  -207.16    ],\n",
       "       [ -207.16    ,  -238.26001 ],\n",
       "       [ -238.26001 ,  -276.68    ],\n",
       "       [ -276.68    ,  -323.18    ],\n",
       "...\n",
       "       [-1155.53    , -1255.54    ],\n",
       "       [-1255.54    , -1356.87    ],\n",
       "       [-1356.87    , -1461.4299  ],\n",
       "       [-1461.4299  , -1572.7599  ],\n",
       "       [-1572.7599  , -1695.5898  ],\n",
       "       [-1695.5898  , -1834.6798  ],\n",
       "       [-1834.6798  , -1993.6199  ],\n",
       "       [-1993.6199  , -2174.45    ],\n",
       "       [-2174.45    , -2378.      ],\n",
       "       [-2378.      , -2604.5     ],\n",
       "       [-2604.5     , -2854.      ],\n",
       "       [-2854.      , -3126.5     ],\n",
       "       [-3126.5     , -3422.      ],\n",
       "       [-3422.      , -3740.5     ],\n",
       "       [-3740.5     , -4082.      ],\n",
       "       [-4082.      , -4446.5     ],\n",
       "       [-4446.5     , -4834.      ],\n",
       "       [-4834.      , -5244.5     ],\n",
       "       [-5244.5     , -5678.      ],\n",
       "       [-5678.      , -6134.5     ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2000-01-16T12:00:00 ... 2000-12-...</div><input id='attrs-6ae61f00-0e98-46b8-aae2-b352f3ed6999' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6ae61f00-0e98-46b8-aae2-b352f3ed6999' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0afa7a2-1c2a-4a5d-995a-5db6517988d5' class='xr-var-data-in' type='checkbox'><label for='data-b0afa7a2-1c2a-4a5d-995a-5db6517988d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>center time of averaging period</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd><dt><span>coverage_content_type :</span></dt><dd>coordinate</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2000-01-16T12:00:00.000000000&#x27;, &#x27;2000-02-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-03-16T12:00:00.000000000&#x27;, &#x27;2000-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-05-16T12:00:00.000000000&#x27;, &#x27;2000-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-07-16T12:00:00.000000000&#x27;, &#x27;2000-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-09-16T00:00:00.000000000&#x27;, &#x27;2000-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-11-16T00:00:00.000000000&#x27;, &#x27;2000-12-16T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5090d982-a703-48e0-98ea-466ee49b5fd9' class='xr-section-summary-in' type='checkbox'  ><label for='section-5090d982-a703-48e0-98ea-466ee49b5fd9' class='xr-section-summary' >Data variables: <span>(24)</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>CS</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.06158 0.06675 ... -0.9854 -0.9984</div><input id='attrs-99eaf72d-68e1-4ddb-b04a-a55d16567838' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99eaf72d-68e1-4ddb-b04a-a55d16567838' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89288088-d03d-4762-a906-2be966d2620b' class='xr-var-data-in' type='checkbox'><label for='data-89288088-d03d-4762-a906-2be966d2620b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>cosine of tracer grid cell orientation vs geographical north</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>coordinate :</span></dt><dd>YC XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>CS and SN are required to calculate the geographic (meridional, zonal) components of vectors on the curvilinear model grid. Note: for vector R with components R_x and R_y: R_{east} = CS R_x - SN R_y.  R_{north} = SN R_x + CS R_y</dd></dl></div><div class='xr-var-data'><pre>array([[[ 6.15781285e-02,  6.67537600e-02,  7.29308128e-02, ...,\n",
       "          3.29420231e-02,  3.47638950e-02,  3.68907340e-02],\n",
       "        [ 1.83196113e-01,  1.98062390e-01,  2.15639561e-01, ...,\n",
       "          9.90367457e-02,  1.04462028e-01,  1.10784896e-01],\n",
       "        [ 2.99260259e-01,  3.21938545e-01,  3.48297477e-01, ...,\n",
       "          1.65254667e-01,  1.74131751e-01,  1.84442252e-01],\n",
       "        ...,\n",
       "        [ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00],\n",
       "        [ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00],\n",
       "        [ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00]],\n",
       "\n",
       "       [[ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00],\n",
       "        [ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00],\n",
       "        [ 1.00000000e+00,  1.00000000e+00,  1.00000000e+00, ...,\n",
       "          1.00000000e+00,  1.00000000e+00,  1.00000000e+00],\n",
       "...\n",
       "         -6.34209863e-15, -6.34209863e-15,  6.52405994e-15],\n",
       "        [ 8.99243529e-16,  1.79623861e-15,  1.34452388e-15, ...,\n",
       "         -0.00000000e+00, -0.00000000e+00, -6.52405994e-15],\n",
       "        [ 2.55257101e-18, -8.99243529e-16, -4.47528799e-16, ...,\n",
       "          1.25081762e-14, -0.00000000e+00, -0.00000000e+00]],\n",
       "\n",
       "       [[-0.00000000e+00,  1.34317132e-14,  1.34317132e-14, ...,\n",
       "          9.80502069e-01,  9.92987871e-01,  9.99223709e-01],\n",
       "        [ 6.52405994e-15, -1.34317132e-14, -6.61670417e-15, ...,\n",
       "          9.77538407e-01,  9.91897821e-01,  9.99101698e-01],\n",
       "        [-6.52405994e-15, -0.00000000e+00, -6.81500898e-15, ...,\n",
       "          9.73717213e-01,  9.90482509e-01,  9.98942673e-01],\n",
       "        ...,\n",
       "        [ 6.52405994e-15, -0.00000000e+00,  6.81500898e-15, ...,\n",
       "         -9.68940675e-01, -9.88701105e-01, -9.98742878e-01],\n",
       "        [-6.52405994e-15,  1.34317132e-14,  6.61670417e-15, ...,\n",
       "         -9.64956880e-01, -9.87200499e-01, -9.98572946e-01],\n",
       "        [-0.00000000e+00, -1.34317132e-14, -1.34317132e-14, ...,\n",
       "         -9.60118830e-01, -9.85361755e-01, -9.98363793e-01]]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SN</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.9981 -0.9978 ... -0.05718</div><input id='attrs-f73242c4-2ea6-44e5-8465-52ea92a8e042' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f73242c4-2ea6-44e5-8465-52ea92a8e042' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ad8088c7-e495-4e2f-bb7e-42b2664103c5' class='xr-var-data-in' type='checkbox'><label for='data-ad8088c7-e495-4e2f-bb7e-42b2664103c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>sine of tracer grid cell orientation vs geographical north</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>coordinate :</span></dt><dd>YC XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>CS and SN are required to calculate the geographic (meridional, zonal) components of vectors on the curvilinear model grid. Note: for vector R with components R_x and R_y in local grid directions x and y, the geographical eastward component R_{east} = CS R_x - SN R_y. The geographical northward component R_{north} = SN R_x + CS R_y.</dd></dl></div><div class='xr-var-data'><pre>array([[[-9.9810225e-01, -9.9776947e-01, -9.9733698e-01, ...,\n",
       "          9.9945724e-01,  9.9939555e-01,  9.9931931e-01],\n",
       "        [-9.8307639e-01, -9.8018944e-01, -9.7647303e-01, ...,\n",
       "          9.9508375e-01,  9.9452889e-01,  9.9384439e-01],\n",
       "        [-9.5417154e-01, -9.4676059e-01, -9.3738407e-01, ...,\n",
       "          9.8625094e-01,  9.8472238e-01,  9.8284334e-01],\n",
       "        ...,\n",
       "        [ 1.3431713e-14, -6.6167042e-15, -6.8150090e-15, ...,\n",
       "          6.8150090e-15,  6.6167042e-15, -1.3431713e-14],\n",
       "        [ 1.3431713e-14, -1.3431713e-14, -0.0000000e+00, ...,\n",
       "         -0.0000000e+00,  1.3431713e-14, -1.3431713e-14],\n",
       "        [-0.0000000e+00,  6.5240599e-15, -6.5240599e-15, ...,\n",
       "          6.5240599e-15, -6.5240599e-15, -0.0000000e+00]],\n",
       "\n",
       "       [[-0.0000000e+00,  6.5240599e-15, -6.5240599e-15, ...,\n",
       "          6.5240599e-15, -6.5240599e-15, -0.0000000e+00],\n",
       "        [-0.0000000e+00, -0.0000000e+00,  6.3420986e-15, ...,\n",
       "         -6.3420986e-15, -0.0000000e+00, -0.0000000e+00],\n",
       "        [-1.2508176e-14, -0.0000000e+00,  6.3420986e-15, ...,\n",
       "         -6.3420986e-15, -0.0000000e+00,  1.2508176e-14],\n",
       "...\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -1.0000000e+00, -1.0000000e+00, -1.0000000e+00],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -1.0000000e+00, -1.0000000e+00, -1.0000000e+00],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -1.0000000e+00, -1.0000000e+00, -1.0000000e+00]],\n",
       "\n",
       "       [[-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -1.9650881e-01, -1.1821613e-01, -3.9395642e-02],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -2.1075734e-01, -1.2703830e-01, -4.2377368e-02],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -2.2776045e-01, -1.3763885e-01, -4.5972619e-02],\n",
       "        ...,\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -2.4729335e-01, -1.4990035e-01, -5.0126668e-02],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -2.6240838e-01, -1.5948406e-01, -5.3404655e-02],\n",
       "        [-1.0000000e+00, -1.0000000e+00, -1.0000000e+00, ...,\n",
       "         -2.7959219e-01, -1.7047660e-01, -5.7182025e-02]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rA</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>3.623e+08 3.633e+08 ... 3.611e+08</div><input id='attrs-044f6743-abd9-4f89-b48a-abef011e2052' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-044f6743-abd9-4f89-b48a-abef011e2052' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98968ed0-f11a-409f-a3be-375011e142ee' class='xr-var-data-in' type='checkbox'><label for='data-98968ed0-f11a-409f-a3be-375011e142ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>area of tracer grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>coordinate :</span></dt><dd>YC XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>cell_area</dd></dl></div><div class='xr-var-data'><pre>array([[[3.6225645e+08, 3.6330096e+08, 3.6425389e+08, ...,\n",
       "         6.0276308e+07, 5.3553676e+07, 4.7093872e+07],\n",
       "        [3.6961037e+08, 3.7067478e+08, 3.7164586e+08, ...,\n",
       "         6.1906760e+07, 5.5057284e+07, 4.8475600e+07],\n",
       "        [3.7716797e+08, 3.7825142e+08, 3.7923990e+08, ...,\n",
       "         6.4021868e+07, 5.7052416e+07, 5.0355492e+07],\n",
       "        ...,\n",
       "        [3.3636692e+09, 3.3636692e+09, 3.3636692e+09, ...,\n",
       "         3.3636692e+09, 3.3636692e+09, 3.3636692e+09],\n",
       "        [3.4631982e+09, 3.4631982e+09, 3.4631982e+09, ...,\n",
       "         3.4631982e+09, 3.4631982e+09, 3.4631982e+09],\n",
       "        [3.5442668e+09, 3.5442668e+09, 3.5442668e+09, ...,\n",
       "         3.5442668e+09, 3.5442668e+09, 3.5442668e+09]],\n",
       "\n",
       "       [[3.6245120e+09, 3.6245120e+09, 3.6245120e+09, ...,\n",
       "         3.6245120e+09, 3.6245120e+09, 3.6245120e+09],\n",
       "        [3.7078205e+09, 3.7078205e+09, 3.7078205e+09, ...,\n",
       "         3.7078205e+09, 3.7078205e+09, 3.7078205e+09],\n",
       "        [3.8142915e+09, 3.8142915e+09, 3.8142915e+09, ...,\n",
       "         3.8142915e+09, 3.8142915e+09, 3.8142915e+09],\n",
       "...\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09],\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09],\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09]],\n",
       "\n",
       "       [[3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         4.3963860e+07, 4.2193932e+07, 4.0928504e+07],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7910156e+07, 3.6244328e+07, 3.5089036e+07],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.2226466e+07, 3.0658362e+07, 2.9606462e+07],\n",
       "        ...,\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7333379e+08, 3.6584362e+08, 3.5856013e+08],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7471066e+08, 3.6719626e+08, 3.5988749e+08],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7598819e+08, 3.6845133e+08, 3.6111910e+08]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dxG</span></div><div class='xr-var-dims'>(tile, j_g, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.558e+04 1.559e+04 ... 2.314e+04</div><input id='attrs-d2acc95a-d26c-4f6d-b9ae-c7341da86081' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2acc95a-d26c-4f6d-b9ae-c7341da86081' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc8e8baf-7ff0-4c22-bfa8-427c9f962d75' class='xr-var-data-in' type='checkbox'><label for='data-cc8e8baf-7ff0-4c22-bfa8-427c9f962d75' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between &#x27;southwest&#x27; and &#x27;southeast&#x27; corners of the tracer grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coordinate :</span></dt><dd>YG XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>Alternatively, the length of &#x27;south&#x27; side of tracer grid cell. Note: &#x27;south&#x27;, &#x27;southwest&#x27;, and &#x27;southeast&#x27; do not correspond to geographic orientation but are used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[ 15584.907 ,  15589.316 ,  15593.201 , ...,   7873.7295,\n",
       "           7446.052 ,   7004.153 ],\n",
       "        [ 15588.651 ,  15593.048 ,  15596.92  , ...,   7888.4585,\n",
       "           7461.8286,   7021.1333],\n",
       "        [ 15600.185 ,  15604.543 ,  15608.381 , ...,   7933.642 ,\n",
       "           7510.2056,   7073.169 ],\n",
       "        ...,\n",
       "        [ 57957.625 ,  57957.625 ,  57957.625 , ...,  57957.625 ,\n",
       "          57957.625 ,  57957.625 ],\n",
       "        [ 58813.305 ,  58813.305 ,  58813.305 , ...,  58813.305 ,\n",
       "          58813.305 ,  58813.305 ],\n",
       "        [ 59676.61  ,  59676.61  ,  59676.61  , ...,  59676.61  ,\n",
       "          59676.61  ,  59676.61  ]],\n",
       "\n",
       "       [[ 60542.324 ,  60542.324 ,  60542.324 , ...,  60542.324 ,\n",
       "          60542.324 ,  60542.324 ],\n",
       "        [ 61409.805 ,  61409.805 ,  61409.805 , ...,  61409.805 ,\n",
       "          61409.805 ,  61409.805 ],\n",
       "        [ 62279.344 ,  62279.344 ,  62279.344 , ...,  62279.344 ,\n",
       "          62279.344 ,  62279.344 ],\n",
       "...\n",
       "        [108086.08  , 106469.66  , 103581.64  , ...,  60816.504 ,\n",
       "          59953.41  ,  59441.125 ],\n",
       "        [108086.08  , 106469.66  , 103581.64  , ...,  60816.504 ,\n",
       "          59953.41  ,  59441.125 ],\n",
       "        [108086.08  , 106469.66  , 103581.64  , ...,  60816.504 ,\n",
       "          59953.41  ,  59441.125 ]],\n",
       "\n",
       "       [[ 58963.117 ,  58455.164 ,  57611.023 , ...,   6833.7446,\n",
       "           6639.343 ,   6479.438 ],\n",
       "        [ 58963.117 ,  58455.164 ,  57611.023 , ...,   6347.175 ,\n",
       "           6156.099 ,   6002.6626],\n",
       "        [ 58963.117 ,  58455.164 ,  57611.023 , ...,   5857.2334,\n",
       "           5668.565 ,   5521.185 ],\n",
       "        ...,\n",
       "        [ 58963.117 ,  58455.164 ,  57611.023 , ...,  23901.465 ,\n",
       "          23445.639 ,  22990.21  ],\n",
       "        [ 58963.117 ,  58455.164 ,  57611.023 , ...,  23982.959 ,\n",
       "          23525.693 ,  23068.766 ],\n",
       "        [ 58963.117 ,  58455.164 ,  57611.023 , ...,  24059.047 ,\n",
       "          23600.436 ,  23142.107 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dyG</span></div><div class='xr-var-dims'>(tile, j, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>2.321e+04 2.327e+04 ... 1.558e+04</div><input id='attrs-9ed0ca71-9eb9-44b0-9123-6d9d740faed3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9ed0ca71-9eb9-44b0-9123-6d9d740faed3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2b07417-207d-45b0-9a38-171af4ec7371' class='xr-var-data-in' type='checkbox'><label for='data-d2b07417-207d-45b0-9a38-171af4ec7371' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between &#x27;southwest&#x27; and &#x27;northwest&#x27; corners of the tracer grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coordinate :</span></dt><dd>YC XG</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>Alternatively, the length of &#x27;west&#x27; side of tracer grid cell. Note: &#x27;west, &#x27;southwest&#x27;, and &#x27;northwest&#x27; do not correspond to geographic orientation but are used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[ 23210.262 ,  23273.26  ,  23331.125 , ...,   7878.489 ,\n",
       "           7417.633 ,   6951.1924],\n",
       "        [ 23669.895 ,  23734.096 ,  23793.066 , ...,   8059.287 ,\n",
       "           7591.293 ,   7117.8667],\n",
       "        [ 24129.756 ,  24195.113 ,  24255.148 , ...,   8267.303 ,\n",
       "           7794.305 ,   7316.3003],\n",
       "        ...,\n",
       "        [ 57611.023 ,  57611.023 ,  57611.023 , ...,  57611.023 ,\n",
       "          57611.023 ,  57611.023 ],\n",
       "        [ 58455.164 ,  58455.164 ,  58455.164 , ...,  58455.164 ,\n",
       "          58455.164 ,  58455.164 ],\n",
       "        [ 58963.117 ,  58963.117 ,  58963.117 , ...,  58963.117 ,\n",
       "          58963.117 ,  58963.117 ]],\n",
       "\n",
       "       [[ 59441.125 ,  59441.125 ,  59441.125 , ...,  59441.125 ,\n",
       "          59441.125 ,  59441.125 ],\n",
       "        [ 59953.41  ,  59953.41  ,  59953.41  , ...,  59953.41  ,\n",
       "          59953.41  ,  59953.41  ],\n",
       "        [ 60816.504 ,  60816.504 ,  60816.504 , ...,  60816.504 ,\n",
       "          60816.504 ,  60816.504 ],\n",
       "...\n",
       "        [109498.625 , 109809.445 , 110084.7   , ...,  63155.766 ,\n",
       "          62279.344 ,  61409.805 ],\n",
       "        [109498.625 , 109809.445 , 110084.7   , ...,  63155.766 ,\n",
       "          62279.344 ,  61409.805 ],\n",
       "        [109498.625 , 109809.445 , 110084.7   , ...,  63155.766 ,\n",
       "          62279.344 ,  61409.805 ]],\n",
       "\n",
       "       [[ 60542.324 ,  59676.61  ,  58813.305 , ...,   6718.4214,\n",
       "           6623.084 ,   6566.8154],\n",
       "        [ 60542.324 ,  59676.61  ,  58813.305 , ...,   6264.1724,\n",
       "           6160.646 ,   6099.426 ],\n",
       "        [ 60542.324 ,  59676.61  ,  58813.305 , ...,   5799.8853,\n",
       "           5686.719 ,   5619.632 ],\n",
       "        ...,\n",
       "        [ 60542.324 ,  59676.61  ,  58813.305 , ...,  15603.497 ,\n",
       "          15583.506 ,  15571.836 ],\n",
       "        [ 60542.324 ,  59676.61  ,  58813.305 , ...,  15609.626 ,\n",
       "          15589.719 ,  15578.099 ],\n",
       "        [ 60542.324 ,  59676.61  ,  58813.305 , ...,  15615.09  ,\n",
       "          15595.26  ,  15583.685 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Depth</span></div><div class='xr-var-dims'>(tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-21e61fc1-7d62-4e49-9d2a-78fbfb1759a2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-21e61fc1-7d62-4e49-9d2a-78fbfb1759a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e65a103a-394c-4b26-aedb-3dbacbb36b77' class='xr-var-data-in' type='checkbox'><label for='data-e65a103a-394c-4b26-aedb-3dbacbb36b77' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>model seafloor depth below ocean surface at rest</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coordinate :</span></dt><dd>XC YC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>sea_floor_depth_below_geoid</dd><dt><span>comment :</span></dt><dd>Model sea surface height (SSH) of 0m corresponds to an ocean surface at rest relative to the geoid. Depth corresponds to seafloor depth below geoid. Note: the MITgcm used by ECCO V4r4 implements &#x27;partial cells&#x27; so the actual model seafloor depth may differ from the seafloor depth provided by the input bathymetry file.</dd></dl></div><div class='xr-var-data'><pre>array([[[   0.     ,    0.     ,    0.     , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [   0.     ,    0.     ,    0.     , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [   0.     ,    0.     ,    0.     , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        ...,\n",
       "        [2977.8345 , 2503.9146 , 2562.9644 , ..., 5431.1567 ,\n",
       "         5356.7544 , 5331.2    ],\n",
       "        [3125.5176 , 2908.5    , 3046.7676 , ..., 5440.6733 ,\n",
       "         5383.5386 , 5332.443  ],\n",
       "        [3203.0798 , 3283.116  , 3312.7979 , ..., 5455.109  ,\n",
       "         5433.769  , 5367.7656 ]],\n",
       "\n",
       "       [[3284.1084 , 3485.7    , 3485.7    , ..., 5455.109  ,\n",
       "         5444.462  , 5387.942  ],\n",
       "        [3350.4321 , 3403.6208 , 3485.7    , ..., 5367.847  ,\n",
       "         5379.0474 , 5359.3574 ],\n",
       "        [3324.7493 , 3126.5    , 2243.637  , ..., 5244.5    ,\n",
       "         5244.5    , 5196.211  ],\n",
       "...\n",
       "        [3384.1433 , 3728.414  , 4524.     , ..., 3185.6    ,\n",
       "         3107.3855 , 3246.3552 ],\n",
       "        [3638.9377 , 3570.711  , 4352.1484 , ..., 3031.5972 ,\n",
       "         2908.5    , 2908.5    ],\n",
       "        [3965.616  , 3676.4983 , 4082.     , ..., 3285.413  ,\n",
       "         3066.3777 , 3055.8303 ]],\n",
       "\n",
       "       [[3920.2725 , 3809.5889 , 3877.8499 , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [3984.9038 , 3906.704  , 3950.57   , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [3982.3193 , 3961.0894 , 4053.4758 , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        ...,\n",
       "        [3374.1394 , 3362.2715 , 3243.364  , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [2949.6958 , 3126.5    , 3213.2534 , ...,    0.     ,\n",
       "            0.     ,    0.     ],\n",
       "        [3076.3447 , 3119.1152 , 3126.5    , ...,    0.     ,\n",
       "            0.     ,    0.     ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rAz</span></div><div class='xr-var-dims'>(tile, j_g, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.799e+08 1.805e+08 ... 3.642e+08</div><input id='attrs-b27b87c9-efe8-4f0b-a5a2-11114017ed89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b27b87c9-efe8-4f0b-a5a2-11114017ed89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c825ab57-b5fa-4bf9-89a5-5c38f2d40e73' class='xr-var-data-in' type='checkbox'><label for='data-c825ab57-b5fa-4bf9-89a5-5c38f2d40e73' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>area of vorticity &#x27;g&#x27; grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>coordinate :</span></dt><dd>YG XG</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>cell_area</dd><dt><span>comment :</span></dt><dd>Vorticity cells are staggered in space relative to tracer cells, nominally situated on tracer cell corners. Vorticity cell (i,j) is located at the &#x27;southwest&#x27; corner of tracer grid cell (i, j). Note: &#x27;southwest&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[1.79944256e+08, 1.80486992e+08, 1.80983840e+08, ...,\n",
       "         3.16794380e+07, 2.82748640e+07, 2.49932220e+07],\n",
       "        [3.65346336e+08, 3.66447584e+08, 3.67455744e+08, ...,\n",
       "         6.45169800e+07, 5.76093880e+07, 5.09512080e+07],\n",
       "        [3.72789824e+08, 3.73911424e+08, 3.74938240e+08, ...,\n",
       "         6.64470160e+07, 5.94136880e+07, 5.26343600e+07],\n",
       "        ...,\n",
       "        [3.31241549e+09, 3.31241549e+09, 3.31241549e+09, ...,\n",
       "         3.31241549e+09, 3.31241549e+09, 3.31241549e+09],\n",
       "        [3.41554739e+09, 3.41554739e+09, 3.41554739e+09, ...,\n",
       "         3.41554739e+09, 3.41554739e+09, 3.41554739e+09],\n",
       "        [3.50457702e+09, 3.50457702e+09, 3.50457702e+09, ...,\n",
       "         3.50457702e+09, 3.50457702e+09, 3.50457702e+09]],\n",
       "\n",
       "       [[3.58424499e+09, 3.58424499e+09, 3.58424499e+09, ...,\n",
       "         3.58424499e+09, 3.58424499e+09, 3.58424499e+09],\n",
       "        [3.66506675e+09, 3.66506675e+09, 3.66506675e+09, ...,\n",
       "         3.66506675e+09, 3.66506675e+09, 3.66506675e+09],\n",
       "        [3.75804186e+09, 3.75804186e+09, 3.75804186e+09, ...,\n",
       "         3.75804186e+09, 3.75804186e+09, 3.75804186e+09],\n",
       "...\n",
       "        [1.18844058e+10, 1.17948221e+10, 1.15813806e+10, ...,\n",
       "         3.87148928e+09, 3.75804186e+09, 3.66506675e+09],\n",
       "        [1.18844058e+10, 1.17948221e+10, 1.15813806e+10, ...,\n",
       "         3.87148928e+09, 3.75804186e+09, 3.66506675e+09],\n",
       "        [1.18844058e+10, 1.17948221e+10, 1.15813806e+10, ...,\n",
       "         3.87148928e+09, 3.75804186e+09, 3.66506675e+09]],\n",
       "\n",
       "       [[3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         4.82358040e+07, 4.61414640e+07, 4.45743320e+07],\n",
       "        [3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         4.19580600e+07, 3.99674760e+07, 3.85106320e+07],\n",
       "        [3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         3.60372920e+07, 3.41445240e+07, 3.27916800e+07],\n",
       "        ...,\n",
       "        [3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         3.76430432e+08, 3.68841824e+08, 3.61469984e+08],\n",
       "        [3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         3.77869632e+08, 3.70256544e+08, 3.62859008e+08],\n",
       "        [3.58424499e+09, 3.50457702e+09, 3.41554739e+09, ...,\n",
       "         3.79207840e+08, 3.71572000e+08, 3.64150624e+08]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dxC</span></div><div class='xr-var-dims'>(tile, j, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.558e+04 1.559e+04 ... 2.341e+04</div><input id='attrs-a026c6c4-1c2c-4135-b156-74e2730cd0ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a026c6c4-1c2c-4135-b156-74e2730cd0ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0fe7ba8d-43af-4176-a642-8deff3341928' class='xr-var-data-in' type='checkbox'><label for='data-0fe7ba8d-43af-4176-a642-8deff3341928' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between centers of adjacent tracer grid cells in the &#x27;x&#x27; direction</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coordinate :</span></dt><dd>YC XG</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>Alternatively, the length of &#x27;north&#x27; side of vorticity grid cells. Note: &#x27;north&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[ 15583.418 ,  15588.104 ,  15592.241 , ...,   8085.6636,\n",
       "           7665.4624,   7230.907 ],\n",
       "        [ 15591.017 ,  15595.676 ,  15599.79  , ...,   8114.4873,\n",
       "           7696.267 ,   7263.974 ],\n",
       "        [ 15606.636 ,  15611.241 ,  15615.306 , ...,   8173.435 ,\n",
       "           7759.222 ,   7331.496 ],\n",
       "        ...,\n",
       "        [ 58384.344 ,  58384.344 ,  58384.344 , ...,  58384.344 ,\n",
       "          58384.344 ,  58384.344 ],\n",
       "        [ 59244.46  ,  59244.46  ,  59244.46  , ...,  59244.46  ,\n",
       "          59244.46  ,  59244.46  ],\n",
       "        [ 60109.234 ,  60109.234 ,  60109.234 , ...,  60109.234 ,\n",
       "          60109.234 ,  60109.234 ]],\n",
       "\n",
       "       [[ 60975.85  ,  60975.85  ,  60975.85  , ...,  60975.85  ,\n",
       "          60975.85  ,  60975.85  ],\n",
       "        [ 61844.16  ,  61844.16  ,  61844.16  , ...,  61844.16  ,\n",
       "          61844.16  ,  61844.16  ],\n",
       "        [ 62716.535 ,  62716.535 ,  62716.535 , ...,  62716.535 ,\n",
       "          62716.535 ,  62716.535 ],\n",
       "...\n",
       "        [108536.33  , 107413.53  , 105206.3   , ...,  61299.195 ,\n",
       "          60340.285 ,  59681.477 ],\n",
       "        [108536.33  , 107413.53  , 105206.3   , ...,  61299.195 ,\n",
       "          60340.285 ,  59681.477 ],\n",
       "        [108536.33  , 107413.53  , 105206.3   , ...,  61299.195 ,\n",
       "          60340.285 ,  59681.477 ]],\n",
       "\n",
       "       [[ 59201.66  ,  58725.49  ,  58072.91  , ...,   6701.523 ,\n",
       "           6489.9375,   6315.64  ],\n",
       "        [ 59201.66  ,  58725.49  ,  58072.91  , ...,   6213.01  ,\n",
       "           6002.6147,   5832.9194],\n",
       "        [ 59201.66  ,  58725.49  ,  58072.91  , ...,   5722.2153,\n",
       "           5511.698 ,   5345.8335],\n",
       "        ...,\n",
       "        [ 59201.66  ,  58725.49  ,  58072.91  , ...,  24171.275 ,\n",
       "          23714.576 ,  23258.152 ],\n",
       "        [ 59201.66  ,  58725.49  ,  58072.91  , ...,  24250.736 ,\n",
       "          23792.676 ,  23334.83  ],\n",
       "        [ 59201.66  ,  58725.49  ,  58072.91  , ...,  24324.758 ,\n",
       "          23865.428 ,  23406.256 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dyC</span></div><div class='xr-var-dims'>(tile, j_g, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.156e+04 1.159e+04 ... 1.558e+04</div><input id='attrs-9de1c3d8-1420-4e31-9b48-193fac3c40fc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9de1c3d8-1420-4e31-9b48-193fac3c40fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a007b6df-5b8d-4ee5-bc8d-3f23344da51d' class='xr-var-data-in' type='checkbox'><label for='data-a007b6df-5b8d-4ee5-bc8d-3f23344da51d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between centers of adjacent tracer grid cells in the &#x27;y&#x27; direction</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coordinate :</span></dt><dd>YG XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>Alternatively, the length of &#x27;east&#x27; side of vorticity grid cells. Note: &#x27;east&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[ 11563.718 ,  11593.785 ,  11621.304 , ...,   3803.9153,\n",
       "           3573.0938,   3339.542 ],\n",
       "        [ 23472.46  ,  23533.473 ,  23589.314 , ...,   7733.991 ,\n",
       "           7266.5024,   6793.6157],\n",
       "        [ 23932.863 ,  23995.008 ,  24051.885 , ...,   7925.047 ,\n",
       "           7451.6045,   6973.0957],\n",
       "        ...,\n",
       "        [ 57150.88  ,  57150.88  ,  57150.88  , ...,  57150.88  ,\n",
       "          57150.88  ,  57150.88  ],\n",
       "        [ 58072.91  ,  58072.91  ,  58072.91  , ...,  58072.91  ,\n",
       "          58072.91  ,  58072.91  ],\n",
       "        [ 58725.49  ,  58725.49  ,  58725.49  , ...,  58725.49  ,\n",
       "          58725.49  ,  58725.49  ]],\n",
       "\n",
       "       [[ 59201.66  ,  59201.66  ,  59201.66  , ...,  59201.66  ,\n",
       "          59201.66  ,  59201.66  ],\n",
       "        [ 59681.477 ,  59681.477 ,  59681.477 , ...,  59681.477 ,\n",
       "          59681.477 ,  59681.477 ],\n",
       "        [ 60340.285 ,  60340.285 ,  60340.285 , ...,  60340.285 ,\n",
       "          60340.285 ,  60340.285 ],\n",
       "...\n",
       "        [109658.375 , 109951.62  , 110208.53  , ...,  62716.535 ,\n",
       "          61844.16  ,  60975.85  ],\n",
       "        [109658.375 , 109951.62  , 110208.53  , ...,  62716.535 ,\n",
       "          61844.16  ,  60975.85  ],\n",
       "        [109658.375 , 109951.62  , 110208.53  , ...,  62716.535 ,\n",
       "          61844.16  ,  60975.85  ]],\n",
       "\n",
       "       [[ 60109.234 ,  59244.46  ,  58384.344 , ...,   6890.8105,\n",
       "           6818.0396,   6782.365 ],\n",
       "        [ 60109.234 ,  59244.46  ,  58384.344 , ...,   6437.876 ,\n",
       "           6359.012 ,   6320.301 ],\n",
       "        [ 60109.234 ,  59244.46  ,  58384.344 , ...,   5973.588 ,\n",
       "           5887.572 ,   5845.279 ],\n",
       "        ...,\n",
       "        [ 60109.234 ,  59244.46  ,  58384.344 , ...,  15589.076 ,\n",
       "          15573.266 ,  15565.574 ],\n",
       "        [ 60109.234 ,  59244.46  ,  58384.344 , ...,  15595.608 ,\n",
       "          15579.867 ,  15572.209 ],\n",
       "        [ 60109.234 ,  59244.46  ,  58384.344 , ...,  15601.442 ,\n",
       "          15585.765 ,  15578.138 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rAw</span></div><div class='xr-var-dims'>(tile, j, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>3.617e+08 3.628e+08 ... 3.648e+08</div><input id='attrs-96df622c-4b9f-4514-83ab-d251d99e5667' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-96df622c-4b9f-4514-83ab-d251d99e5667' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09aaacda-eec9-42a1-829b-8cff6a39cb58' class='xr-var-data-in' type='checkbox'><label for='data-09aaacda-eec9-42a1-829b-8cff6a39cb58' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>area of &#x27;v&#x27; grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>coordinate :</span></dt><dd>YG XC</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>cell_area</dd><dt><span>comment :</span></dt><dd>Model &#x27;v&#x27; grid cells are staggered in space between adjacent tracer grid cells in the &#x27;x&#x27; direction. &#x27;v&#x27; grid cell (i,j) is situated at the &#x27;west&#x27; edge of tracer grid cell (i, j). Note: &#x27;west&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[3.6169946e+08, 3.6279024e+08, 3.6378880e+08, ...,\n",
       "         6.3726332e+07, 5.6884112e+07, 5.0288944e+07],\n",
       "        [3.6904275e+08, 3.7015430e+08, 3.7117190e+08, ...,\n",
       "         6.5421896e+07, 5.8450560e+07, 5.1730956e+07],\n",
       "        [3.7659021e+08, 3.7772166e+08, 3.7875747e+08, ...,\n",
       "         6.7598592e+07, 6.0505120e+07, 5.3667840e+07],\n",
       "        ...,\n",
       "        [3.3636692e+09, 3.3636692e+09, 3.3636692e+09, ...,\n",
       "         3.3636692e+09, 3.3636692e+09, 3.3636692e+09],\n",
       "        [3.4631982e+09, 3.4631982e+09, 3.4631982e+09, ...,\n",
       "         3.4631982e+09, 3.4631982e+09, 3.4631982e+09],\n",
       "        [3.5442668e+09, 3.5442668e+09, 3.5442668e+09, ...,\n",
       "         3.5442668e+09, 3.5442668e+09, 3.5442668e+09]],\n",
       "\n",
       "       [[3.6245120e+09, 3.6245120e+09, 3.6245120e+09, ...,\n",
       "         3.6245120e+09, 3.6245120e+09, 3.6245120e+09],\n",
       "        [3.7078205e+09, 3.7078205e+09, 3.7078205e+09, ...,\n",
       "         3.7078205e+09, 3.7078205e+09, 3.7078205e+09],\n",
       "        [3.8142915e+09, 3.8142915e+09, 3.8142915e+09, ...,\n",
       "         3.8142915e+09, 3.8142915e+09, 3.8142915e+09],\n",
       "...\n",
       "        [1.1884406e+10, 1.1794822e+10, 1.1581381e+10, ...,\n",
       "         3.8714893e+09, 3.7580419e+09, 3.6650668e+09],\n",
       "        [1.1884406e+10, 1.1794822e+10, 1.1581381e+10, ...,\n",
       "         3.8714893e+09, 3.7580419e+09, 3.6650668e+09],\n",
       "        [1.1884406e+10, 1.1794822e+10, 1.1581381e+10, ...,\n",
       "         3.8714893e+09, 3.7580419e+09, 3.6650668e+09]],\n",
       "\n",
       "       [[3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         4.5054340e+07, 4.3012584e+07, 4.1501352e+07],\n",
       "        [3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         3.8951032e+07, 3.7010132e+07, 3.5606112e+07],\n",
       "        [3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         3.3220808e+07, 3.1374556e+07, 3.0071176e+07],\n",
       "        ...,\n",
       "        [3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         3.7716275e+08, 3.6956170e+08, 3.6217677e+08],\n",
       "        [3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         3.7855126e+08, 3.7092659e+08, 3.6351690e+08],\n",
       "        [3.5842450e+09, 3.5045770e+09, 3.4155474e+09, ...,\n",
       "         3.7983962e+08, 3.7219302e+08, 3.6476035e+08]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rAs</span></div><div class='xr-var-dims'>(tile, j_g, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.802e+08 1.807e+08 ... 3.605e+08</div><input id='attrs-1d6cadd2-bf18-4cca-9fe2-518874cae3be' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d6cadd2-bf18-4cca-9fe2-518874cae3be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1aee39d-ea4e-4e20-b77f-83c30639ebf1' class='xr-var-data-in' type='checkbox'><label for='data-f1aee39d-ea4e-4e20-b77f-83c30639ebf1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>area of &#x27;u&#x27; grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>cell_area</dd><dt><span>comment :</span></dt><dd>Model &#x27;u&#x27; grid cells are staggered in space between adjacent tracer grid cells in the &#x27;y&#x27; direction. &#x27;u&#x27; grid cell (i,j) is situated at the &#x27;south&#x27; edge of tracer grid cell (i, j). Note: &#x27;south&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[1.8022141e+08, 1.8074112e+08, 1.8121526e+08, ...,\n",
       "         2.9962764e+07, 2.6617694e+07, 2.3403408e+07],\n",
       "        [3.6590867e+08, 3.6696323e+08, 3.6792531e+08, ...,\n",
       "         6.1033988e+07, 5.4247132e+07, 4.7725612e+07],\n",
       "        [3.7336256e+08, 3.7443661e+08, 3.7541648e+08, ...,\n",
       "         6.2900624e+07, 5.5990252e+07, 4.9350072e+07],\n",
       "        ...,\n",
       "        [3.3124155e+09, 3.3124155e+09, 3.3124155e+09, ...,\n",
       "         3.3124155e+09, 3.3124155e+09, 3.3124155e+09],\n",
       "        [3.4155474e+09, 3.4155474e+09, 3.4155474e+09, ...,\n",
       "         3.4155474e+09, 3.4155474e+09, 3.4155474e+09],\n",
       "        [3.5045770e+09, 3.5045770e+09, 3.5045770e+09, ...,\n",
       "         3.5045770e+09, 3.5045770e+09, 3.5045770e+09]],\n",
       "\n",
       "       [[3.5842450e+09, 3.5842450e+09, 3.5842450e+09, ...,\n",
       "         3.5842450e+09, 3.5842450e+09, 3.5842450e+09],\n",
       "        [3.6650668e+09, 3.6650668e+09, 3.6650668e+09, ...,\n",
       "         3.6650668e+09, 3.6650668e+09, 3.6650668e+09],\n",
       "        [3.7580419e+09, 3.7580419e+09, 3.7580419e+09, ...,\n",
       "         3.7580419e+09, 3.7580419e+09, 3.7580419e+09],\n",
       "...\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09],\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09],\n",
       "        [1.1852359e+10, 1.1706299e+10, 1.1415347e+10, ...,\n",
       "         3.8142915e+09, 3.7078205e+09, 3.6245120e+09]],\n",
       "\n",
       "       [[3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         4.7119472e+07, 4.5295252e+07, 4.3972408e+07],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         4.0892744e+07, 3.9175636e+07, 3.7966080e+07],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.5020080e+07, 3.3403948e+07, 3.2301228e+07],\n",
       "        ...,\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7260762e+08, 3.6513021e+08, 3.5786006e+08],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7403475e+08, 3.6653222e+08, 3.5923587e+08],\n",
       "        [3.5442668e+09, 3.4631982e+09, 3.3636692e+09, ...,\n",
       "         3.7536173e+08, 3.6783590e+08, 3.6051517e+08]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>drC</span></div><div class='xr-var-dims'>(k_p1)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.0 10.0 10.0 ... 422.0 445.0 228.2</div><input id='attrs-7ea596c9-38d7-44d6-9215-64360f9df3ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ea596c9-38d7-44d6-9215-64360f9df3ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85bb4d67-defc-41f7-bbb1-7fea020bdf0c' class='xr-var-data-in' type='checkbox'><label for='data-85bb4d67-defc-41f7-bbb1-7fea020bdf0c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between the centers of adjacent tracer grid cells in the &#x27;z&#x27; direction</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>The first element corresponds to the distance between the depth of the center of the uppermost model grid cell and the surface.</dd></dl></div><div class='xr-var-data'><pre>array([  5.   ,  10.   ,  10.   ,  10.   ,  10.   ,  10.   ,  10.   ,\n",
       "        10.005,  10.02 ,  10.07 ,  10.215,  10.56 ,  11.28 ,  12.59 ,\n",
       "        14.73 ,  17.93 ,  22.335,  27.975,  34.76 ,  42.46 ,  50.75 ,\n",
       "        59.25 ,  67.54 ,  75.24 ,  82.025,  87.665,  92.07 ,  95.27 ,\n",
       "        97.415,  98.75 ,  99.63 , 100.67 , 102.945, 107.945, 117.08 ,\n",
       "       130.96 , 149.015, 169.885, 192.19 , 215.025, 238.   , 261.   ,\n",
       "       284.   , 307.   , 330.   , 353.   , 376.   , 399.   , 422.   ,\n",
       "       445.   , 228.25 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>drF</span></div><div class='xr-var-dims'>(k)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>10.0 10.0 10.0 ... 433.5 456.5</div><input id='attrs-559319d4-3c42-4352-b0cc-4f2a98dc6e3b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-559319d4-3c42-4352-b0cc-4f2a98dc6e3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-017fb01a-4b84-4c21-89ac-596be678de2d' class='xr-var-data-in' type='checkbox'><label for='data-017fb01a-4b84-4c21-89ac-596be678de2d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>distance between the upper and lower interfaces of the model grid cell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>cell_thickness</dd><dt><span>comment :</span></dt><dd>Nominal grid cell thickness. Note: in the z* coordinate system used in ECCO V4, actual tracer grid cell thickness, h, varies through time as h(i,j,k,t)= drF(k) hfacC(i,j,k,t).</dd></dl></div><div class='xr-var-data'><pre>array([ 10.  ,  10.  ,  10.  ,  10.  ,  10.  ,  10.  ,  10.  ,  10.01,\n",
       "        10.03,  10.11,  10.32,  10.8 ,  11.76,  13.42,  16.04,  19.82,\n",
       "        24.85,  31.1 ,  38.42,  46.5 ,  55.  ,  63.5 ,  71.58,  78.9 ,\n",
       "        85.15,  90.18,  93.96,  96.58,  98.25,  99.25, 100.01, 101.33,\n",
       "       104.56, 111.33, 122.83, 139.09, 158.94, 180.83, 203.55, 226.5 ,\n",
       "       249.5 , 272.5 , 295.5 , 318.5 , 341.5 , 364.5 , 387.5 , 410.5 ,\n",
       "       433.5 , 456.5 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHrefC</span></div><div class='xr-var-dims'>(k)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>49.05 147.1 ... 5.357e+04 5.794e+04</div><input id='attrs-84450642-728a-48ed-836e-159e76ec8e30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84450642-728a-48ed-836e-159e76ec8e30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-daafc9fc-58b7-45d3-bf63-2658c661bfa6' class='xr-var-data-in' type='checkbox'><label for='data-daafc9fc-58b7-45d3-bf63-2658c661bfa6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>reference ocean hydrostatic pressure at tracer grid cell center</dd><dt><span>units :</span></dt><dd>m2 s-2</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>PHrefC = p_ref (k) / rhoConst = rhoConst g z(k) / rhoConst = g z(k), where p_ref(k) is reference hydrostatic ocean pressure at center of tracer grid cell k, rhoConst is reference density (1029 kg m-3), g is acceleration due to gravity (9.81 m s-2), and z(k) is depth at center of tracer grid cell k. Units: p:[kg m-1 s-2], rhoConst:[kg m-3], g:[m s-2], z_m(t):[m]. Note: does not include atmospheric pressure loading. Quantity referred to in some contexts as hydrostatic pressure potential. PHIHYDcR is anomaly of PHrefC.</dd></dl></div><div class='xr-var-data'><pre>array([4.9049999e+01, 1.4714999e+02, 2.4525000e+02, 3.4335001e+02,\n",
       "       4.4145001e+02, 5.3954999e+02, 6.3765002e+02, 7.3579907e+02,\n",
       "       8.3409528e+02, 9.3288196e+02, 1.0330911e+03, 1.1366847e+03,\n",
       "       1.2473416e+03, 1.3708494e+03, 1.5153507e+03, 1.6912440e+03,\n",
       "       1.9103503e+03, 2.1847852e+03, 2.5257808e+03, 2.9423132e+03,\n",
       "       3.4401709e+03, 4.0214133e+03, 4.6839805e+03, 5.4220850e+03,\n",
       "       6.2267505e+03, 7.0867441e+03, 7.9899507e+03, 8.9245498e+03,\n",
       "       9.8801904e+03, 1.0848928e+04, 1.1826299e+04, 1.2813871e+04,\n",
       "       1.3823762e+04, 1.4882702e+04, 1.6031257e+04, 1.7315975e+04,\n",
       "       1.8777811e+04, 2.0444383e+04, 2.2329768e+04, 2.4439162e+04,\n",
       "       2.6773943e+04, 2.9334352e+04, 3.2120393e+04, 3.5132062e+04,\n",
       "       3.8369363e+04, 4.1832293e+04, 4.5520852e+04, 4.9435043e+04,\n",
       "       5.3574863e+04, 5.7940312e+04], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHrefF</span></div><div class='xr-var-dims'>(k_p1)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 98.1 ... 5.57e+04 6.018e+04</div><input id='attrs-c4ee409e-f01d-4d7c-98db-c145c247f2ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4ee409e-f01d-4d7c-98db-c145c247f2ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-170d17e0-1540-4cb7-83ce-b479f9d6affd' class='xr-var-data-in' type='checkbox'><label for='data-170d17e0-1540-4cb7-83ce-b479f9d6affd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>reference ocean hydrostatic pressure at tracer grid cell top/bottom interface</dd><dt><span>units :</span></dt><dd>m2 s-2</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>PHrefF = p_ref (k_l) / rhoConst = rhoConst g z(k_l) / rhoConst = g z(k_l), where p_ref(k_l) is reference hydrostatic ocean pressure at lower interface of tracer grid cell k, rhoConst is reference density (1029 kg m-3), g is acceleration due to gravity (9.81 m s-2), and z(k) is depth at center of tracer grid cell k. Units: p:[kg m-1 s-2], rhoConst:[kg m-3], g:[m s-2], z_m(t):[m]. Note: does not include atmospheric pressure loading. Quantity referred to in some contexts as hydrostatic pressure potential. See PHrefC</dd></dl></div><div class='xr-var-data'><pre>array([    0.    ,    98.1   ,   196.2   ,   294.3   ,   392.4   ,\n",
       "         490.5   ,   588.6   ,   686.7   ,   784.8981,   883.2924,\n",
       "         982.4715,  1083.7107,  1189.6587,  1305.0243,  1436.6746,\n",
       "        1594.0269,  1788.461 ,  2032.2396,  2337.3306,  2714.2307,\n",
       "        3170.3958,  3709.9458,  4332.881 ,  5035.0806,  5809.09  ,\n",
       "        6644.411 ,  7529.0767,  8450.824 ,  9398.274 , 10362.106 ,\n",
       "       11335.749 , 12316.848 , 13310.895 , 14336.628 , 15428.775 ,\n",
       "       16633.738 , 17998.21  , 19557.412 , 21331.355 , 23328.18  ,\n",
       "       25550.145 , 27997.74  , 30670.965 , 33569.82  , 36694.305 ,\n",
       "       40044.42  , 43620.164 , 47421.54  , 51448.547 , 55701.18  ,\n",
       "       60179.445 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hFacC</span></div><div class='xr-var-dims'>(k, tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-b632ea55-2e3e-4ad4-8fa7-f4499a37854d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b632ea55-2e3e-4ad4-8fa7-f4499a37854d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73c8bb30-7213-4005-b142-7504d89e6607' class='xr-var-data-in' type='checkbox'><label for='data-73c8bb30-7213-4005-b142-7504d89e6607' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>vertical open fraction of tracer grid cell</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>comment :</span></dt><dd>Tracer grid cells may be fractionally closed in the vertical. The open vertical fraction is hFacC. The model allows for partially-filled cells to represent topographic variations more smoothly (hFacC &lt; 1). Completely closed (dry) tracer grid cells have hFacC = 0. Note: the model z* coordinate system allows hFacC to vary through time. A time-invariant hFacC field is provided for reference.</dd></dl></div><div class='xr-var-data'><pre>array([[[[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ]],\n",
       "\n",
       "        [[1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "...\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]],\n",
       "\n",
       "        [[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hFacW</span></div><div class='xr-var-dims'>(k, tile, j, i_g)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-1d75036a-da38-44f5-968e-3420622d40d8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d75036a-da38-44f5-968e-3420622d40d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bfbce7bf-4d09-44da-a34f-de3e591873d5' class='xr-var-data-in' type='checkbox'><label for='data-bfbce7bf-4d09-44da-a34f-de3e591873d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>vertical open fraction of tracer grid cell &#x27;west&#x27; face</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>comment :</span></dt><dd>The &#x27;west&#x27; face of tracer grid cells may be fractionally closed in the vertical. The open vertical fraction is hFacW. The model allows for partially-filled cells for smoother representation of seafloor topography. Tracer grid cells adjacent in the &#x27;x&#x27; direction that are partially closed in the vertical have hFacW &lt; 1. The model z* coordinate system used by the model permits hFacC, and therefore hFacW, to vary through time. A time-invariant hFacW field is provided for reference. Note: The term &#x27;west&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ]],\n",
       "\n",
       "        [[1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "...\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]],\n",
       "\n",
       "        [[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hFacS</span></div><div class='xr-var-dims'>(k, tile, j_g, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-c046e4a5-b967-41f3-a6c4-db4f04377cf3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c046e4a5-b967-41f3-a6c4-db4f04377cf3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2388dd5-9bd5-4f45-aaeb-8191e408f2de' class='xr-var-data-in' type='checkbox'><label for='data-f2388dd5-9bd5-4f45-aaeb-8191e408f2de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>vertical open fraction of tracer grid cell &#x27;south&#x27; face</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>comment :</span></dt><dd>The &#x27;south&#x27; face of tracer grid cells may be fractionally closed in the vertical. The open vertical fraction is hFacS. The model allows for partially-filled cells for smoother representation of seafloor topography. Tracer grid cells adjacent in the &#x27;y&#x27; direction that are partially closed in the vertical have hFacS &lt; 1. The model z* coordinate system used by the model permits hFacC, and therefore hFacS, to vary through time. A time-invariant hFacS field is provided for reference. Note:  The term &#x27;south&#x27; does not correspond to geographic orientation but is used for convenience to describe the computational grid. See MITgcm documentation for details.</dd></dl></div><div class='xr-var-data'><pre>array([[[[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ]],\n",
       "\n",
       "        [[1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "         [1.        , 1.        , 1.        , ..., 1.        ,\n",
       "          1.        , 1.        ],\n",
       "...\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]],\n",
       "\n",
       "        [[0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         ...,\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ],\n",
       "         [0.        , 0.        , 0.        , ..., 0.        ,\n",
       "          0.        , 0.        ]]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maskC</span></div><div class='xr-var-dims'>(k, tile, j, i)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... False False</div><input id='attrs-22a4440f-187d-4108-8d7a-e5d1cd4d2b4b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-22a4440f-187d-4108-8d7a-e5d1cd4d2b4b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-153f2318-b879-43e5-a66c-43863c4bc4c4' class='xr-var-data-in' type='checkbox'><label for='data-153f2318-b879-43e5-a66c-43863c4bc4c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>wet/dry boolean mask for tracer grid cell</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>True for tracer grid cells with nonzero open vertical fraction (hFacC &gt; 0), otherwise False. Although hFacC can vary though time, cells will never close if starting open and will never open if starting closed: hFacC(i,j,k,t) &gt; 0 for all t, if hFacC(i,j,k,t=0) and hFacC(i,j,k,t) = 0 for all t, if hFacC(i,j,k,t=0) = 0. Therefore, maskC is time invariant.</dd></dl></div><div class='xr-var-data'><pre>array([[[[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\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, ..., False,  True,  True],\n",
       "         [ True,  True,  True, ..., False,  True,  True],\n",
       "         [ True,  True,  True, ..., False, False,  True]],\n",
       "\n",
       "        [[ True,  True,  True, ..., False, False,  True],\n",
       "         [ True,  True,  True, ...,  True, False,  True],\n",
       "         [ True,  True,  True, ...,  True,  True,  True],\n",
       "         ...,\n",
       "...\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maskW</span></div><div class='xr-var-dims'>(k, tile, j, i_g)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... False False</div><input id='attrs-821e93d4-e607-424d-a40e-60c0a84c4c1b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-821e93d4-e607-424d-a40e-60c0a84c4c1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2e5dbf6-d20a-41ff-9d2f-bbae9daa6d39' class='xr-var-data-in' type='checkbox'><label for='data-a2e5dbf6-d20a-41ff-9d2f-bbae9daa6d39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>wet/dry boolean mask for &#x27;west&#x27; face of tracer grid cell</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>True for grid cells with nonzero open vertical fraction along their &#x27;west&#x27; face (hFacW &gt; 0), otherwise False. Although hFacW can vary though time, cells will never close if starting open and will never open if starting closed: hFacW(i,j,k,t) &gt; 0 for all t, if hFacW(i,j,k,t=0) and hFacW(i,j,k,t) = 0 for all t, if hFacW(i,j,k,t=0) = 0. Therefore, maskW is time invariant. Note: </dd></dl></div><div class='xr-var-data'><pre>array([[[[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\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, ..., False, False,  True],\n",
       "         [ True,  True,  True, ..., False, False,  True],\n",
       "         [ True,  True,  True, ..., False, False, False]],\n",
       "\n",
       "        [[ True,  True,  True, ..., False, False, False],\n",
       "         [ True,  True,  True, ...,  True, False, False],\n",
       "         [ True,  True,  True, ...,  True,  True,  True],\n",
       "         ...,\n",
       "...\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maskS</span></div><div class='xr-var-dims'>(k, tile, j_g, i)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... False False</div><input id='attrs-62eb9906-072a-4ccd-9686-34ec60008670' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62eb9906-072a-4ccd-9686-34ec60008670' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a416fe2-20e7-47a1-83a1-872395b74d9c' class='xr-var-data-in' type='checkbox'><label for='data-9a416fe2-20e7-47a1-83a1-872395b74d9c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>wet/dry boolean mask for &#x27;south&#x27; face of tracer grid cell</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>comment :</span></dt><dd>True for grid cells with nonzero open vertical fraction along their &#x27;south&#x27; face (hFacS &gt; 0), otherwise False. Although hFacS can vary though time, cells will never close if starting open and will never open if starting closed: hFacS(i,j,k,t) &gt; 0 for all t, if hFacS(i,j,k,t=0) and hFacS(i,j,k,t) = 0 for all t, if hFacS(i,j,k,t=0) = 0. Therefore, maskS is time invariant. Note: </dd></dl></div><div class='xr-var-data'><pre>array([[[[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\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, ..., False,  True,  True],\n",
       "         [ True,  True,  True, ..., False,  True,  True],\n",
       "         [ True,  True,  True, ..., False, False,  True]],\n",
       "\n",
       "        [[ True,  True,  True, ..., False, False,  True],\n",
       "         [ True,  True,  True, ..., False, False,  True],\n",
       "         [ True,  True,  True, ...,  True, False,  True],\n",
       "         ...,\n",
       "...\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]],\n",
       "\n",
       "        [[False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         ...,\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False],\n",
       "         [False, False, False, ..., False, False, False]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SSH</span></div><div class='xr-var-dims'>(time, tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-cab81e9d-09b0-48d5-b306-b6c5d6cb9708' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cab81e9d-09b0-48d5-b306-b6c5d6cb9708' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-713125b9-764c-4dc5-bd0e-b3601564788d' class='xr-var-data-in' type='checkbox'><label for='data-713125b9-764c-4dc5-bd0e-b3601564788d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Dynamic sea surface height anomaly</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_geoid</dd><dt><span>comment :</span></dt><dd>Dynamic sea surface height anomaly above the geoid, suitable for comparisons with altimetry sea surface height data products that apply the inverse barometer (IB) correction. Note: SSH is calculated by correcting model sea level anomaly ETAN for three effects: a) global mean steric sea level changes related to density changes in the Boussinesq volume-conserving model (Greatbatch correction, see sterGloH), b) the inverted barometer (IB) effect (see SSHIBC) and c) sea level displacement due to sea-ice and snow pressure loading (see sIceLoad). SSH can be compared with the similarly-named SSH variable in previous ECCO products that did not include atmospheric pressure loading (e.g., Version 4 Release 3). Use SSHNOIBC for comparisons with altimetry data products that do NOT apply the IB correction.</dd><dt><span>valid_min :</span></dt><dd>-1.8805772066116333</dd><dt><span>valid_max :</span></dt><dd>1.4207719564437866</dd></dl></div><div class='xr-var-data'><pre>array([[[[        nan,         nan,         nan, ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [        nan,         nan,         nan, ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [        nan,         nan,         nan, ...,         nan,\n",
       "                  nan,         nan],\n",
       "         ...,\n",
       "         [-1.4789017 , -1.4837765 , -1.4820721 , ..., -1.2947402 ,\n",
       "          -1.2798777 , -1.2653834 ],\n",
       "         [-1.4538441 , -1.4584619 , -1.455187  , ..., -1.2917751 ,\n",
       "          -1.2739644 , -1.255403  ],\n",
       "         [-1.4215791 , -1.4232503 , -1.4176066 , ..., -1.290446  ,\n",
       "          -1.2703111 , -1.2480989 ]],\n",
       "\n",
       "        [[-1.3808295 , -1.3784958 , -1.372     , ..., -1.2883928 ,\n",
       "          -1.2664716 , -1.2413179 ],\n",
       "         [-1.3355613 , -1.3305387 , -1.3269446 , ..., -1.2839248 ,\n",
       "          -1.2608194 , -1.2335396 ],\n",
       "         [-1.29667   , -1.2918196 , -1.2945448 , ..., -1.2746911 ,\n",
       "          -1.2511746 , -1.2229391 ],\n",
       "...\n",
       "         [ 0.02608651,  0.03203985,  0.05413032, ..., -1.2494164 ,\n",
       "          -1.2693772 , -1.2961768 ],\n",
       "         [ 0.03012904,  0.0392129 ,  0.06379545, ..., -1.2735504 ,\n",
       "          -1.295315  , -1.3238219 ],\n",
       "         [ 0.03303316,  0.04432883,  0.07073619, ..., -1.290031  ,\n",
       "          -1.3149394 , -1.3470495 ]],\n",
       "\n",
       "        [[-0.596936  , -0.6852058 , -0.769961  , ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [-0.58523434, -0.67554814, -0.76136804, ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [-0.5850948 , -0.67601234, -0.76148546, ...,         nan,\n",
       "                  nan,         nan],\n",
       "         ...,\n",
       "         [-1.325323  , -1.3553898 , -1.3883594 , ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [-1.3526964 , -1.3801088 , -1.4079852 , ...,         nan,\n",
       "                  nan,         nan],\n",
       "         [-1.3783133 , -1.405505  , -1.4301533 , ...,         nan,\n",
       "                  nan,         nan]]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SST</span></div><div class='xr-var-dims'>(time, tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-180d3750-ce5a-43a9-ab49-1e1f493c9596' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-180d3750-ce5a-43a9-ab49-1e1f493c9596' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52522457-10d0-4509-8a77-49eadaec7659' class='xr-var-data-in' type='checkbox'><label for='data-52522457-10d0-4509-8a77-49eadaec7659' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Potential temperature </dd><dt><span>units :</span></dt><dd>degree_C</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>sea_water_potential_temperature</dd><dt><span>comment :</span></dt><dd>Sea water potential temperature is the temperature a parcel of sea water would have if moved adiabatically to sea level pressure. Note: the equation of state is a modified UNESCO formula by Jackett and McDougall (1995), which uses the model variable potential temperature as input assuming a horizontally and temporally constant pressure of $p_0=-g \\rho_{0} z$.</dd><dt><span>valid_min :</span></dt><dd>-2.2909388542175293</dd><dt><span>valid_max :</span></dt><dd>36.032955169677734</dd></dl></div><div class='xr-var-data'><pre>array([[[[            nan,             nan,             nan, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [            nan,             nan,             nan, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [            nan,             nan,             nan, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         ...,\n",
       "         [ 2.01509976e+00,  1.85003686e+00,  1.71582711e+00, ...,\n",
       "           1.26902759e+00,  1.27626359e+00,  1.28188074e+00],\n",
       "         [ 2.16593409e+00,  2.02654552e+00,  1.91424274e+00, ...,\n",
       "           1.49355924e+00,  1.52569246e+00,  1.55790913e+00],\n",
       "         [ 2.32527566e+00,  2.21751785e+00,  2.12773252e+00, ...,\n",
       "           1.66126490e+00,  1.71896994e+00,  1.78590453e+00]],\n",
       "\n",
       "        [[ 2.48570871e+00,  2.40167022e+00,  2.32118011e+00, ...,\n",
       "           1.81008613e+00,  1.88386405e+00,  1.97170496e+00],\n",
       "         [ 2.63559318e+00,  2.56559706e+00,  2.47433829e+00, ...,\n",
       "           1.95338202e+00,  2.03289223e+00,  2.12974238e+00],\n",
       "         [ 2.75849938e+00,  2.69868946e+00,  2.57374191e+00, ...,\n",
       "           2.09234118e+00,  2.17186975e+00,  2.27002549e+00],\n",
       "...\n",
       "           1.39164948e+00,  1.28957641e+00,  1.08142328e+00],\n",
       "         [ 2.63058167e+01,  2.65797176e+01,  2.68715668e+01, ...,\n",
       "           1.24719834e+00,  1.07574773e+00,  7.48011649e-01],\n",
       "         [ 2.63316193e+01,  2.65970135e+01,  2.68859653e+01, ...,\n",
       "           1.16007328e+00,  9.55231011e-01,  5.80619276e-01]],\n",
       "\n",
       "        [[ 5.06779623e+00,  4.48910999e+00,  3.83241200e+00, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [ 5.03983402e+00,  4.44997835e+00,  3.78785801e+00, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [ 4.97232866e+00,  4.37776613e+00,  3.72398686e+00, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         ...,\n",
       "         [ 7.23018527e-01,  2.29814187e-01, -2.17662126e-01, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [ 2.79306203e-01, -2.17370406e-01, -6.34587169e-01, ...,\n",
       "                      nan,             nan,             nan],\n",
       "         [ 5.89028262e-02, -4.86955911e-01, -9.32470202e-01, ...,\n",
       "                      nan,             nan,             nan]]]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SSS</span></div><div class='xr-var-dims'>(time, tile, j, i)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-c642a0f0-69c7-4c79-84cb-1a4fa95ddf7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c642a0f0-69c7-4c79-84cb-1a4fa95ddf7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f8edb35-793c-4638-8927-fbde43d5a9c3' class='xr-var-data-in' type='checkbox'><label for='data-6f8edb35-793c-4638-8927-fbde43d5a9c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Salinity</dd><dt><span>units :</span></dt><dd>1e-3</dd><dt><span>coverage_content_type :</span></dt><dd>modelResult</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>valid_min :</span></dt><dd>17.106637954711914</dd><dt><span>valid_max :</span></dt><dd>41.26802444458008</dd><dt><span>comment :</span></dt><dd>Defined using CF convention &#x27;Sea water salinity is the salt content of sea water, often on the Practical Salinity Scale of 1978. However, the unqualified term &#x27;salinity&#x27; is generic and does not necessarily imply any particular method of calculation. The units of salinity are dimensionless and the units attribute should normally be given as 1e-3 or 0.001 i.e. parts per thousand.&#x27; see https://cfconventions.org/Data/cf-standard-names/73/build/cf-standard-name-table.html</dd></dl></div><div class='xr-var-data'><pre>array([[[[      nan,       nan,       nan, ...,       nan,       nan,\n",
       "                nan],\n",
       "         [      nan,       nan,       nan, ...,       nan,       nan,\n",
       "                nan],\n",
       "         [      nan,       nan,       nan, ...,       nan,       nan,\n",
       "                nan],\n",
       "         ...,\n",
       "         [33.593304, 33.571117, 33.552166, ..., 33.94474 , 33.945957,\n",
       "          33.945374],\n",
       "         [33.61394 , 33.597248, 33.585266, ..., 33.967583, 33.968716,\n",
       "          33.96788 ],\n",
       "         [33.631084, 33.618633, 33.610626, ..., 33.976833, 33.97678 ,\n",
       "          33.97494 ]],\n",
       "\n",
       "        [[33.64739 , 33.638817, 33.63297 , ..., 33.978233, 33.977135,\n",
       "          33.974125],\n",
       "         [33.664444, 33.661697, 33.65787 , ..., 33.97736 , 33.97548 ,\n",
       "          33.97145 ],\n",
       "         [33.68748 , 33.693874, 33.69012 , ..., 33.976746, 33.974003,\n",
       "          33.968967],\n",
       "...\n",
       "         [35.621944, 35.678062, 35.734776, ..., 33.776443, 33.713596,\n",
       "          33.610497],\n",
       "         [35.60585 , 35.6631  , 35.72399 , ..., 33.7396  , 33.633568,\n",
       "          33.484848],\n",
       "         [35.58173 , 35.633038, 35.698887, ..., 33.733326, 33.610363,\n",
       "          33.44627 ]],\n",
       "\n",
       "        [[34.08766 , 34.054077, 34.017   , ...,       nan,       nan,\n",
       "                nan],\n",
       "         [34.087692, 34.053795, 34.016438, ...,       nan,       nan,\n",
       "                nan],\n",
       "         [34.0843  , 34.05046 , 34.01386 , ...,       nan,       nan,\n",
       "                nan],\n",
       "         ...,\n",
       "         [33.457924, 33.276947, 33.146446, ...,       nan,       nan,\n",
       "                nan],\n",
       "         [33.315334, 33.179005, 33.087097, ...,       nan,       nan,\n",
       "                nan],\n",
       "         [33.272926, 33.144676, 33.08125 , ...,       nan,       nan,\n",
       "                nan]]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f5ba20a0-2a35-41d9-a1b4-d7c23fffe86d' class='xr-section-summary-in' type='checkbox'  ><label for='section-f5ba20a0-2a35-41d9-a1b4-d7c23fffe86d' class='xr-section-summary' >Indexes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>i</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8293abbc-c346-4dc6-902e-ae89a673911a' class='xr-index-data-in' type='checkbox'/><label for='index-8293abbc-c346-4dc6-902e-ae89a673911a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;i&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>i_g</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e7409fdf-b6ce-474a-9ae3-25ba18a4efc0' class='xr-index-data-in' type='checkbox'/><label for='index-e7409fdf-b6ce-474a-9ae3-25ba18a4efc0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;i_g&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>j</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-77793a26-fbf7-48f0-b756-ac98f997abfc' class='xr-index-data-in' type='checkbox'/><label for='index-77793a26-fbf7-48f0-b756-ac98f997abfc' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;j&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>j_g</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1efb6664-3e47-427b-be95-f8199773655f' class='xr-index-data-in' type='checkbox'/><label for='index-1efb6664-3e47-427b-be95-f8199773655f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;j_g&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>k</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-02033a9a-5580-4fe4-8b00-7f7e5712425c' class='xr-index-data-in' type='checkbox'/><label for='index-02033a9a-5580-4fe4-8b00-7f7e5712425c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;k&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>k_u</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-66c43056-eba9-46cd-9d18-0c455427d4f5' class='xr-index-data-in' type='checkbox'/><label for='index-66c43056-eba9-46cd-9d18-0c455427d4f5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;k_u&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>k_l</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-bc7d6b61-97c5-4a91-969b-f31e268570ea' class='xr-index-data-in' type='checkbox'/><label for='index-bc7d6b61-97c5-4a91-969b-f31e268570ea' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;k_l&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>k_p1</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6bf6a532-a482-4019-9ced-34fbf5876561' class='xr-index-data-in' type='checkbox'/><label for='index-6bf6a532-a482-4019-9ced-34fbf5876561' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 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],\n",
       "      dtype=&#x27;int32&#x27;, name=&#x27;k_p1&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>tile</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-09c23310-b66a-4e53-a116-fb04862f8c4f' class='xr-index-data-in' type='checkbox'/><label for='index-09c23310-b66a-4e53-a116-fb04862f8c4f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12], dtype=&#x27;int32&#x27;, name=&#x27;tile&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5ff9c43c-3282-4d59-84cf-86e744fe68d6' class='xr-index-data-in' type='checkbox'/><label for='index-5ff9c43c-3282-4d59-84cf-86e744fe68d6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2000-01-16 12:00:00&#x27;, &#x27;2000-02-15 12:00:00&#x27;,\n",
       "               &#x27;2000-03-16 12:00:00&#x27;, &#x27;2000-04-16 00:00:00&#x27;,\n",
       "               &#x27;2000-05-16 12:00:00&#x27;, &#x27;2000-06-16 00:00:00&#x27;,\n",
       "               &#x27;2000-07-16 12:00:00&#x27;, &#x27;2000-08-16 12:00:00&#x27;,\n",
       "               &#x27;2000-09-16 00:00:00&#x27;, &#x27;2000-10-16 12:00:00&#x27;,\n",
       "               &#x27;2000-11-16 00:00:00&#x27;, &#x27;2000-12-16 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8f41b895-a4ce-49a3-9604-5fc334173965' class='xr-section-summary-in' type='checkbox'  ><label for='section-8f41b895-a4ce-49a3-9604-5fc334173965' class='xr-section-summary' >Attributes: <span>(58)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>acknowledgement :</span></dt><dd>This research was carried out by the Jet Propulsion Laboratory, managed by the California Institute of Technology under a contract with the National Aeronautics and Space Administration.</dd><dt><span>author :</span></dt><dd>Ian Fenty and Ou Wang</dd><dt><span>cdm_data_type :</span></dt><dd>Grid</dd><dt><span>comment :</span></dt><dd>Fields provided on the curvilinear lat-lon-cap 90 (llc90) native grid used in the ECCO model.</dd><dt><span>Conventions :</span></dt><dd>CF-1.8, ACDD-1.3</dd><dt><span>coordinates_comment :</span></dt><dd>Note: the global &#x27;coordinates&#x27; attribute describes auxillary coordinates.</dd><dt><span>creator_email :</span></dt><dd>ecco-group@mit.edu</dd><dt><span>creator_institution :</span></dt><dd>NASA Jet Propulsion Laboratory (JPL)</dd><dt><span>creator_name :</span></dt><dd>ECCO Consortium</dd><dt><span>creator_type :</span></dt><dd>group</dd><dt><span>creator_url :</span></dt><dd>https://ecco-group.org</dd><dt><span>date_created :</span></dt><dd>2021-03-16T22:56:35</dd><dt><span>date_issued :</span></dt><dd>2021-03-16T22:56:35</dd><dt><span>date_metadata_modified :</span></dt><dd>2021-03-16T22:56:35</dd><dt><span>date_modified :</span></dt><dd>2021-03-16T22:56:35</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4326</dd><dt><span>geospatial_lat_max :</span></dt><dd>90.0</dd><dt><span>geospatial_lat_min :</span></dt><dd>-90.0</dd><dt><span>geospatial_lat_resolution :</span></dt><dd>variable</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_max :</span></dt><dd>180.0</dd><dt><span>geospatial_lon_min :</span></dt><dd>-180.0</dd><dt><span>geospatial_lon_resolution :</span></dt><dd>variable</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>geospatial_vertical_max :</span></dt><dd>0.0</dd><dt><span>geospatial_vertical_min :</span></dt><dd>-6134.5</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>up</dd><dt><span>geospatial_vertical_resolution :</span></dt><dd>variable</dd><dt><span>geospatial_vertical_units :</span></dt><dd>meter</dd><dt><span>history :</span></dt><dd>Inaugural release of an ECCO Central Estimate solution to PO.DAAC</dd><dt><span>id :</span></dt><dd>10.5067/ECL5A-GRD44</dd><dt><span>institution :</span></dt><dd>NASA Jet Propulsion Laboratory (JPL)</dd><dt><span>instrument_vocabulary :</span></dt><dd>GCMD instrument keywords</dd><dt><span>keywords :</span></dt><dd>EARTH SCIENCE SERVICES &gt; MODELS &gt; EARTH SCIENCE REANALYSES/ASSIMILATION MODELS</dd><dt><span>keywords_vocabulary :</span></dt><dd>NASA Global Change Master Directory (GCMD) Science Keywords</dd><dt><span>license :</span></dt><dd>Public Domain</dd><dt><span>metadata_link :</span></dt><dd>https://cmr.earthdata.nasa.gov/search/collections.umm_json?ShortName=ECCO_L4_GEOMETRY_LLC0090GRID_V4R4</dd><dt><span>naming_authority :</span></dt><dd>gov.nasa.jpl</dd><dt><span>platform :</span></dt><dd>ERS-1/2, TOPEX/Poseidon, Geosat Follow-On (GFO), ENVISAT, Jason-1, Jason-2, CryoSat-2, SARAL/AltiKa, Jason-3, AVHRR, Aquarius, SSM/I, SSMIS, GRACE, DTU17MDT, Argo, WOCE, GO-SHIP, MEOP, Ice Tethered Profilers (ITP)</dd><dt><span>platform_vocabulary :</span></dt><dd>GCMD platform keywords</dd><dt><span>processing_level :</span></dt><dd>L4</dd><dt><span>product_name :</span></dt><dd>GRID_GEOMETRY_ECCO_V4r4_native_llc0090.nc</dd><dt><span>product_time_coverage_end :</span></dt><dd>2018-01-01T00:00:00</dd><dt><span>product_time_coverage_start :</span></dt><dd>1992-01-01T12:00:00</dd><dt><span>product_version :</span></dt><dd>Version 4, Release 4</dd><dt><span>program :</span></dt><dd>NASA Physical Oceanography, Cryosphere, Modeling, Analysis, and Prediction (MAP)</dd><dt><span>project :</span></dt><dd>Estimating the Circulation and Climate of the Ocean (ECCO)</dd><dt><span>publisher_email :</span></dt><dd>podaac@podaac.jpl.nasa.gov</dd><dt><span>publisher_institution :</span></dt><dd>PO.DAAC</dd><dt><span>publisher_name :</span></dt><dd>Physical Oceanography Distributed Active Archive Center (PO.DAAC)</dd><dt><span>publisher_type :</span></dt><dd>institution</dd><dt><span>publisher_url :</span></dt><dd>https://podaac.jpl.nasa.gov</dd><dt><span>references :</span></dt><dd>ECCO Consortium, Fukumori, I., Wang, O., Fenty, I., Forget, G., Heimbach, P., &amp; Ponte, R. M. 2020. Synopsis of the ECCO Central Production Global Ocean and Sea-Ice State Estimate (Version 4 Release 4). doi:10.5281/zenodo.3765928</dd><dt><span>source :</span></dt><dd>The ECCO V4r4 state estimate was produced by fitting a free-running solution of the MITgcm (checkpoint 66g) to satellite and in situ observational data in a least squares sense using the adjoint method</dd><dt><span>standard_name_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention</dd><dt><span>summary :</span></dt><dd>This dataset provides geometric parameters for the lat-lon-cap 90 (llc90) native model grid from the ECCO Version 4 Release 4 (V4r4) ocean and sea-ice state estimate. Parameters include areas and lengths of grid cell sides, horizontal and vertical coordinates of grid cell centers and corners, grid rotation angles, and global domain geometry including bathymetry and land/ocean masks. Estimating the Circulation and Climate of the Ocean (ECCO) state estimates are dynamically and kinematically-consistent reconstructions of the three-dimensional, time-evolving ocean, sea-ice, and surface atmospheric states. ECCO V4r4 is a free-running solution of a global, nominally 1-degree configuration of the MIT general circulation model (MITgcm) that has been fit to observations in a least-squares sense. Observational data constraints used in V4r4 include sea surface height (SSH) from satellite altimeters [ERS-1/2, TOPEX/Poseidon, GFO, ENVISAT, Jason-1,2,3, CryoSat-2, and SARAL/AltiKa]; sea surface temperature (SST) from satellite radiometers [AVHRR], sea surface salinity (SSS) from the Aquarius satellite radiometer/scatterometer, ocean bottom pressure (OBP) from the GRACE satellite gravimeter; sea-ice concentration from satellite radiometers [SSM/I and SSMIS], and in-situ ocean temperature and salinity measured with conductivity-temperature-depth (CTD) sensors and expendable bathythermographs (XBTs) from several programs [e.g., WOCE, GO-SHIP, Argo, and others] and platforms [e.g., research vessels, gliders, moorings, ice-tethered profilers, and instrumented pinnipeds]. V4r4 covers the period 1992-01-01T12:00:00 to 2018-01-01T00:00:00.</dd><dt><span>title :</span></dt><dd>ECCO Geometry Parameters for the Lat-Lon-Cap 90 (llc90) Native Model Grid (Version 4 Release 4)</dd><dt><span>uuid :</span></dt><dd>87ff7d24-86e5-11eb-9c5f-f8f21e2ee3e0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 104MB\n",
       "Dimensions:  (i: 90, i_g: 90, j: 90, j_g: 90, k: 50, k_u: 50, k_l: 50,\n",
       "              k_p1: 51, tile: 13, nb: 4, nv: 2, time: 12)\n",
       "Coordinates: (12/21)\n",
       "  * i        (i) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * i_g      (i_g) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * j        (j) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * j_g      (j_g) int32 360B 0 1 2 3 4 5 6 7 8 9 ... 81 82 83 84 85 86 87 88 89\n",
       "  * k        (k) int32 200B 0 1 2 3 4 5 6 7 8 9 ... 41 42 43 44 45 46 47 48 49\n",
       "  * k_u      (k_u) int32 200B 0 1 2 3 4 5 6 7 8 9 ... 41 42 43 44 45 46 47 48 49\n",
       "    ...       ...\n",
       "    Zu       (k_u) float32 200B -10.0 -20.0 -30.0 ... -5.678e+03 -6.134e+03\n",
       "    Zl       (k_l) float32 200B 0.0 -10.0 -20.0 ... -5.244e+03 -5.678e+03\n",
       "    XC_bnds  (tile, j, i, nb) float32 2MB -115.0 -115.0 -107.9 ... -115.0 -108.5\n",
       "    YC_bnds  (tile, j, i, nb) float32 2MB -88.18 -88.32 -88.3 ... -88.18 -88.16\n",
       "    Z_bnds   (k, nv) float32 400B 0.0 -10.0 -10.0 ... -5.678e+03 -6.134e+03\n",
       "  * time     (time) datetime64[ns] 96B 2000-01-16T12:00:00 ... 2000-12-16T12:...\n",
       "Dimensions without coordinates: nb, nv\n",
       "Data variables: (12/24)\n",
       "    CS       (tile, j, i) float32 421kB 0.06158 0.06675 ... -0.9854 -0.9984\n",
       "    SN       (tile, j, i) float32 421kB -0.9981 -0.9978 ... -0.1705 -0.05718\n",
       "    rA       (tile, j, i) float32 421kB 3.623e+08 3.633e+08 ... 3.611e+08\n",
       "    dxG      (tile, j_g, i) float32 421kB 1.558e+04 1.559e+04 ... 2.314e+04\n",
       "    dyG      (tile, j, i_g) float32 421kB 2.321e+04 2.327e+04 ... 1.558e+04\n",
       "    Depth    (tile, j, i) float32 421kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0\n",
       "    ...       ...\n",
       "    maskC    (k, tile, j, i) bool 5MB False False False ... False False False\n",
       "    maskW    (k, tile, j, i_g) bool 5MB False False False ... False False False\n",
       "    maskS    (k, tile, j_g, i) bool 5MB False False False ... False False False\n",
       "    SSH      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "    SST      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "    SSS      (time, tile, j, i) float32 5MB nan nan nan nan ... nan nan nan nan\n",
       "Attributes: (12/58)\n",
       "    acknowledgement:                 This research was carried out by the Jet...\n",
       "    author:                          Ian Fenty and Ou Wang\n",
       "    cdm_data_type:                   Grid\n",
       "    comment:                         Fields provided on the curvilinear lat-l...\n",
       "    Conventions:                     CF-1.8, ACDD-1.3\n",
       "    coordinates_comment:             Note: the global 'coordinates' attribute...\n",
       "    ...                              ...\n",
       "    references:                      ECCO Consortium, Fukumori, I., Wang, O.,...\n",
       "    source:                          The ECCO V4r4 state estimate was produce...\n",
       "    standard_name_vocabulary:        NetCDF Climate and Forecast (CF) Metadat...\n",
       "    summary:                         This dataset provides geometric paramete...\n",
       "    title:                           ECCO Geometry Parameters for the Lat-Lon...\n",
       "    uuid:                            87ff7d24-86e5-11eb-9c5f-f8f21e2ee3e0"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ecco_ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plotting a single tile with ``imshow``\n",
    "\n",
    "First we'll plot the average SSH for the first month (Jan 2000) on tiles 3, 7, and 8 using the basic `imshow` routine from *pyplot*.  We are plotting these three different tiles to show that these lat-lon-cap tiles all have a different orientation in $x$ and $y$.\n",
    "\n",
    "> **Note:** *The **origin='lower'** argument to `imshow` is required to make the $y$ origin at the bottom of the plot.*\n",
    "\n",
    "#### Tile 2 (Northeast Atlantic)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'y -->')"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 540x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,5), dpi= 90)\n",
    "\n",
    "# Step 1, select the tile to plot using the **.isel( )** syntax.  \n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=2, time=0)\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=2,k=0) !=0, np.nan)\n",
    "\n",
    "# Step 2, use plt.imshow() \n",
    "plt.imshow(tile_to_plot, origin='lower');\n",
    "\n",
    "# Step 3, add colorbar, title, and x and y axis labels\n",
    "plt.colorbar()\n",
    "plt.title('SSH (m) ' + str(ecco_ds.time[0].values)[0:7] + '\\n tile 2')\n",
    "plt.xlabel('x -->')\n",
    "plt.ylabel('y -->')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Tiles 0-5 are by default in a quasi-lat-lon orientation.  +$x$ is to the east and +$y$ is to the north.\n",
    "\n",
    "#### Tile 6 (the Arctic cap)\n",
    "\n",
    "This time we'll plot the Arctic cap tile 6.  Notice the layout of the Arctic cap tile in $x$ and $y$.  We'll follow the same procedure for plotting except we'll use LaTeX to add arrows in the $x$ and $y$ axis labels (for fun)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 540x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,5), dpi= 90)\n",
    "\n",
    "# Step 1, select the tile to plot using the **.isel( )** syntax.  \n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=6, time=0)\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=6,k=0) !=0, np.nan)\n",
    "\n",
    "# Step 2, use plt.imshow() \n",
    "plt.imshow(tile_to_plot, origin='lower');\n",
    "\n",
    "# Step 3, add colorbar, title, and x and y axis labels\n",
    "plt.colorbar()\n",
    "plt.title('SSH (m) ' + str(ecco_ds.time[0].values)[0:7] + '\\n tile 6')\n",
    "plt.xlabel('x -->');\n",
    "plt.ylabel('y -->');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Because tile 6 is the Arctic cap, $x$ and $y$ do not map to east and west throughout the domain.\n",
    "\n",
    "#### Tile 7 (N. Pacific / Bering Sea / Chukchi Sea)\n",
    "\n",
    "For tiles 7-12 , positive $x$ is southwards and positive $y$ is eastwards."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 540x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,5), dpi= 90)\n",
    "\n",
    "# pull out lats and lons\n",
    "tile_num=7\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=1)\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, np.nan)\n",
    "\n",
    "plt.imshow(tile_to_plot)\n",
    "plt.colorbar()\n",
    "plt.title('SSH (m) ' + str(ecco_ds.time[1].values)[0:7] + '\\n tile ' + str(tile_num))\n",
    "plt.xlabel('longitude');\n",
    "plt.ylabel('latitude');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Tiles 7-12 are are also in a quasi-lat-lon orientation except that +$x$ is roughly south and +$y$ is roughly east.\n",
    "\n",
    "### Plotting a single tile with ``pcolor`` and ``contourf``\n",
    "\n",
    "The `pcolor` and `contourf` routines allows us to add latitude and longitude to the figure.  Because SSH is a 'c' point variable, its lat/lon coordinates are *YC* and *XC*\n",
    "\n",
    "We can't plot the Arctic cap tile with pcolor and contourf using latitude and longitude for the plot x and y axes because of the singularity at the pole and the 360 wrapping in longitude.  \n",
    "\n",
    "Instead, we will demonstrate ``pcolor`` and ``contourf`` for tile 2.\n",
    "\n",
    "#### Tile 2 (Northeast N. Atlantic)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(10, 10))\n",
    "\n",
    "tile_num=2\n",
    "time_ind=1\n",
    "\n",
    "# pull out lats and lons\n",
    "lons = ecco_ds.XC.sel(tile=tile_num)\n",
    "lats = ecco_ds.YC.sel(tile=tile_num)\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=time_ind)\n",
    "\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, np.nan)\n",
    "\n",
    "# create subplot for pcolor\n",
    "fig = plt.subplot(221)\n",
    "\n",
    "# use pcolor with 'lons' and 'lats' for the plot x and y axes \n",
    "plt.pcolor(lons, lats, tile_to_plot, vmin=-1, vmax=1, cmap='RdBu_r')\n",
    "plt.colorbar()\n",
    "plt.title('PCOLOR SSH (m) \\n' + str(ecco_ds.time[time_ind].values)[0:7] + '\\n tile ' + str(tile_num))\n",
    "plt.xlabel('longitude')\n",
    "plt.ylabel('latitude')\n",
    "\n",
    "# create subplot for contourf\n",
    "fig=plt.subplot(222)\n",
    "\n",
    "# use contourf with 'lons' and 'lats' for the plot x and y axes \n",
    "plt.contourf(lons, lats, tile_to_plot, np.linspace(-1,1, 20,endpoint=True), cmap='RdBu_r', vmin=-1, vmax=1)\n",
    "plt.title('CONTOURF SSH (m) \\n' + str(ecco_ds.time[time_ind].values)[0:7] + '\\n tile ' + str(tile_num))\n",
    "plt.xlabel('longitude')\n",
    "plt.ylabel('latitude')\n",
    "plt.colorbar()\n",
    "\n",
    "# plot every 3rd model grid line to show how tile 3 is 'warped' above around 60N\n",
    "plt.plot(ecco_ds.XG.isel(tile=tile_num)[::3,::3], ecco_ds.YG.isel(tile=tile_num)[::3,::3],'k-')\n",
    "plt.plot(ecco_ds.XG.isel(tile=tile_num)[::3,::3].T, ecco_ds.YG.isel(tile=tile_num)[::3,::3].T,'k-')\n",
    "\n",
    "# push the subplots away from each other a bit\n",
    "plt.subplots_adjust(bottom=0, right=1.2, top=.9)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Tile 7 (N. Pacific / Bering Sea / Chukchi Sea)\n",
    "\n",
    "If longitude and latitude are passed as the 'x' and 'y' arguments to `pcolor` and `contourf` then the fields will be oriented geographically."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(10, 10))\n",
    "\n",
    "tile_num=7\n",
    "time_ind=1\n",
    "\n",
    "# pull out lats and lons\n",
    "lons = np.copy(ecco_ds.XC.sel(tile=tile_num))\n",
    "\n",
    "# we must convert the longitude coordinates from \n",
    "# [-180 to 180] to [0 to 360] \n",
    "# because of the crossing of the international date line.\n",
    "lons[lons < 0] = lons[lons < 0]+360\n",
    "\n",
    "lats = ecco_ds.YC.sel(tile=tile_num)\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=time_ind)\n",
    "\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, np.nan)\n",
    "\n",
    "# create subplot for pcolor\n",
    "fig = plt.subplot(221)\n",
    "\n",
    "# use pcolor with 'lons' and 'lats' for the plot x and y axes \n",
    "plt.pcolor(lons, lats, tile_to_plot, vmin=-1, vmax=1.1, cmap='RdBu_r')\n",
    "plt.colorbar()\n",
    "plt.title('PCOLOR SSH (m) \\n' + str(ecco_ds.time[time_ind].values)[0:7] + '\\n tile ' + str(tile_num))\n",
    "plt.xlabel('longitude')\n",
    "plt.ylabel('latitude')\n",
    "\n",
    "# create subplot for contourf\n",
    "fig=plt.subplot(222)\n",
    "\n",
    "# use contourf with 'lons' and 'lats' for the plot x and y axes \n",
    "plt.contourf(lons, lats, tile_to_plot, np.linspace(-1,1.1,22,endpoint=True), cmap='RdBu_r', vmin=-1, vmax=1.1)\n",
    "plt.title('CONTOURF SSH (m) \\n' + str(ecco_ds.time[time_ind].values)[0:7] + '\\n tile ' + str(tile_num))\n",
    "plt.xlabel('longitude')\n",
    "plt.ylabel('latitude')\n",
    "\n",
    "plt.colorbar()\n",
    "\n",
    "# push the subplots away from each other a bit\n",
    "plt.subplots_adjust(bottom=0, right=1.2, top=.9)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    }
   },
   "source": [
    "## Plotting fields from one tile using ``Cartopy``\n",
    "\n",
    "The ``Cartopy`` package provides routines to make plots using different geographic projections.  We'll demonstrate plotting these three tiles again using *Cartopy*.\n",
    "\n",
    "To see a list of ``Cartopy`` projections, see http://pelson.github.io/cartopy/crs/projections.html\n",
    "\n",
    "### Geographic Projections (AKA: plate carrée)\n",
    "\n",
    "``Cartopy`` works by transforming geographic coordintes (lat/lon) to new x,y coordinates associated with different projections.  The most familiar projection is the so-called geographic projection (aka plate carree).  When we plotted tiles using ``pcolor`` and ``contourf`` we were de-factor using the plate carree projection longitude and latitude were the 'x' and the 'y' of the plot.  \n",
    "\n",
    "With ``Cartopy`` we can make similar plots in the plate carree projection system and also apply some cool extra details, like land masks. \n",
    "\n",
    "We'll demonstrate on tiles 2 and 7 (again skipping tile 6 (Arctic cap) because we cannot use geographic coordinates as x and y when there is a polar singularity and 360 degrees of longitude.\n",
    "\n",
    "#### Tile 2 with plate carree"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7ff4ac32b6d0>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tile_num=2\n",
    "time_ind=1\n",
    "\n",
    "lons = ecco_ds.XC.isel(tile=tile_num)\n",
    "lats = ecco_ds.YC.isel(tile=tile_num)\n",
    "\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=time_ind)\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, np.nan)\n",
    "\n",
    "fig = plt.figure(figsize=(10,5), dpi= 90)\n",
    "\n",
    "# here is where you specify what projection you want to use\n",
    "ax = plt.axes(projection=ccrs.PlateCarree())\n",
    "\n",
    "# here is here you tell Cartopy that the projection \n",
    "# of your 'x' and 'y' are geographic (lons and lats)\n",
    "# and that you want to transform those lats and lons \n",
    "# into 'x' and 'y' in the projection\n",
    "cf = plt.contourf(lons, lats, tile_to_plot, 60,\n",
    "                  transform=ccrs.PlateCarree());\n",
    "\n",
    "gl = ax.gridlines(crs=ccrs.PlateCarree(), draw_labels=True,\n",
    "                  linewidth=2, color='gray', alpha=0.5, linestyle='--');\n",
    "ax.coastlines()\n",
    "ax.add_feature(cfeature.LAND)\n",
    "\n",
    "# add separate axes for colorbar (to ensure it doesn't overlap main plot)\n",
    "cbar_ax = fig.add_axes([0.88,0.1,0.02,0.8])\n",
    "plt.colorbar(cf,ax=ax,cax=cbar_ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Other features we could have added include:\n",
    "\n",
    "\n",
    "~~~\n",
    "cartopy.feature.BORDERS\n",
    "\tCountry boundaries.\n",
    "\n",
    "cartopy.feature.COASTLINE\n",
    "\tCoastline, including major islands.\n",
    "\n",
    "cartopy.feature.LAKES\n",
    "\tNatural and artificial lakes.\n",
    "\n",
    "cartopy.feature.LAND\n",
    "\tLand polygons, including major islands.\n",
    "\n",
    "cartopy.feature.OCEAN\n",
    "\tOcean polygons.\n",
    "\n",
    "cartopy.feature.RIVERS\n",
    "\tSingle-line drainages, including lake centerlines.\n",
    "~~~\n",
    "\n",
    "\n",
    "\n",
    "Let's add geographic borders just to demonstrate how extra features can be added to a ``Cartopy`` map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7ff4ac321e50>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10,5), dpi= 90)\n",
    "\n",
    "# here is where you specify what projection you want to use\n",
    "ax = plt.axes(projection=ccrs.PlateCarree())\n",
    "\n",
    "# here is here you tell Cartopy that the projection \n",
    "# of your 'x' and 'y' are geographic (lons and lats)\n",
    "# and that you want to transform those lats and lons \n",
    "# into 'x' and 'y' in the projection\n",
    "cf = plt.contourf(lons, lats, tile_to_plot, 60,\n",
    "                  transform=ccrs.PlateCarree());\n",
    "\n",
    "gl = ax.gridlines(crs=ccrs.PlateCarree(), \\\n",
    "                  draw_labels=True,\n",
    "                  linewidth=2, color='gray', \\\n",
    "                  alpha=0.5, linestyle='--');\n",
    "ax.coastlines()\n",
    "ax.add_feature(cfeature.LAND)\n",
    "ax.add_feature(cfeature.BORDERS)\n",
    "\n",
    "# add separate axes for colorbar (to ensure it doesn't overlap main plot)\n",
    "cbar_ax = fig.add_axes([0.88,0.1,0.02,0.8])\n",
    "plt.colorbar(cf,ax=ax,cax=cbar_ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Tile 7 with plate carree\n",
    "\n",
    "To use the plate carree projection across the international date line specify the *central_longitude=-180* argument when defining the projection and for creating the gridlines. (see https://stackoverflow.com/questions/13856123/setting-up-a-map-which-crosses-the-dateline-in-cartopy)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7ff4ac0c9990>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tile_num=7\n",
    "time_ind=1\n",
    "\n",
    "# pull out lats and lons\n",
    "lons = np.copy(ecco_ds.XC.sel(tile=tile_num))\n",
    "\n",
    "# we must convert the longitude coordinates from \n",
    "# [-180 to 180] to [0 to 360] \n",
    "# because of the crossing of the international date line.\n",
    "lons[lons < 0] = lons[lons < 0]+360\n",
    "lats = ecco_ds.YC.isel(tile=tile_num)\n",
    "\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=time_ind)\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tile_to_plot= tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, np.nan)\n",
    "\n",
    "fig = plt.figure(figsize=(10,5), dpi= 90)\n",
    "\n",
    "# here is where you specify what projection you want to use\n",
    "ax = plt.axes(projection=ccrs.PlateCarree(central_longitude=-180))\n",
    "\n",
    "# here is here you tell Cartopy that the projection of your 'x' and 'y' are geographic (lons and lats)\n",
    "# and that you want to transform those lats and lons into 'x' and 'y' in the projection\n",
    "cf = plt.contourf(lons, lats, tile_to_plot, 60,\n",
    "                  transform=ccrs.PlateCarree())\n",
    "\n",
    "gl = ax.gridlines(crs=ccrs.PlateCarree(central_longitude=-180), draw_labels=True,\n",
    "                  linewidth=2, color='gray', alpha=0.5, linestyle='--');\n",
    "ax.coastlines()\n",
    "ax.add_feature(cfeature.LAND)\n",
    "\n",
    "# add separate axes for colorbar (to ensure it doesn't overlap main plot)\n",
    "cbar_ax = fig.add_axes([0.88,0.1,0.02,0.8])\n",
    "plt.colorbar(cf,ax=ax,cax=cbar_ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Polar Stereographic Projection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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35MgRhg8fTkLCRayt754+29TI5QoiIxOxsDClVSs3BAKBXuogFKToNljZxiOpRddBqJdAkEqlnDp1CldXV0JCQlr0hbulk52dzTfffKNZifv5eRMbG09hYSFWVlb06tWLnJwMzpz5tVbj2dm1om/fnuzbt7VB8youlpCRkU9qag7p6RmcO3eetLQUNm9eUeNN69KlSP788zgffrgKgPPnz9O5c+cGzaE50dgCYcOGDSxatIj8/Pw7FslpCNev38TIyKhKrMm9KC+Xk5tbTG5uEXl5xZiaGhMZGcF7733MpEmT+PDDD7Gzs9PpPB9Evv32W44e/Yvw8HBWrFjJ0KFDa9xOIpHg6enBkiULmDp1fBPP8t7I5QoiIhKwsjIjMNAVe/ugJhcIeSmeOh3TziO5RQuEOrsYysvLOX36NC4uLgZx0AxwdHQkLCyMN954A6FQiK2tDUOHDtUU2GndujWpqbWP9Le2tmLGjEn1motUKiMzs4CMjALkcgXOzjZ06hTA1q1n+fprdWzE+vWhzJ37XJX9SkpKuXz5CvPmPU9MTBw//ri3zgV1HlSKiop4+eWX2LJFLegiI//B07N6nYqGEhJSdxeiiYkRrq62uLrasmnTdn7++Qh9+vRl8+bNuLq6UlpairW1dbMwdbdkZsyYwYwZM+65nVgspnv3HkRHxzbBrOpORQpkREQCsbHp+p6OAeooEMrLyzl16hROTk60bn33iHgDTcPFixc1eeKdO3fg3LlLbN2qvlkkJSWxd+8eXn31ubsNUYWEhIv33kgLhUJJdnYhGRn5FBWV4ehoTUCAK7a2lSV+n39+On//fZojR47SrVtlYaKDB39nw4at5OXlExV1nWHDBiAWmzJ48GDat29fp3k8iJSUlDBs2FBu3LiBSCTixx+/bhRx0FB+/HEfr7/+HqtXr+aZZ57ByMiItLQ0EhISuHz5Mu7u7nh6euLgULsSvAbqj7oke6G+p3FHKkTC5cvxejm+wpDmWIVaCwSZTMbp06dxcHAgNDTU8ENuJsTFxWn+PnfuEqCujQDwzTff4OzsyLPPTtXpMVUqFfn5JWRk5JOTU4S1tTmurna0aeONSFQ9zkEgEHDt2k0AOnZspxnjxRcXVblYhYZWBtMdOnSIESNGGL5n/+Hq1askJCTwwQfvc+rUaXx8vDh58gCOjvbNot9JhTn12LGTHD/+L2fPXuLUqbOsXLmSl19+WbOdt7c33t7elJWVkZycTEREBHK5HC8vLzw9Pe9ZYromlEolhw4dYuDAgZibm997hweQ69ev0adPV31P465UiAR9YKiDUJVaX1FOnz6NnZ0dbdu2NVy0mxEPP/wwS5YsISsriy+++AJAUwr50qVLdO0ahpGREdnZOeTnFxIQ4Fvvz6+kREp6eh6ZmQWYmBjh4mKLv78rJiZ3/xpJpVISE5MBMDMTA+oiO5aWFhqBYGdni1wuo6ioBIBRo0YB8NtvvzFkyJB6zfd+Ij4+niVLlrB161aEQiEjRw7mww8XM3z4QFxdnfU9PbZv38XGjd9z7Vo0Li5OpKdn0rNnD7p378Wnn66gV6/q5X8BzMzMaNWqFYGBgRQWFpKUlMTJkycxMzPTiIXa1lLYuXMnkyZNwsjIiNDQ1rz66jxMTEwYN25cvUtI30+oq2VeYu3a9/U9lXtibKx/sWugDgLBxsaGdu3aGcRBM8PU1JSlS5cCYG1tjbu7O7a2toDakrBkyRL+9789yGTqVMVNm1YzduyoWo+vUqnIzS0mJSWH4mIprq62tG/vg4WFuNZjZGRkY2JiwhtvVFZxNDIy4uTJA4SFDUSlUhET8y9CoZAjR44yceKzmu0mTJjAtm3bNILhQaOgoICPP/6YZcuW4e7uyurVH/Dkk2ObXYzGnj2HiIi4wk8//URqaiqPPPIIfn61D2gUCATY2NhgY2NDaGgoWVlZJCUlcf36dTw8PPD397+nVeH3338nNDSYl1+eyRtvfMDzzz+PUqnk/PnzmoZiycnJFBUV0bq1boM4WwIVVUeVSkOu/50wpDlWpdZZDEql0iAOWiDXr18nPj4eR0dH5s17FT8/d9as+fCe+ykUSjIy8klOzkEkEuLh4YCzs3WTdOaUy+UsXvwR/v7e/O9/e4iIuMp3333HtGnTGv3YjUVFFsOePXswMTFh5MiRd/09RUdHs2HDBr777jtUKiXvvDOfadMmNLvfoFQq5d13l/P119+zZMkS3nrrrbtuHxERwdGjR1EqlZSUlNxze4lEQlxcHAkJCdjY2BAQEICTk1ON78Px48fp378/K1e+R48enfHy8mD79t0sW/Y5Dz/8MEeP/kVKSipyuZytW7fy5JNP1rpd9/2Cq6sLS5cuYOLEqmmlKpWKc+fCOXz4TwYO7E2fPj30NMNK9JHmmJKs2xgeD880nZ7DyZMnmT17Njdv3iQoKIgvv/xSU+Dsvxw8eJBPP/2UyMhIjI2N6du3L6tXr8bTs/aZGvWug2Cg5REcHEz37h1Yu/ajO24jkchITc0lLS0PGxtzPD0dsLEx19tFdMeO3bz4orpTX2ZmJk5O1dtUtwT27dvHqFGjsLGxobS0lO7du/HGG4t55JFHqoguhULBW2+9xSeffEL79m2YNu0JJk0aq3HNNDfeeutjfvzxFzZs2MCYMWPu+D1RKBRs376dF198EWtrS1JT1VHqtb2uKBQKkpOTuXXrFiqVCn9/f7y8vKplQCxfvlzTaGznzm/o2bMLS5Ys4/jxM3TtGsbIkYOJiLjKF198h4mJCaamJowZM5YlS5bg7Kx/V01j07t3L27dimXGjCeZPftpzM3NKCgoYuTISVy9ekOzXUzMvzg42N9lpMbHIBCqkpubS0BAAMuWLeOpp55i69atLFq0iNjYWI3VWJsdO3ZgY2NDv379EAgEvPzyy1y/fp1Tp07V+pgGgfCAkJiYiI+PD3//vbfGgkeFhaUkJ+eQl1eCi4sNHh4OmJnVzvfbmGRkZBES8hCg7hBY0w+hJbBv3z5+/nk3+/fvZ/PmNezZc4j//W8Pfn6+jBgxEktLS06cOEFaWiqpqal88cWnjBo1pNmvbqdOnc2lS1dJSkqqca4qlYr9+/fz5puLiY2NZd685+nUqT1PPDGLDRs2MGNGzd1F74RKpSI7O5tbt26Rm5uLj48Pfn5+VZp2vfLKK6xbt47ff/+JLl3Cqo2RlpbBE088g7+/DwMG9Gbjxm3k5hYQHx+PWNw8hZiuyMjI4JtvvmH9+nX06dOd5cuXMmTI+GqpjzNmPMnzz0+jVSt/Pc1UPwIhMdlVp2N6e6br7Bw2bdrEqlWriIqK0jzXpk0bFixYwNNPP33P/SMiIujYsSNSqbTWAc2GSJD7hNzcXN577z2sra158cUXcXGpLHOrUqlYsULdh0E7WEupVJGdXUhycg4ymRwPDweCgtwxMmo+eekxMery0Q4ODi0+X/7777fzxx+76NixHf36PcTChS+zffsuTp06z9GjJwBwc3Ph1KlDzTJd8b/k5uaRlpZJaGgoSqWSzZs307NnT9q0UQvQY8eOsXjxG5w7d56nnnqCn37aiKurM6NHT0OhUPDMM8+gUql45plnan1MgUCAk5MTTk5OFBcXc+vWLY4ePYqLiws+Pj4sX76cL774go0bV9QoDgAOHfqDqKjrREVdJy0tkwkTHmPp0s+QSCT3vUBwcXHhzTffZNCgQfTs2ZPTp89TUFAEgL29PfPmzUMgEHDo0EH69n2M5cuXMHny43qedctGWwAvWbJEEzNWVyIiIggLC6vyXFhYGBEREbXa/++//6Z169Z1ynYyCIT7gBs3bjBz5kxiY2+Snp6JpaWlps0zwMqVK1m7di0Afn7eKJUqMjLySEjIRiw2xtvbEQcHq2a5Wq0QNBs2bKhX6ltzQqVSYWlZ2d3Szc2FBQteRKVSYW+vbsG8cOHLLUIcACxd+hkFBcX88MMunn56Otu2fY+ZmRm7d+9m9erV/P7774wf/yhffHEEX19vzX5ffrlMk9Ja0Tq8PlhaWtK+fXtat25NdHQ0v/12BBsba5Yvf5/HH3/kjvs99thwdu8+yL//XsDFxYM1a77BwcGB/fv3s2/fPtauXYu7u34bGTU2PXr0oGvXLpw7d57Lly9r6o78888/nDlzhlatgjh58hQvvfQG7u6uNfbzuB9RNILBojYWBJlMhkKhuOPrpqamFBcXV7Og2traUlRUdM/xL126xNtvv81PP/10z221MQiEFs6FCxc0dQ82bVrNSy8t0rTqreDgwYMAfPHFp+TllRIfn4lYbEJoqCfW1s07X7xLlzD8/HxIT2/5ldU6duzIvHlL2L9/W5XnBQIBJ08eJDExmaFD++tncnWkpKSUn37az7Zt2wgMDCQxMRFQt+weOXIkvXt35/jx/bRpE1xtX1NTE+zsbFmyZGmVTp/1oaioiN27d7N48RsYGYnYtOlzFApjIiMT8fNzxsqqehVRR0cHPvtsCb17P8zGjRtxc3NDqVRqLFRz5sy57wUCwMGDh7h06VKVomQbNmxgx44d9O3bk9mznyY3Nx9/f/3UJNAH+srvGDNmjOY6XRNxcXFYWlqSm5tb5fmCgoJ7xmVFRkYyfPhw1q9fX+eU8cYPSTfQqFy7dg2Av/76mU8+WYu1tToIruKLJJfLuXDhAg899BC+vqGkpuYRHOxBhw6+zV4cACQmJhMXl3DHPPqWhK2tDeXl0hpfCw0NYvjwgU2SJaIL9u07fLsew0hUKhU2Njb07NmF2NizXLz4B/v2ba1RHKSlZTBy5JN4eXkxaVL9SnonJibyzjvv0LFjGLa2tsye/QJPPTWeM2cO07VrG7p1C8TR0YqoqESiohIpLpZUGyMoyB+xWMzevXtJSkoiOzubkpISMjMz6dOnT73m1dJwcnKq0rehtLRUY9FxdXVmw4athIQENrvGTvcjBw4cQKVS3fHh6+tL+/btCQ8Pr7JfeHg47dq1u+O4UVFRDB48mE8++YQpU6bUeV6GIMUWzrRp07h6NYJNm1bToUN/QF1zfcCAARw8eJCoqCj+/PNPAgJ8adPGFzs7i2bpSrgTa9d+zbff/kBcXHyLmvd/2bdvH4cOHeJ//9vBV18tZ+TIQfqeUq3Jysrh7bc/ISQkkBdfnEFxcQm9ej3MzJmzeP/99zlx4gT9+vXj6NGf79rxUyaTMXToBMRicw4f/rVeAafff/89s2bNwtfXizFjRtCrVzfCwtphYVFd7CoUStLScklMzMHW1hxfX2fMzStjcL766jsWL/5Ic20LDw+nQ4cOdZ7T/UJoaKhmwQHQoUMHLl++zLBhA/nhhw1NPh99BClGJ+nWvRfkpfsshuXLlzN16lS2bdvG66+/TkxMTI1Nz65cucLAgQN5//33efbZZ2sY8d60jOWKgRq5cuUKW7duJTs7F4lEvUoaP/5Rvv12NVlZWfzzzz9kZWVx5MgRHn10DP37P0xSUqqeZ107JBIps2e/zqpVG5gyZWq9xMF7773HU0/ptsx0Q/jiiy946qlpTJ78PF9//b2+p1NrfvnlV378cS/vvruczp2H0LnzEOzs7Fm0aBEKhYLVq1fRo0eXe7YD/+ab74mMvMpzzz3Pli1byMzMrPUckpOTefnll5k2bRpvvz2PkycP8PrrL9OrV/caxQGASCTE09OR7t0DsbQUEx4ex/XrKZSVlQPqHiH7929j+vSJAHz00Z3Tf+9HlEolOTk5ZGdnA7B48WLNa/7+fixcuBCAbt066mV+Bqpib2/P/v37WbNmDTY2Nqxdu5b9+/drxEFiYiKWlpYad9/y5cvJyspi3rx5WFpaah4Vr9cGgwWhBTN06FDi4mI4cuRHrKwsef/9lUyfPpm0tALi45MZPHgwQUFBjB//OLt3/0xYWFt++ukbHB0d9D31e5Kamk6bNmpTb3Z2Ng4OdZtzeXk5ZmZmKJVKnn/+eSZNmkTfvn0BtdslOjqaoKCgJutfUFEoqSLdFCA+/gI2NtZNcvyGIJfL2bv3MM89twClUsnnn3/O008/jZmZGd988w3PP/88v/22k06d7t5ga8aMOezZcwgTExPKy8v56KOPeOONN+66T2JiIhMnTuD06TO0bh3EO+/MZ/jwgfU8DwXJyTmkpOTi5GSNj48TpqbqipTPP/8ap06d5/z5C5p6COXl5cybN4/CwgLeeWcJgYGB9TpucyMlJYWff/6Zr7/eSGSkOmVuz549jB49mpKSEuLj49myZQsrVqzgzTdfZe7cZ/Xi+tKHBeF6om4tCCHeui2U1NQYLAgtlLS0NH7//Xe6dAnD3t4OmUzJ+PETycoqRSotZv78+QQGBvLuu+/yyy/7+eyzpRw9uqdFiAOAqKjrgDpSvS7iQC6XM2zYMOzs7LCysmTp0tc4deo4w4cP55tvviEmJoZhw4bSpk0bevfuRXl5eWOdQo14e1dG8x8+/GeTHru+GBkZ8fjjj3Dw4A4EAgG7d+9i1KiRdO3alXnz5vHII0PvKQ4AVq36gCNHdhIff4Hp0yfy9ddfM2nSRKZMmcI333zDDz/8UKUMcE5ODs899yxlZcUcObKTEyf211scqM9DhK+vM926BWJkJOL8+Vhu3cpAoVCwatX72NnZ8OSTT6JQKPj6668xNTXl888/Z9u27+nfv1+9j9vcOHjwIK+88gq2tpZ89506u8nR0RFQWxWWLHmHtWvX8t13a5k37/kWExejCxQIdPpo6RgsCC2UDh06EBERweTJ45k/fw6pqXl4ezvi4WHP33+f4oknZpGdnY2trS1ubm4MHdqX1as/0Pe0a436or2BZcvWI5VKa+1iSEhI0GRxmJqa0qlTO5544jGuXLnB7t37ycsrANQZHzNnzuXkyZM89NBDjXUaGiosCABjx46hoCCbXbu+bXFxFX/9dZxjx04hFptiYWGOtbUVY8eOqrMl5NatBN5/fwUWFuaUlJRy9OhJysok9OnThx49ehAfH89PP/2EhYU5e/Z8R4cOd3df1AepVMatWxkUFJQSEOBCUVEeAweOw93dnRs3ojViZcqUx/n++13s3bsXCwsLgoKCqgi9loZCocDR0ZG3334ViUTKm2+qXSsSiYSnnprKb7/9xt69WxrlPa8L+rAgXEnUbfZKG+/UFn3vNKQ5tlB8fHwwNzdn/PhJSCQyunQJ0JhLu3btiEgk4ujRozz55JNERUXi5eWh5xnXjeLiEiIirmBiYoJKpar1jdTLy4svvviC0tJSxGIxv/76K+++u4LOndvx449fM3ToEwDMnDkX4K65x42Fi4sr586dRSKRNtsSyndi4MA+DBzY8Ch/f38fNm9eW+W5GzdieP/9lezdu5uQkEC++uozHn54SKM1pjI1NaZ1a0/y80uIiUnD2NiIP/7Yw969BzA2foShQwcgFpvg6am+aTz++OMoFApMTEw4c+ZMtaI1LQWRSMRzzz3H/PlLAHVQc8+ePVEoFJibqzus5ubm6XmW+uF+WPXrEoMFoYVx9uxZdu3ahbm5OQ4ODowc2QsHh+qrt5deeoNz5y6zZs1aRowYwV9//UzHjndOh2kOnD17ibVrvyYzM5vly5fQr99ohg0bxq+//tqgcSMiIhg4cCA5OTmMGjWK5cuX89tvv/HPP3+zdes2zM0bP91T24Jw+vRpHnroIX74YSPDhg1o9GMbuDdKpYrU1FwSErJwc7PFx8epWuXO/PwCTE1NmT37dW7ciOPvv/9psb1BcnJy2Lx5M4WFhbz/vrr988SJE9i+fQevv/4669at4+OP3+TppyfpzcqlDwtCeELtGxnVhjCf5BZ973xwnEstlIKCAr7++msUCgV79uxh3bp1dOzYkdzcbM6dO46dnWWN+y1duoDo6Jvs27cPqFpiuTmyffsuhg17goMHf+fcuUssX/4FADNmzGjw2O3btycxMZHo6Gj2799PSEgIr7zyCrt27W4ScfBfevbsib29Pa+++jZz576lKXVrQH8IhQI8PR3o0iUAqVTOuXMxZGYWVLm429raYGYmZuXK9zAyEtKvX1927txJ165deOqpqUilNde4aI44ODiwYMECFixYwPTp03F3d8fHxxehUMhnn33GypUrWbz4I1av3qjvqRrQIwYLQjNn5syZfPvtt2zevBmAGzeuM3fuNI074U6sXPkVX365he+//57hw4dz5sxhgoObZxS2RCKlZ88RTJkyjYULF7JhwwbCw8MZN24co0ePbtK5pKSk4OrqqvO+D9oWBICpU6fy/ffq0sRt2gRz6NCORjOlG6g72m6HwEA3LCyqCuysrByCg3uiUqmYPHkc27fv5vTp0/Toof82ybpi5cqVrFjxGZcvH22ybB9t9GFBuJDQsMqe/6WzT1KLvnfWSyAkJyfz2GOPMXToUMrKykhPT6Nbt+6oVCqKioqwtLREoVDQvXt3+vbtS3FxMdbWzT+dqznSoUMHxo4di7u7O2vWrCEvL4crV47fdR+pVEpY2EDmzHmVDRu+IiwstJq/tzmxefP/+OijNVy9ek1vJluVSsW7777Lu+++C8CoUaNYvHixzgIY/ysQcnNzOXToEAMHDiQ0NJSPP17MpEljdXIsA7pBpVKRkpJLYmIWLi5qt4N2I7OKDogqlYoePUYQFRWlaVR1P5CdnY2npyfr1398194WjYVBIOifeslCc3NzLl68yMWLFzXP/fjjTgD8/X3JysqmqKi4yj5du3albdu2fP7554jF4hYXvd3UKJVKYmJiWLBgAT/99BNr166lpKQEqVTKP/+cZteu/Xz88VtVisQUF5ewbNl6Lly4jERSTmhoKPHxCRw79rMez+TOKJVKzp0LZ+/ewzz88CN6EwcRERF069atiok4IyOZAQMG8Ndff+m0zHNaWhozZszg1KlTzJ8/n4CAANzcXElMTGHhwvewtbVhw4atHDy4o8ZSxQaaDoFA7XZwdrbm1q0Mzp+PJTjYXePWCwoKANSBrj16dGbIkMGsWLGSiRMn6v36JpPJOHbsGKdPn+bMmTPk5uYilUooKyvD0tISkcgId3c3OnbshImJCadOnUIikeDu7k6bNm0YNGgQRUVF2NjYcOtWvF7PpSlRGLzuVai3iyEvL48LFy6wdOlSTp48yZAhQ/j999+rbOPp6U5yctXKfUZGRoSEBPPkk5OZPHlyi04XaiyKi4u5ePEiIpGI0aNHayqd/Zfo6DM4Otpz5swFvv76e/bsUTf7GDCgP5MnT2Hfvr3k5mZx4EDzq9r3yy+/smTJZ8THq6t6ff3113Vq+6tLoqOjCQ6uvBl36dKB3377ifnzl/DTT/t5++23mTVrFqWlpbi5udUrL3zfvn2cOXOGTZu+wcvLnQEDenHo0J9cuxZd4/a//baTX345wo0bMfz++9+IxaZER5/ByqrmmBMDjU9ubjE3bqTg5GSNn58LIlHl96C0tIyVK79k3bpN9Or1EOvXf05oaGiTzKu8vBxjY2MkEgnnz5/n9OnTbNnyHTdvxtC+fSidOrXHwsIcGxsrLCwsKCsrQyaTk5qaTkTEVWQyOR07tsXa2oqMjCxOnz5PYmIyAL16dWf79i/0UtBLHxaEM/G+Oh2zh298i7Yg6CQGoSINbc2aNcTHx98OpGvLggUvMnHis/Ts2QVjY2OMjER4eKgvsKdPnyclJZ0dO3bw6KOP6vSkWioqlYr4+HiuX79OUFAQFhYWuLmpK3utXr2auXPnYmFhQUlJCQDTpk1g4sQxjBgxsdpYDg4O5OTkcOjQ/+jZs0uTnse9uHDhMkOGjOe1115j1qxZ3Lhxg6FDh+rVB3/p0iVGjBiBUinn8uVjmJmJUSqVfP31Nlat2khGhros8Pjxj7N16zbE4rqlJ+7bt4/nnnuWV155hmeemYyJiQkA4eFRDBgw5p77d+vWiV9+2drsg03vd2QyOTEx6RQVlRES4lGt4VlMTBwLF77PyZNn2b9/f5275/2XM2fO8OGHH+Lo6EhwcDB//PE7RUXFJCUlYmVlhb29A+fOndNco5VKJaGhwfTp053581+oV2E0pVJJYWERZmZivX7fDAJB/zRKkOLOnTuZMWMGJSUlWFtb07t3N7ZuXc/27buZM+dN1q79iMmTx/HJJ2tZseJLzp07R6dOnRp0Ii2dsrIywsPDkUqldO7cmQsXLjBgwABGjhyJj48Pa9eu5ezZs4SFhbFx40ZeffVVAOLiznP+/GV8fb0IDPRj/vwlfPvtDp5/fhpPPz1JYwZtTsyb9w6JiZn88ccf+p6Khry8POzt7QH49ts1jBkzUvOaTCbj7NmLFBYWM2/eO3Tu3JUDBw7UatyKksIdO3bEwkJGly5h1bZ5551PWbfum2rPnzv3G97eHhgbG+vdZG2gKpmZBcTEpOHubo+3txNCYeXno1KpWLJkGRs2bOWNN97g8ccfp23btnUav7y8nKVLl/Lpp58yYsQgTEyMuX49hp49u+Di4oizsxPFxSXk5xfQs2dXhEIBIpGIsLC29033RX0IhJPxfjods5dvXIsWCI0SmvrEE08wfPhwbt26hUQiYcSIEcyaNZ9//jkNQGCgH1lZOUgkUpRKJXFxcQ+cQCgoKOCFF17g888/p6SkhMjISPz8/AgKCkKlUjF48GAALl68oOkT/tBDD5GVlaUJpAM4ePB3Jk9+XPP/uLgEAKZOfaJZigOAK1duMGzYqDrvV1xcTEZGBjY2NigUCgQCAU5OTg2+eUqlUgYPHkRgoD+jRg2u1mnR2NiYXr26A1BYWMxrr71b0zA1Mnv2bH75ZR9ff/1NjeIAYMmSBeTl5fP997sA+OGHjQwd2t8gCpoxzs422NiYEx2dyqVLtwgJ8cDCQm1VEggEvPvu6/j7+7Bx4zbee+891q9fr+lfUYFSqeTw4cN8//02IiMjKSwsxNXVDRsbGy5duohAIGDr1vWMGtUwK4QBA/WlSdIcIyIi6NOnD4WFhQD06NGF9PRM4uMT2b17N2PHPnjR26dOnWLYsGH873//w8zMjE6dOmFpaYmRkRF//vknY8aMoaSkhM2bN9OzZ0+CgoKq+coB9u7dQr9+6kj7zMxsgoN7ApCdfV3nqXq64p13PmXv3l+JjIzCxsamVvscO3aMoUOHIpPJqjzfo0d3Dhw4WOdmTtpcuHCBLl26sH37lwwfPvCuMQaXLkUycOBY0tPTcXFxueu4eXl5uLi4sG3bl4jFjvTrd/9EuBtQo1KpSEvLIy4uEx8fRzw8HKoJu02btvPGGx8iEAjo2bMH3t4+FBYWEB4eTmpqGg8/PIRu3TpibW1FamoGhYVFtG7dipEjB7eIZl6NhT4sCP/E6XZR1dcvtkVbEJqsDsK2bdt4+umnNaVtPTw8uHDhwj0vsvcjKpWKN954g1atWuHi4kJRURExMTG88847iMViTevm3r17ceLESQCOHj3KsmXLOHz4MG+9NY8PPljJiBGD2LHjK824RUXFfPHFZp55ZjIODvZ6ObfaUFJSSp8+j/Loo6NZvXp1lde2bt3Kzp0/YmlpxfTp07G1tWXv3r18+umntG/fhk2bViGVlmNkJKKsTMKYMdNZtOgNTWva+iCVSjUxBatWva9p/1sTCoWCsLCBDBgwiA8++ABvb29ycnJYtWoVcXFxFBYW0r9/f+bPn8/HH3/MmjWriYw8zqlT1wwC4T6mrEzK9espCAQCQkI8EItNqrxeXFzC6dPnOXnyLJmZWVhaWuLn58XYsQ/j4tIyqzE2NvoQCMfiWul0zP5+Nw0CoTYoFApatQokLi6eF198kfXr11d5/eOPP2bbtq24u7vTvXsPJk+ejKOjI7/++is9evQgKCioQcdvLigUCjZs2ICxsTHr1q3j6tWrmJgYU1amFgVTp47H2NiYb7/dQZs2IVy5ch07O1vy8vKBSovBBx+sZPLkcfj5+ejxbOrPL7/8yjPPzGPnzp0MGzYMMzMzVCoVzs7O1bI2wsLaMXPmJKZMGV9tnJEjnyQ6+hZHjx6lXbv6l5I2NTWlvLyc9PSoewZmnTz5L7NnLyIxMZmwsA7k5ORgbGzEQw91oaxMwu7dB8jOzmbatGnY2Zmxfv1nHDt22SAQ7nNUKhVJSdkkJ+cQEOCKi4utvqfUojEIBP2jc4GgVCqRyWQYGxtXM9Xu27eP0aNH8/333zN58uQqrw0ePJg//7xz+9va9I5v7pSWlnLw4EHOnTtH164hSKUSbG1t6NWrG++9t4LVqzewbdvnDBnSj8TEFFq18gfgm2+289prS3nsseF89906PZ+FblCpVHz88Ro+++xzQP3eREZG0r17d95881U+/HAVM2Y8yZtvzsXe3u6O4yQmJtOhg7qfwZkzZ+jevXutjq9UKlm0aBFZWVn89defJCYmAbB///f07n3vMVQqFeHhUfz55z/IZHJefvkZLC0tuHLlBr17P8z+/fvJyclhxowZbNq0Bjs7L4NAeEAoLpZw9WoStrYWBAa6PlDtknWJPgTCn3G6XYgO8otu0QKh1t/c9evXIxAI8Pf3Y+zYMSQmJmpee+eddwgJCaZt2zaYmJggFouZN28eSqWSsrIyzXaPPfYY0dHRPPHEE5rnLl26xPjxjxMUFISdXfUbQUUFxujoGxQVVdasr2jFunDhQkJDW/P222+Tnp5eh1NvWjIyMm4HJH2Pv78TQ4b05eGHh9K7d3cEAoHmptSqlT+mpqYacQDqNqzW1pZ8+uk7+pq+ztE+Z0dHRwoLC5k5cwbDhw9iwYLZ5OXdZMWKd+8qDgDi4iq/h7du3SIu7t5Rw1lZWbzwwgt89tlnfPfddzz22DBGjlQHhT7yyBQSEpJqNf+OHduxYMGLvPHGHCwtLQAICQlk+vSJzJgxg7Fjx/LKK6+wfv2me45n4P7B0lJMp07+lJfLCQ+PRyqV3XsnA80ChUqo00dLp9YWhP8yYcIEzp79F1dXNwoK8rl69VqV19u3b4+RkREXL17k33//pVu3bjWOPXfuXNasWYOXlwelpWXk5OQC0LlzGBcuhGNtbU1RUZHmor9lyxZ69epFYGAgo0c/hpubO19++aVmvHnz5mFjY8MjjzyiaXS0ZcsWvdQSB/VK888//yQzM5PPPvuM5557kokTq+e9y+Vyjh49yeDBfR+Y6PUPPljJ8ePn+eqrDfTq1Qt7e1uOH/8FOzvbWo/h59eF/PyCKs/5+HgzYcJE3n77bSwtqxcWWr58Oa+99prm/+o20P25fPkKWVk5DBrUp0GfwU8//cKzz85nz549/P333xw48AvLl680WBAeMCpcDikpubRu7YmtrYW+p9Si0IcF4bdbITodc6j/9RZtQaiXQAgNDebq1Rs1bisUCunevTOnT5/TPPf+++/z1ltv1bh9UlISQ4YMxsTEiE2bVlFYWERgoD/Xr99k377DfPnld7i7u5CamqHZp1+/fvz9998ATJ06BaVSyc6dP1WJcFev8Dpy8eJFevbswYEDBzV57o1NaWkp2dnZ/PPPP6SmpqJSqTh79iSvvz672TZM0gf//HOa0aOnYWRkRFhYG957bxE9enSu0xhlZRJSU9OxsDDHxMSYnJw8tm37iXXrvmHhwoV88skn1fb59ttvmT9/HpGRf/P++yuYNGksYWF1y1O/G0OHPsG5c5c0//f29mDt2s8NAuEBJTe3mOvXU/DycsDTs3qWg4Ga0YdA+PVWa52OOdz/WosWCHW2gXTv3pkTJ/bzxRefVvmi//zzZq5ePcH5879x6NAOhg7tr3mtwnWQlpZGq1atOHLkCKBu+nTq1ClWr16DubkV3boNY/Dgx3nllTcYPnwC+fkFXL58jAsX/mTWrKma8eLj4wkIUKejbNv2PdnZOZr0v48+Wszhwz+gUqk0vSJOnz7DqFGjeOaZZ7h+/ToymUyTTaErJBIJn3zyCWFhHbCwsKBXr14UFhYiFhvTv38HNm1aaRAH/6Fv355s2/Y53bp1Yt26j+ssDgDMzMQEBPji6uqMvb0dvr5eHDyoLsDUqlXVgCOJRMKnn37KkiXvMHz4QCwtLfj003fuKg42bNjCrVsJdZqTtjjo0qUDu3dvqdP+Bu4v7O0t6dTJj8zMAq5dS9b5tceAgcaiXhYEDw83OnRow6FDf2BsbIxMJiM0NJjjx3/RBOQcOXKUiROfxcPDg1atAvH19eXZZ5/joYceolu3rvz771l69OjOv/+eBcDExITy8nIGDBjA0aNHNcfavv0rQkICOX78DHPnvsWrrz7PqlVfERwcTEJCAhKJhEGD+nL69DmCgoK4du06nTq1Z/r0CRQWFnPpUgQ7dqibFXXs2I5LlyI15zRw4AAOHjxUJWpdIpGgVCoxN69aQrUCpVLJrVu3iImJISUlBTc3N/r06UP//v1ITk5m5sxJdOnSleJiJd999x2bNi2rk8ncQP2Jj09k6tQXSUhIIS4urlpthIogWYCTJw/SqpXfXcs7V9Q8ANiyZR2PPjq8VvOws2vFM89MITo6lq+++gx3dw9DFoMBFAolN2+mUVRURps2XpibG8pm3w19WBAO3tLtb3SU/5UWbUGos2N+6tTx7NjxMykpaRgZGdGzZxf++ec0V6/eYPfuA4wfr+6r0K1bRwBSUlIYP/5h9u49THx8AvPmzSMi4jLBwUG0bh2qyfsvLy8H1JHoFbRq1Ypp015CLpdjYmKChYUFq1dvQCAQkJaWpqkXYG1tSc+eXTh7NhwfH28iI6/x3HML6Ny5AzY2lWVHhw8fwLp1H1NYWERhYRETJz7Lu+++S1ZWFhEREdy8eZO8vDwAHBzs6dKlK+PGjcPMzIwdO3Zw9epVsrOzKSkp0QijgAB/nnlmFunpaRw//gtFRXKyswsJDrbF0nIqtra1KwRkoOGsWrUBExMzwsPDayyc1KtXLx56qCenTp2mV69RTJnyOOvWfXzH8f7994Lm7w8+WEX//r1qVcY2J+eGIXLdQDVEIiHBwe6kpeURHh5HUJA7jo4PbiGk5sj9EFioS2ptQfjf/zYQEXGF119/mczMbM6cOc+0aS9X2W7w4H789JO6pvxvvx1jwoRZvPPOAl599TkSE5MZOHAcOTm5mJqa8Mors9i8+QeKi0s0N/qAAF/i45MQCoV4erqRlZVLcXFl22gTE2PKy2X4+PiQk5PNRx+9yfz5SwAwMzNj4sSJbNy4EaFQyODBg7C3d+CHH37Q7L9u3UeMHq2usf/iiwv55ZcjeHh4YGQkZOLE0YSEtMLV1ZmcnFzKyiT8+edxTp48i0wmJz09gylTHmfYsAG0a9eamJh4Hn98Bk5OTshkMl58cQZDhoxAIBDQurUHxsb6CYp80CgoKOLcuUtcvXqD995bwc6dO+9ZmfPEiRP06dMHqFqJ8r9kZeUQHNyzygogNvbsPTMr/otAYGSwIBioQmFhKVevJuHiYouvr7MhLqEG9GFB+CW2/rVUauLRgMgHw4IwfPhAhg8fSFJSKlu3/sjy5V8A4OLiREZGFgAFBYWa7Tt3bs+qVe8zbdoEALy9PenatSO//vonS5Ys4IUXnubVV5/H3V39gXz55TIeeqgrGzduY+PGbVXS12bMeBKlUsl336lv9mlpaZSXl/PKK4t59NFhiEQi9uw5RGJiIvb29owePZzNm//HlClTqpxDaamE4OCemJmZaW7gaWlp7NnzHT16dMbExAS5XE5iYgr+/j48/vgjd3w/kpLUbayzsrJwc3MjLKw7VlZm+PkZfuxNyaBBY4mNjQfUxbZqU7a7d+/eyGQy5s2bx+jR0xg//lHWrv0IsbiqydfJyYE5c57lt9/+4fnnX+CVV165o+vJgIG6YG1tTqdOAVy9msTVq8m0bu1hsDo1A5R1D8u7r6nzu7F58/804sDPz5tr107y9tvzAejXr6dmOwcHe6ZPn1jlZvnss+ob9uLFH3H58hXEYlNNO9K5c98mKyuH999fRPv26j7qAQG+WFhYsGvXfq5fv3l7XAeNOwLg99//Zs+eQwQEBLBq1Spyc3NxdXXiiy8+JSbmOoCm3r+/v48mlTI9Xd2+V6lUsmLFl7i4tGHx4g8JCxtI586Dq6XO/RcfHy9A7Qb58MMPKS8vxt/fxSAOdIhMJuP69Zv88MMenn76FUaPnsbRoyeqbKMdYLho0aJaj21kZMTatWs5c+YMJ0+eY+7ct1AqlcjlciIjrzJ48OP07DkSKytLysvLMTU1NcSSGNApJiZGtG/vg0AAEREJyOWG4EUDzYtauxjy8tQ3aJVKRUZGFubmZhp/7JUrN/jzz3+YMuXxe5pf7ewqI8vz8m5SXl7OX3+dYOrUF5HL5Xh4uJGSkoapqSmdOrXj9OnzVfavUNlKpVJT4dHc3JzS0lI+++wzLl8O5/vvt7N06WsMGNCLvLwCnnlmHqWlZZSWluLt7Y2ZmRkKhZyYmNg7znPZsiXMmjXljq/LZDIOH/4bW1tXFIoS+vXralgB6IgrV27w5Zeb+fvv0yQnp2JpacnYsWOJjIzk0qVLpKZGYmYmZvfuA7z77nKCgkL44YcfcHR0rNfxzp07x6BBgwgODuD8+fAqr33//RdMmTJb8/+vvlrOhAmP1Wl8g4vBwN1QqVTExqaTn19Cu3Y+mJreOXD2QUIfLobdMWE6HXNcYHiLdjHU+Y4mEAhwdXWuEqzVpk0wr7wyq1a+2S+//Ezz98iRkygpKWX48IFcvPgHo0YN0VRedHNzpmvXjreDIPfdfvzCa6+9SK9e3Zgz51ksLS0wMjLi1VefY8WKd1m8eDEJCWrXxNKln9Gv32hGj57Gyy/PpLS0FFAHTd64cYOwsFCOH9+vCaqs4KWXZnLmzGGeeaZqKej/kpNTjKOjF2Fh/gwY0N0gDnTIsmXrOHMmnJdfnsPNmzdJSkpiy5YtfPTRRwAIhQL27j3MrFnzGD16LHv37q23OADo2rUrp06dol+/QUyYMKHKa1OmzMbe3p727dthb29PfHziHUYxYKB+CAQCAgJccXa25dKlOEpKJPqe0gOLAqFOHy2dOlsQGopKpcLevmq96/+u1gcOHMusWVOYNOnu/uSsrBxkMhnu7q6AujLfihVf3nWfCmxsrFm27B3Gj3+UadNeYv/+3wD4999fCQq6c8tPlUpFYmI26el5tGvnY0hV0iFnzlxgxAh1J8W5c+fy3nvvYWVVKUS3bt3KtGnTaN8+lKio63z44Yd1civUldLSUmJjYzVNoDw83ElNTWPatImsXv1+rccxWBAM1JaMjHxiY9Np08YLG5sHu/KiPiwIO2M66XTMJwIvPlgWhIYiEAgYMWJQledef/1dzpypTCn766+f7ykOQB1EViEOAH78cV+1bf67sq+IeSgoKOS55xbQo8cIpk2byNmzR/j9958IDPS74/FUKhUxMWlkZRUSFuZnEAc6Jibmlubv1atX07dv3yo/rop6FQqFgD/++KNRxQGAubl5lQ6Rr7wyB4D8/PxGPa6BBxcXF1tCQjy5ciWJ7OzCe+9gQKcoVUKdPlo6ejmD995byOuvv8Thwz+QkhIBwIkT/zZ43MjIv0lNjdT8PyLib1JTIzT/37x5LTdunOLcud945JFhAERHx/L44zP49tsdBAUF3NFVoFAouXo1idLScsLCfA1+Qh2iUql4/fX3ePnlxVWeDw8PJzAwkH//VX83JkyYgEqlIioqigEDBjT5PBcuXMibb77JpUuRZGXlNPnxDTwY2Ntb0q6dDzdvppGamqvv6TxQGFwMVWlyF0NNFBeXIBab6qyh0r//XiQsrI1mxXnrVgKdOw9m1qypLFtW2RFRJpOxYsWXfPqpuoWySCQiO/t6tfFkMgVRUYmIxcYEB7sb4g10jEwmw8enE9bWNtjY2BAdHY2NjXWVtNnffvuNIUOG6HGWalJTUxkxYjjJycl8/PGbjB//6D0zVwwuBgP1oaysnMjIBJycrB/IWgn6cDFsv1lzU8H6MrnVWYOLoaFUBBvqiu7dO1Upn+zv78MHH7zB1Knjq2xnbGzMokWvcOXKcQAUCkW1D1MikREeHoe1tRkhIYZc5cbA2NiYJUsWYGVlgYODNfPnv0BcXNXslaFDh9KhQ3t69uzJqlWr9Pajc3d359y588yd+yovv7yYiROfIzk5TS9zMXB/Y2ZmQliYH3l5JURHp7boG01LQaES6PTR0mkWFoTmgFwu5+rVG7RvX7nKk0plhIfH4+5uh5dX/aPkDdQdmUyGs3NoleeWLFlAUVEJX375HR988AHz5s3T0+zUXL16lZkzZ3DlyhXmzn2OJ58ci6urc7XtDBYEAw1BoVBy5UoixsZGhIR4PDCWBH1YELZGd9fpmE8F/duihZ1BINwBqVTG5cvxuLkZxIG++Ouv48TGJuDn501QkD/e3p4AfPfdD7z11idERUXh6+ur1zkqFAq+/vprXnjhBc1zf/yxi86dO2j+bxAIBhqKQqEkKioRU1MjgoMfDJGgD4HwXXTPe29YB6YHnTYIhPuNCnHg6mqHt7dBHDQ3lEolo0dPIyUlg7Vr1zFy5Ei9XzBv3LhBSEiI5v/R0WdwclJnzBgEggFdUCESxGJjgoLc9f6db2z0IRA23eil0zFnBp9s0QLB4FD/D+XlciIiEnBxsTWIg2aKUChk+/Yv6dOnG4899hi9e/eq0iJcHwQHB5OUlKT5f1BQD0OmgwGdIhIJadvWm7KyckNMgoEmwSAQtCgvl3P5cjxOTtb4+DjpezoG7oKVlSWrV3/A2bNH8PBwYtCgQQwY0J9Vq1Zx48YNvczJ09MTqVSqybZYs2YjCoWhvr4B3SESCWnXzpvS0nJu3kwziAQdo0Sg00dLxyAQbiOTyYmIiMfR0Qpf3+qBZgaaJ/7+PmzcuIKTJw/i7e3C55+vo127dkyfPp233noLuVzepPMxMTHht99+47333mPTph0MHfoEFy6EN+kcDNzfiEQi2rXzprhYQkxMukEkGGg0DDEIVIiDBOzsLA3tmls4KpWKnTt/4fnnFwAQHx+Pj4+PXuYSGxvL2LFjSEtL5+uvv6Zv39BG+W4plUpKS8t0WkvEQPNHLlcQEZGAtbUZAQGu9911Sx8xCF9d76vTMZ8P+adFC7gH3oIgk6l/ZLa2FgZxcB8gEAg03RZnzpypN3EAEBAQwOXLEezatQtAU5BLl2RkZNG//2i8vMJwdg7lkUemtugLkoHaY2Qkon17HwoKSrl1K8PwuesAQyXFqrT8M2gAcrmCyMgEbGzM8fd3MYiD+wh3d1f69tXtaqC+VMzjs88+Z8qU2UilUp2MK5FIeeSRKYjFFpw6dYq9e/dy4sQZoqKqVwM1cH9SIRLy80uIi8s0iAQDOuWBtUcqFEoiIxOwsro/zXMPKiqVitjYeFJT00lMbF6tmX///XeGDh3KmDFPM3Xq44wYMQhbW5t6jxcTE8fNm7eIi/tTUw/C2NiYa9eiadeutY5mbaC5Y2xsRPv2Ply+HI9IJDQEWDcA5X1Q/VCXPJAWBJVKxfXrKYjFJgQGGsTB/UB5eTnfffcDXboMpWvXoQBYWlrqeVZVGThwIJcvXyYwMJi33/6U7t1H8OOP+ygoKKrXeO7uLgCkp6drnps9ezavvvo2//vfz4bV5ANEhUhIT88jIyNf39NpsRhcDFVp+WdQD27dykAmkxMcfP8XG3kQOHv2Eh07DuKdd5bx5JNTuHnzJkqlkrlz5+p7atVo06YNW7duIyUllaefnsHcuW8RGtqLnTurtyq/F/b2drRuHcTJkyc1z61atYq33nqb2bMXsnXrzgbPt7i4BDu7VtjZtaKwsH5CxkDTYGJiTNu23sTGppOfX6Lv6Ri4D3jgBEJqai45OUW0aeNlaLx0H1BYWMRTT73I4MFDSUpK4v333ycwMLDZCz9TU1M++eQT8vPzWbJkKbNnL+Szz9YTExPHP/+cJjLymiZFU6VS3dEa4O7uyuHDh8nKykIul9/uCzGXLl26kJub36A5lpSU4uUVBsDQof2xsmpeFhkD1bGwENO6tSdXryZRUqKbWJcHCaVKqNNHS+eBikHIySkiISGLsDA/jI0fqFO/b9m6dScCgZANGzYgFoub5JhKpRKpVIpEIkEqlVJeXo5SqUShUNT4r1KpBODy5cuIRCKEQiEikUjz94QJE2jVqhWffvop27fvJS8vj6KiIszNzXBzc0UohJycfPbu3ULbtiFV5vLkk2OZOXMu//vf/8jNzeXdd98lIMD/9tgCZDIZ33+/i9LSMiZNGoO9vV2tz7N370cAGDiwNz/++LXu3kADjYqdnSX+/q5ERSXQsaM/JiaGa52B+vHA1EEoKiojMjKBNm28sbEx1/d0DOiIhx+eQvfuvVixYoXOxiwvL6eoqIji4mKKi4s1QqDiX5lMhqmpKaampojFYoyNjavc8P/7r1AoJDw8nHbt2t1RSCgUCkpKSigrK0OpVCKXy1GpVEgkEqKjo0lPT6ewsBB3dye6dm1P//49MTISMW7cDMrLlWzZspV27doxY8Yk0tOz2Lv3EG5uLlhYmJOWlomZmZi8vHxmzJjEq68+r+kTcSfkcjlOTupAxyNHfqRbt046e38NNA3x8Znk5hbToYMvIlHLW83qow7CZ1eH6nTM10J/a9GxQA+EtJRIZERFJdKqlZtBHNxHKJVKTp78l+eee7Fe+5eVlVFUVKQRAxV/K5VKLC0tsbKy0vwrFos1gsDExKTOLozw8HD8/f1rvb1CoUAqlSKVSunbty9lZWVcvHiRlJRk0tOLOXYsEpVKQc+efenRowc5OTl4eXmRmJjCxx+/yfXr0cTFJTFkyDA++eQT7Ozs2LNnD3PnzmHDhq089FA3Hn/8YZ566okazyUlJU3z94ULEQaB0ALx8XFCIinn+vVkQkO9mr3brTlwP7gFdMl9LxDkcgVRUQl4ejrg5FT/lDIDzY+KC16FCf9uKJVKCgoKyM3NJS8vj9zcXBQKBdbW1hoR4O7ujqWlJWKxWO8XU5FIhLm5OebmlYK2QmAkJSWxevVq/vjjd8zMzHn44YcRCoWsXLmSkpISjhw5R58+AxgzxpGFCxdibm6OQCBg/PjxjB07lhMnTrBr1y4WLnyf3Nx8hg0bQOvWrTTnnJWVw8yZr2qOO2RIv6Y9eQM6QSAQEBTkTkREArGxGQQGuup7SgZaGPe1QFAqVVy9moSNjTmennc3qRpoeQgEAnr06EJ8fHy112QyGTk5OeTm5pKbm0t+fj7m5ubY29vj7OxMSEgIFhYWehcC9cHLy4sVK1agUqnIz8/Hzq4yrkAqlfLXX3/h4+ODp6cnx48fB8De3l7z6NOnD/369SM4OJg5c+bw3nvL8fX1xs3NGXt7O44ePUlpaSkAYrGYgABffZymAR0gFApp08ab8PBbpKQY4+FhuA7eDcV90GBJl9y3AkGlUnHzZioCgYDAQLcWeSMwcG+ysnKws7NDpVJRXFxMRkYGGRkZ5OXlYWdnh4ODA0FBQdjZ2WFsbKzv6eoUgUBQRRyAOjtixIgRmv+rVCrKyso0QikpKYmysjKcnZ157LHHmDx5Mjk5ORw4cID8/HwyMzNZtKgP77zzDgEBATg52Rl+Oy0cY2MRbdv6EB4eh6mpMY6O1vqekoEWwn0rEJKTcygulhAW5mu4wN2npKSkY2VlQ5s2bfjjjz9QKpW4uLjg7++Pk5OT3hsXFRYWcunSJbp16wbA3Llz+emnnzh8+DDt27dvkjkIBAKNq8LT0xNQx15kZGSQmppKdnY21tbWjBw5EhcXF6ytrREIBEyfPp0//viDZ555htWrNzBnzrOG31ELxszMhDZtvIiKSkQsNsHSsmkyfloahhiEqtyXAiE/v4SkpBw6dfJDJBLpezoGdIhSqSQnp5jMzHwyM/OZPHkyHh4euLm5aW5u+iQnJ4d9+/bx559/8PPPe5BIJPj5+bJq1WrCw8+RmprKwYMHm0wg1ISZmRm+vr74+vqiUCjIyckhIyODs2fPolQqcXNzw8vLi+nTp2NmZsa0adOwtbVh+vSJepuzgYZjbW1OQIArV68m0amTP0ZGhmvjf1EYBEIV7juBUF4u59q1ZIKD3RGLTfQ9HQM6QKVSUVhYRkZGPllZhVhYmJKTk8nTT7+At7c3CxYs0PcUAUhLS6N7926UlZXx0ENd2LDhM7p370x4+FUAdu/+lj59HqWwsFDPM61EJBLh7OyMs7Mzbdu2pbi4mJSUFC5cuIBAIKBjx450796d8PAofU/VgA5wcbGloKCUGzdSCQ311LugNtC8ua8Egkql4tq1ZFxdbXFwsNL3dAw0kLKycjIy8snIKEAoBGdnWzp39ufPP/9mypTZADz33HN6nmUl+/fvJzU1jUuX/sLLy13z/PDhgzh27DILF75PfHwSL730kh5neWcEAgFWVlaEhIQQHBxMXl4eJ06cYNasWTg62pKWloeTk7Vh5dnCCQx05dKlOFJScg3B2/9BaQhSrMJ9ZU9JSMgCwNfXWc8zMVBflEoVmZkFXLoUx6VLt5DLFYSGemJiUs6pU8eJibnF1KkvsmDBAlasWMG0adP0PWUNjz76KG3btmHcuKfJzc3TPF/R3vnHH/dx8OBBPDw89DXFWlOxspwxYwb//PMbrVp5kJNTxJkz0Vy7lkxhYameZ2igvgiFQkJDvUhMzDJ8jv9BoRLq9NHSuW8qKebmFnPjRgqdO/tjYnJ/Ras/CMhkctLS8khJycXMzARPTwfs7a0QCtU3qsGDx3HhQgSmpiZ06tSJU6dO63nGNVNQUEDv3r3IzMykV69uFBeXUFYmYcGCRZibmzNkyBB9T7HWbN26lXnzXuXq1eOYmKjddTKZnPT0fFJScjE1NcLT0wFHR/3HfhioO9nZhcTEpNO5s3+zLD2vj0qKb0WM1umYH7Tfa6ikqG+kUhnXr6fcXmkaxEFLoqRESkpKDllZBTg4WNOunTeWlmZVtlGpVFy4EAGAVFrOwoWL9DHVWmFjY8OJEyfZvn07f/99DG9vV4KDgwFalDgAiIqKon37UI04AHVbYS8vRzw9HcjOLiIlJYfY2Aw8POxxdbXD2NjgfmgpODpaU1BQyvXrKbRt620QeYBSZXgPtGnxAqGiGJKnpz22thb6no6BWqBSqcjLK9Gkorq729G1a6s7NpUpLy8nJKQV16+rrViPPvpoU063ztjY2DB79mxmz56teW7fvrq3c9YHSqWSDz/8kEceUTdqksnkNW4nEAhwcrLGycmaoqIyUlJyOHv2Js7O1nh4OGBubtqU0zZQT/z8XLh8OY6kpGy8vZ30PR0DzYwW7ySJi8vAyEiEl5ejvqdi4B6oVCpyc4u5dCmOW7fScXa2oUePVvj6Ot+141xOTh6Wlmrx99prrxlWOo1IcXEx77zzDrNmzWLkyJGcOnWWxMTku+5jZWVGSIgnXboEYGQkIjw8juvXUygrK2+iWRuoL0KhgNBQL5KTc8nPL9H3dPSOAqFOH7rm5MmTdOjQAXNzc8LCwjh9+s6u1osXL9K5c2fs7e2xtbXloYce4p9//qnT8Vq0QMjOLiQrq5CQEA/DTaOZk59fwuXL8cTEpOHp6UDnzgG4utoiFN75K6hUKtm6dSedOg3m/PlwgGaT0ni/Ym1tzY4dO1i9ejV9+/ale/duvPLKm7Xqd2FqaoyfnwvdurVCLDbm4sVbREenIpXKmmDmBuqLqakxISEeXLuWTHn5g/1ZKVUCnT50SW5uLg8//DAvvfQSeXl5vPjiizz88MPk5+fXuL2Pjw8///wzOTk55OXlsWDBAkaNGkVZWVmtj9liXQxlZeVER6fStq13swywMaCmsLCU+PhMysrK8fFxxsXFptZibu3ar/n447XMnj2bt956C5lMhrPzg5Ghsv9WZSElkaDy5ixC/bexQKF5zkJQuVI3F8puP1f5urnW+y0WiG7vX7MwU6hUjLrdmykzTc7Kz+QMGV7GkiXLeP/92sV+GBmJ8PV1xsPDnqSkbM6fj8XFxQZvb6e7WooM6A97e0vc3Oy4di2F9u19DAuuZsiePXvw8PBg1qxZAMyaNYvVq1ezZ88enn766WrbOzg44OCgTmNVKpWIRCKKi4tJT0/Hz8+vVsdskb9WlUrF9evJeHs7YW1taN/cHCkulhAfn0lxcRne3k73tBYAXLoUibW1FQEBvkgkUtas+ZpVq1ZV8eW3RNZcH4wvL7Pm+mAshOqUR1NB5UpNLKz82+T2jb25mPZ8fY3Ys2cPo0aNIj+/gPffX4Stbe26ohobG+Hv74qnpwOJidmcOxeDm5sdXl4OBlHfDPHxcSIiIuGBjkdQNsIvT1tsLVmyhKVLl9ZrnIiICMLCwqo8FxYWRkRExF33s7W1pbi4GIVCwdSpU2stDqAOAiEnpwh7e8tmoSyTk3MQCAR4eNjreyoG/oNMpiA+PoOsrEK8vZ0IDfW8pzBQqVTExSUycOBYAC5fPkZ0dCylpWVMnTq1KaZdZ96OHKP5W6aqjNyvWOGbiypX9ZbNMLC/SCnTWBOEWsVhlFRPyQoMmcr3/7Nk4Wt76BC2m2eeteDl2cdqLRRMTIwJDHTD09ORxMQszp2Lwc/PGVdXQyOo5oRAICA42J2LF2/h4GCFhYWhX4MuqE2ao0wmQ6FQ3PF1U1NTiouLsbW1rfK8ra0tRUVFdx07Pz+fsrIydu/ejUQiqdWcK6i1QIiNTSclxYSAAFcsLPQXoVxaKiUxMZtOnfwNF5dmhEqlIj09n7i4TJycrOjaNRBjYyNycnLZvn03V67cYNy4h+nXryempurvzw8/7OXttz8hLy+fKVMeB8DLywN3dxd+//0YPj7eWFnppyLmt9G9NX/nKtQBkqUK7e990931ixSVaZ/GgsqsggprRLnWXIxV6otMvkqIxe1tJVVu+ne+CN2Nrt1M+PV3R378oYwv1hWz4Yu+dO7cgdDQIB5//BECA/0xNxdjZGR0x9+lWGxMUJA77u523LyZRlpaPoGBblhbm9W4vYGmRyw2wdfXmRs3UunY0U9v11h91Q5Q6CnNccyYMRw8ePCOr8fFxWFpaUlubm6V5wsKCnByure1x8zMjClTptCmTRtCQkLo3bv3PfeBOgiELl0CSU3N5fLlOJydbfDxcW7ynGeVSsWNGyn4+jphZmbos9BcKCoq4+bNNADatfPGykp9wc/PL2DgwHGaKPidO/fRv38vdu3axE8//cKiRR/w0EO9+Oeff9iy5UcAkpJScHNrh1wup2vXLo0+96tJlVUNk+TaK+LGsU6llle2ZzYXqW/w4ju4GyrcECaC+t3UdY2JiYDJT5kzfqIZF06v4PLly/z55x989dUWzTY+Pp5MmDCaESMGERbWtsZxLC3NCAvzIyMjnytXEnFwsMLPz9ngdmgmuLnZkZVVqDdXQ3GxhJiYtCY/LuivDsKBAwfuuU379u1ZvXp1lefCw8OZN29erY8jk8m4efOm7gWCUCjA09MBZ2cb4uMzOXfuJr6+zri5NZ2ZsMK14O5ucC00B2QyOXFxmWRnF+Hv74yLiy0CgQClUsm4cTM4duwkISHBZGZmcv78eY4dO8ayZcvw9e1McXEJb775JkuXLqWwsJDffvuNzp07Ex8fT3FxMWPHjuWppxpeRlmZHlT5N5XBfgVKtanNRSQgQ9Gw1UqhvLopNk9ujqlQvYIvUojxBdLKbTEX6jf1T6Kqbk24U8Ci6PbvWvvsZKgwNhXQs98CevaD51+B/DxnEhMVlEtVnD6dz6HDG1i2bD1vvjmXBQterHFsgUCAq6sdjo7Wt68nMU1+PTFQM/pyNZSXy4mPzyQ7u9BQLr8GxowZw4IFC9i0aRNTp05l27ZtpKWlMWbMmBq3P3DgAN7e3oSGhlJeXs7q1atJTk6mb9++tT5mnSW7iYnRbTOhPTExaaSm5hIQ4IqdnWVdh6oTBtdC80GlUvdLiI3NwM7OnLAwb44dOwmoKx3u23eY06fPs2XLFoYNG4aTkxMjRoygdevWlJSU0KpVK0aNGkVgYCAA9vb2TJyobiXcqlUrQK10jYzq9vVMTalskGQnrHQHmAoaVl0zRVq56tdeYTRV7/gSZeW5iLXiOUS3b/ZCLReCSKWd8VDxfKUFwlSge9OtrZ0QWzv1vDp2M2X2HCsO/7yIOXPm8NhjI2jVyv+O+xoZiQgMdMPVVe12SE/PIzjYw+D/1jNN6WpQKlWkpuaSmJiFs7ONxj2pD5rqN10f7O3t2b9/P7Nnz+all14iKCiI/fv3Y2envj4lJiYSGhrK1atX8fb2Jjs7m/nz55OSkoJYLKZdu3YcPHiQgICAWh+z3p+CpaWYDh18yc4uIjo6FUtLMf7+ro1i+je4FpoPMpmc6Og0CgtLOHBgL1u27KC0tDKv1sLCgo4dwzhy5Aj9+vWrsq+vry/r16+v1XHuJQ5+iu1cOa5xDgAeDfR4JckcyJJXxjwUyHWfIVOoFU8gVarPUTugUaKqdDFUWBu0XRAthYqW1kePnrirQKjA0lJMWJgv6en5XL4crynnbFgM6I9KV0MO3t6NU4guN7eI2Nh0TE2N6dDBV+/CUNHMuzn27t37jlkL3t7eFBcXa/4/ffp0pk+f3qDjNUimVZRbtbe3JDk5h4sXb+Huboe3tyMike7iE1JSDK6F5kBKSjYJCdnk5mayZMn7WFlZs2nTt5SVleHk5MSAAQOwsNBtuesvbgyo8v+KLAH7enxzD5dq3/DNkajUloUChe6EgFxZ+b2vsDZUPFciN8VUVHPp4sYkRynGQiMytOMZKqwJWlaHGm7IVZ67vYuxoHIvhXYQpJYLo1u3Tjz77FO1nqdAIMDNzQ5bWwtu3EghJ6eIkBAPxGLDokAfVHc16C44vbRUSmxsOmVl5QQEuDabDDkDVdGJHUckEuLjo851j4vL4OzZGPz8XOpUFOdOlJZKSUjIplMn/UXUPuicOnWef/+9goeHF2vXriUpKYkZM2bw3nvv6TTL4OfYjpq/K8zqVkIoUtY9yv1Aqb1WTYF7VwG8GyXye18YK/rIC2tIE2wo2XIrTG8HL9bUr74EU01GQ5VT1aO1tFWrVly9eoOcnFwcHOom7M3MTOjQwVez6PDzc8HV1dbw+9cDla6GFJ24GuRyBQkJWaSn5+Pt7UibNl73TINuSgzNmqqiU0ePumSnJ4WFpcTEpJOamktgoGu9ixmpXQup+Pg4YWZmaP6iDxIS0khJKcLMzAIvLy+++OIL2rVrp/F71RdtMdBQrkrVsQdXAfOKG2U9SZVUnleFC0CXlCoq4yEUt1tZlypNNAGN2jUVmrM/9E5UzLhN17m4uEoJDOyueS03N7rWNxiBQICXlyP29pZcv662JgQFuRsqMeqBCldDcnJOvXveqNOg84iPz8Le3pKuXQMNn2ULoFE+IWtrczp29CMjo4ArV5KwtbXA398FU9O6BYulpOQiEGAoiKQHVCoVsbFp3LiRyJ9//sGGDRuxsaldYRxttEsGg3alsvop9YqaBLkKC42P3lZUWuv9L5X6as2lcg6lCt2YsbXHVN6+2ctv/ytVGmEk1E/KYuFti4yiShaFWpRIVZXBi9rvwr3kSeXrledc4W4wNhbw8UobnnhUHR/y2msv1mv1aWEhpmNHPxISsjh/PpaQEHfs7fVTG+NBRSAQEBRU6Wqoa6fO/PwSYmPTEQqFtG1bmQbdHGmJorwxaTQJp05jssXR0YrERHU9dk9PBzw9HRCJ7v0hSCQyEhKy9Fqs40Hh2rWbnDp1FrHYlMuXr+Lt7UlgYCgJCcl89dUGjhw5UmdxcChOnQMvEoCiHj+6XIWlZjWtvaquC5dKfTR/68r0X5OJvykoVqiDt7QvYIoqf6vnVWGVgKpzNRc0fXplcIgxD/U24fRJGTNnTq73OEKhED8/F+zsLLl2Lfl2nJOT4brQhJiZmeDr60R0dCodOvjW6r2XSMq5dSuDwsIy/P1dcHKybvafmb5+382VRrfxGBmJ8Pd3wc3Njlu30jl/PgZ/f1ccHa3u+mWJi8vA3d3O0Fe+EcnJyWXlyq/YtGkHUqkUNzdXBgwYiIdHK06e/Je0tFT+/vtvvL297zpOhRioL1lya01r1PqIgVSZ7R1vnHVFphJqxmrsi0WZlrtBE8hIZSCjTCvgUTvTQZ/cK5pDdPstEwJmZgK+2GRH784l7NlzkOefn96gY9vaWtCpkz9XryZTVCQhJMQDI6NmWMf6PsXd3Z60tDyyswtxcrrzgkGhUJKYmE1qai4eHvYEB3vUalFooPnRZE4gMzMT2rTxJi+vhNjYNFJScggMdMPSsnpaS0FBKQUFJQQFtWqq6T1QqFQqLl2K5PnnX0MgEPHNN98wadIkUlJSuHLlCh06dKixO5g2VbsN1v7Y2mmE9bmRGwsUmht4qbLuboFChZlmta2dcSBrAtOiEgHlSiONNUMoaFjw5L0o1AruVFQEgt0hiFFxO7tBu5iU9jtS8RmL6iCaLl0o563XC5BI4I03PsTZ2YmxY0fVev+aUKfD+XDrVgYXL96iTRsvvafGPSgIBAICA924fj0Fe3urajf9ivoocXEZ2NhY0LlzAGJxw2qQNDX6KrXcXGnyKBE7O/UXJy0tj4iIeBwdrfH1ddYErKhUKmJi0vDzczGozgYQGXmVXbsOcOlSFNHRsQDk5ubh4uJMcXEx+fkFDBkyhF27dmFhYUFUVBTZ2dn06tULa2vrKmNpBxSKNIV2hLXODshXmNerS1pFoR+RQF6v/GSZUqSxSDRGl7amJE+ujr3IwwKz23EEElHlz7fiPAsU5prYDCtR7fu+NwY7d5RSXq4iLKwd4eFR2Nvb6mRcoVBIYKAbGRnqmgmBgW44O9c9PsZA3bG1tcDKyozk5Bx8fCrLMBcWlhEbm4ZSqaJ1ay9sbAxddu8H9BJGWlHTwMnJhoSETM6fj8Hb2xF3d3syMwsQCgWGH3w9ycsrYNq0lzh+/Aw9enSnX7/+zJr1AgKBAHt7e3bs2MH27dv56KOPeOONNygrK+PkyZOIxWL69u2LsbFa8WsXIgKhpv7AvciRN6yiptpCoBYDdbmpa1sjdJV9cKe4BV25HrTnKdeqcFhhzZAKKl/XR/0EbWS3p6dd86Amq0JF1WpjVJiaCfD0FnFg30+NMicXF1ssLMRcuZJIYWEpAQGuzd7HfT8QEODChQu3cHW1BSAuLpO8vGL8/CrLrbdUDEGKVdFrnomxsbrMqpub/e1ukbnI5UratfNp0V+ypiYzM5svvthMYmIKe/YcZPz4x7l8+TLt27evtm2nTp3o1asXEydOpLCwkDNnzlBodQiF3UniEtTb1Nb0nV/PAkNVgutqKQLMheVa1oDbkfKARFX/r7CRUKFxMxgLlBorhbKRG8k1hTsDIFdLrClvW+OKMKu0LFRxN1SPcRBpiQHjepRofvgxMyaPy+HMmQv06NH53jvUA0tLMZ06+XPtWjJRUYmEhnoZLI+NjFhsgpubLZGRCUilclxdbenaNfC+iAcx1EGoSrNIRLWwMKVdO2+uXk0mL6+YhIRMAgJcDQGKtWTPnoOsWbNR839zc4saxQGAq6srL7zwAjk5Ofx98hAKt99Q2UZBLW9aOXJLRLcFxL1cDDKtm3ddVt3GAoXm39oKiHuNBQqNwFA0sFWztmWhqaKe82VaJZqFRrefM8fsdvCiVFTp67UUqRtRWQnr1vtd13ToYsro8WbMmjWPX3/9AQ8PN0DtRvzrrxPs3XuIzMxs+vV7iMmTH8fGpn7pi8bGRrRt60N0dAqXL8fTrp23oTNkI6FSqcjJKSIzsxCZTE5wsDvOzrb6npaBRkKgqkXjbYFAQF7ezUadSFmZlIsX4+jc2Y+srCKSkrJxdrbF19fpvlCmjUlF0OEvvxzRCIVr164REhKi2eb3uNaav8vyO6BKeQSB1y6klolAVdNahQVBuwRxlYZANQgEqcr4rqmEyipmaK2GQzVYK+5kYdBYEKq8XjmuVGlcZTuomglQU9qkdqBixVgiVFrWhLs3Z6qtQHgkZQz7Pfaoj3OHVcrdzJvGWvUTzLRaQlcIBO0sh5oEgnatiAoLgpWg8nWL2xaEIqVY0/tBLKh0axjf/py0LQnGNbgbZFpfAYlKiESiYu7MAK5fv8769R+TlZXNSy+9Ue38nnrqCdas+bDmk68lKpXqdnfRQtq39zGUaNYxJSUSYmLSKS+XExDgikwmJyUlt9FS0e3sWlGL25POEAgEPHnmGZ2OuaPHN016Drqm2cjs2NgMvLwcEItN8fIyxcXFlvj4TM6ejcHX18nQBvYuCAQCOnVqT6dO7Xn99Zfw8GjPpk2b+Oyzzzger+6YKBaARGWMLLsHqsyBCPy2IjBLA1X1KOPa9iYoVZrWeIO/F5Wr+rqtwDVNiwSVN3lFDfO/F5Yiac3plErdCFEhqruel0jrJtsYUdN5ssqARksjtQjQFlqav7VOV6lsHLO8WCzgjz/+ZP78+UyYMOuO2w0d2r/BxxIIBLcLshlx6VIc7dp5Y2nZfIvytBRkMjnx8VlkZRXg4+OEu7s9AoEAlUpFSkouGRkFmniElo7BxVCVZiEQ8vKKKSmREBrqqXmuoq20m1sZsbHppKbmERjoiq2tbpsBtVTOnr1EVlY2o0YNqfL80aMnADBy2My/CbuouAuoVFCePhRFfjsEAd8gMMkDoEiru+DdbmoSrRuxdkvh2lKXQkXaAkI7OLI+aZHmosrYBaGOlLxQoNSs9huj90JNaNdMkCoqf7Zlt60m2gGPlqKGlZuuD4q7vA0xGX5MWWDCkCc9+fK9tvz666+a106dOkR8fCIjRgzS2Vw8PBwwMTEiIiKB1q09G70V/f2KSqVuw5yQkIWTU/U2zOq0R1euXEnC0dHKYOm9D9G7QFCnNaYTEOBaY9MOKyszOnTwJSurkOvXU7C2NsPf3+WBNx8OG/YEAD/++DVDh/bn3LlLyGRyfHy8ALC0qnwvVSoBJUlPoJS4Ig78ijKRnOJaNkAqr0MQoLbAqO2N01Qg02Qr1EcAWAklGvGiFKj3NxYo6l19sYLKFEuVlhujcesWVFDFrdFEMQ6FyspaAtrVGCup6BUB4tsCTqm1WW0+ORd3IwYMGFBFILz22rsMHdpPpwIBwMnJBmNjI65eTTKkQdaD3NxiYmPTMTExumsbZmtrc+zsLElMzMbf36WJZ6l7DFkMVdG7QEhNzcPExAgHhzsHKAkE6rRHBwcrkpOzuXDhFu7u9rfbSj94H+ju3Qc0f5848S9Dh/Zn9OhplJaWaQLBBoxQuwkUKhHFiRNRya1Q+m+lTHjndDmJsrq5XlhD9LpCK+1RoRLW2s1gLGhYqp5YKGtQlURtKuZfJTtCcPd4g5ZCnrzSRXS3IM98hbkmNsFK2DQ1E55++mk+/3w9iYlJAJw8+S8nT/7L9OkTsbbWbY8FW1sL2rf3JTJSnZ5jEAn3prRUyq1bGZSUSAgIcMXB4e4VbwH8/Jw5fz4WNzc7zMwe7IXb/YZer4JKpZLExCz8/V1qFV+gbivtTOfOAUgk5Zw7d5OMjPwWHQRSH2xsrLG0VLtadu3aj0wmo7RUfYFPSUkDICNDSZnShLKk8ahkNpj6bgWt4DaJ0lgjCCQq4youhDtRF/+cSKDUPIwF8jqLg4p9TAUyjAWKKm6HulKxv1go08ypoQgFSs2jAiUCzaMxkCtFyJUiypVGmkeJ3IQSuQmZUivyZebky/RboKZK9UVUmodQoH44OTmxdu06BAIBDz88hK1b17Nx44paiYNr126SkJBUp/lYWopp186HmJh0srIK6ng2Dw5yuYJbt9K5dCkOa2szunYNxNGxdr0TTE2N8fCwJzExqwlm2rgoVQKdPlo6ehUIaWl5WFmZ1bm7l1hsTOvWnrRu7UVycg7h4XEUFuq3alxTMnhwXy5c+AOAtLQMtm7diYWFBRs3bmTmq7Y8u8AOJ1cjypLHoSi3x9TvOwRCGQqVgEKFmELFvUvTKhCiQIhMJarTl12Iqs5+ee0beH3EhAglIpSYC6WasbQfuqLiJleTVaWuKFSCagGKFYKjKTs+FinE6ofSTPMoUZpSojQlU2GlEY8KBNUe9eWxxx5j+fLlHPntDwpsl+M9+Jt77qNSqejT5xHCwgayeHFltkNiYjLZ2Tl33dfSUkz79j7cvJlOVlZhved9P6JSqUhLy+PcuRhkMgVduwbg7e1Uo7v3bnh4OJCdXURZWfPoGVJftEW+Lh4tHb25GNTWg2zatr17I6C7YWNjTqdO/mRk5HPlSiJ2dpb4+TnXua10SyQ2Nh4ADw83AgJ8kUqlDBgwgDZD7VCpoDh5PDKJCyK/LciFSiTKO4uC+vjrFXWorqiNidYNuz41DirEg7FAjlRVPa2xtpiLyitdKrfv96ZCuVYqZZ2HrEJN2QmNXeddoqj+va+IpSiRm2JtVFblOQCbOrTKbggV35WLid6UKE3oMkZF3xPWLH4qibV7fcHu7vufOxeOQqFg4MCBbNy4jTfemMMjj0zh8uUrtGsXyj//7Lvr/mpLgjeRkQkIBODoaH3X7R8ECgpKiIlJRygU0KaNN9bW9c/4MDYW4e5uR2JiFsHBHjqcpQF9ojcLQlpaHpaW4gb3Ble3lbaja9dATEyMOH8+lsTELJTKpgko0zcpKWnI5Qrkcjnf/9obuVJIfvJ4yss8EPltQXCHLoAylYhSpUmtGh7Vt1iRECVClIgEKs2jtpgIFJpHfawBliIJpkJZtYeurQraNEZGg5FAWaNVRq4SIlcJq7gbGhOZSqR5VFgQSrT+risCgYB5y9wIaG3KggkJhIdH3XFbiUTKsGFPMG7cWF555RUUCgUvvPA6ly9fASrdavfCysqMdu18iI5OJSenqM5zvl+QSMq5ejWJa9eS8fR0ICzMr0HioAJPT7UVQSJpuVYEg4uhKnoRCEqlkqSkbHx8nHU2ZkVb6U6d/CgsLOPcuRiyswvvu/iExMRknJ1Dee21dzXPjR8/EwA3TyNKUx9DWeqJqd+3VcRBhflYiZBS5Z0rVCpvtzuuS5CeQiXU3MTq4+OvcCsYC+QaUVAXbESliIUyxFpCoKGYiuQak7+2L11X3Ot91pUr414UKcUUKcWkymw1cSnaYqD89qMxsDKS8dlmFzr3FDN85Dg+3T2c33MmaF7PyMgiNLQ3bm7qduJDhw5jyJAhPPHEExw5chQAkUhEp041Vw2t8ZhWZrRt682NGykPnEhQKJTEx2dy4cItzM1N6dq1lU57JxgbG922ImTrZDwD+kcvAiE9PR8LC7FOVOt/MTMzpW1bb1q1cicuLpOIiASKi/VbclaX2NvbIZPJuHLlOgAODva0aRPC0NGW+LqOQl7ij9JvO2VCdanjIoVZlVoHNVEXUaALVVxx461PvIFYKNOICFOBDFNB/cVAhTXBUiTV3JDraum4G/99X+sjvupCuVJEuVJEoUyMRGGMRGFMscJE62FKscK0Mu6gFrEo9aHCqqCdLWksUGoeZkg5/2cBRQUKTE2FvLnSmcETHflyYQLHdufg6tqWxx57itTUdNLSMgDoMNgBea/v2ZY0goHvpbPgf+3Ux1IouHUrvk7zs7Y2p00btUgoLGwaF4s+qWjDfO5cDKWlUjp39sfX17lRMsA8PR3IyipssVYEgwWhKk0uECpiD7RbhTYG9vaWdOkSgKOjFRER8dy8mYpMpt+OeLrA0tKC999fpPn/okWvYG5uxoh+7yPN7YmJ7xYQ3V0QVQaeCav0S/gvDa4loHWzrQgkrAsVAkIsKK+fmBDIEAtkWAklOg9e1F7dawcl1RR8qCtqypwAkCuFyBupEqIMETJE5CgtNN8bmUqoeShV6ngNqUqADPXjXvzv22LmPZPNC+NSyM9VIBAImDTfnaJ8OV8sTMDWVUCh0XVGPjKeJ58cC4Cdiykio8qxfdtZUVRUxBtvvEFiYgolJXW70dvYmBMU5M6VK0ktPrDubhQVlREeHk9SUjYhIR6Ehno1ag0ZY2Mj3NxarhXBIBCq0uQCIT09H3NzU6ytGz8dSyAQ4OHhQNeugYCAc+diSEnJQdnY7foamUmTxmj+9vBwpbS0HB8fH3W2gnFVs2mFCVmmEtV61Vgfv7K2a6Ei9uCe+6CsEmtgcjuToeJRFypu+hZCKSYCOSYNrLkAlWb+xsgqkKuEWhcSYbVHY5ImtdFYE0q1HhUCIF1ui0RlgkRV/UaiUqkoLlJSLq3bb0iECqVKQF6eii+XS1m69DVszFvx+mRTurhEYmmmYtDj9gA88oIHr3wRzIiZbqSm5rB48WLGvuZXbcydqcNxe+IfRCYq1qzZSHJy7WIRKnB0tMbb25GoqARksqbLHGkKysvl3LiRQlRUIq6uNnTq5N9kVWgrrQgNd/UZ0C9N2qxJqVRy9mwMrVt7YmPT9PnaJSUSYmPTkUrVzUbs7VtuCVY7u1YA7N+/nZwcGdnKrQT1q8xDrogzKNLKXqiI2tcOOpRqFUeqqc1zxUpbe/VfpRSypolP5XMV4kDbVC+icuWrPdbdzPnaK3Ht8as0Y7ptAdGu41DZp6HyPCte1z5f7XFKFSbVnq+pqZO2cKpYIcjv0BxKewXxePoj7HLdX2O1yXvFGlQep/J8tIMSyxWiKtsBGAkr32OxSC2WrIwrLUtWt3s02BlVrrwdtcRlRQElW1GJ5rni1BLmTUkhJV6GQAADh5vx5vs2ODqrj6+pPqkVq6H9fslUQq5FljPp4UxSUyORSCT06fMoAwcOYtzSSGRSJZeOF+HXywVjkzuLJO3PVaYScWZvBj8sTaC8vJzg4ED8/Lz58stltS68FBOTRnGxhPbtfeqc3tfcUCqVpKTkkpiYjaurLT4++ml2FxubjlKpolUrt3qPoY9mTSP/flmnYx7qt65Fx8E16a8hI6MAMzMTvYgDAAsLddEUPz9nbt5MIzIygdLSpq9b31Byc9V9FGxsbJBIjPjfD9vIyr92z/0qTcQipErjKjfLe1GXTAaduRbqaU2oQLsuQoW7wUZU2iAXQ5VGU7dX+42RvVCTmdJIBwWeaktFkGJF4GKZwogJveNJiZexZo8vP/30LTlpAUx8OJNbN2v/+Qhv36skEgl2drasW/cR27fvoCBLiqkp9BhshZVp5edVG3qMdmHVv2HM3tgW3wFSrl69ycsvL671nAICXDEyEhEdndpiL+YqlYrs7CLOn48lP7+Ejh39NOelD7y8HMnMLEAqbVlWBEMdhKo0mUBQKlUkJmbh69u4sQf3QiAQ4OhoTdeuAdjYWHDpUhyxsenI5S3DxLh48YcEBHTDxMSExYsXs2fPPnLLztBzsKUmQ6H0dqGbEqUpQlSav+9FfUzcFdkL9S2BrJ3BUJ84gwqshGWam0pDgxdryiCoyfffUCpSFbUfjem7rKi6WCI3oUxhTJnCmFSpjSbdVfvxXwQCAQ9PURcrMLMQMmhQHw4f/gEfPyO+WnPnbADteAUFAqzt1TestLRMAPr27YmzsyOvjYvltx9zkUnv/R5bico0wrFC7JmIRbTubc/Dr/jx9dffcODAbxQUVJ9XVlYOV69Go1BU/t4FAgGtW3tSWlpOQkLLqwZYUiIhMjKBuLh0AgNdadfOB3Pze//eGxMTEyNcXW1JSmqZsQgG1DSZQMjMzEcsNsHGpnl0YxQKhXh7O9K1awByuYJz52JIS8tr9iuIipzvOXPmkJObwY4dO5j6qhNY1M0qU1Ne+72ouHHWty6CtjWhrqt4sUCmiS3Qtiw0pIyztjXBWFj5aAjqTo+3V///WUlUjTvQnQjQiAsEmkwGicJI8yiVG1Mqb3jxsBfecaFzXwvmP5HAxx+vAWDMIwu49K8VLqYXNUJAohJpHv/FyUVEmzahvPnmR5w+fZ7PPvuc9PRMMlNkrF+cwtG9+ViJyjAXSjEXSrESlmkeFc/di3OCN1AqleTm5gJqi9vPPx9k/PiZBAX1oFevUbz55kdV9hGJhLRt601GRj4ZGfkNfq+aAplMTkxMGpcvx2Nvb0XnzoHY2+u2n0VD8PJyICOjZVkRDEGKVWmSSooqlYrk5Nxm2e3LxMSY4GAPiorKiIlJIzU1l8BA12YjZP5L9+6dEQjEdOzYEeOQ91neyYfAtmL+G4etRKCxGmivCGtrHajwIytVwjqvnBUqgaaWQX1W3cbozpqjXXmxIl6hodkZFT98oUCpiT9ojMwFeQ2fVcXnZyRQUq7Urfm4VFG56iwRqr9RJUpTTSMnkUjF4q8D2LEqnWXL1hMUFMDUqU+wYcNWNm/ezPBJ9z6GQCDgzVX5fPWBIyNHTsLOScT8z9wIbCPm6IEiug+q2+/OVlSiCaZU3m4vmRJdglgsxsPDjd9//5u5c98iNTWdJ5+cxO7duxk3bhxxcYnVxjIxMaJtW28uX47HwkKMpWXjpIE2FHUb5jwSEjJxcrKu1oa5uWBiYoyTkzVpaXn4+uqu5o2BpqNJvlWFhWUolUrs7JrnTRfUBVTCwvzIyirk2rXm21Z6yJBBeHoGk5WVRXAPaNtVbTkolKsvZtJaNF36L5o8faj1qr4iOFGJQLNPbTIXahyLiuyHultvqsQn3D68thhoSJEfU6Ec6e1gQF1lFtQ0jnZSja7dGIBGSORKzTE3Ur9fJlqWEtPbHT7NheWU5Ek5/nUM415xx8yq+uVBZCSgUz8rdn+VSVFRMSKRiEGD+nLgwP4qAqGc6u97hbCyd4T8fHUcjZm5kCHjbAHwDrm7FUw7JuFucS0nd2cgkUjoNeohYi8W8Oys51ixYgUWFhbExsYC6qJBNWFhIcbf35WrV5Po1Mlfbz78O5GXp27DbGQkon1732YrYipwd7cnMjLhdn+H5r+ivh9W/bqkSVwMqam5uLvb66xiV2NR0Va6a9dAzM1NuXDhFvHxmXe8mDQmJSWlREVdJyrqOgkJSSiVSsrL5eTklHHhwhneeecdwi/JKVaY3DO+QKY00gQlVnEtqIS1ih2ocA3U58ejVAk1+2uXXK5fxcXKgENjFPW2NFiJJFqNl9SxBZb3qB1RF7TdCtqmRl2nL9Zk0qyoiVCuECGVGyGV120NkHw5j9PbbpEQWb2pUYrMjkKFGI+ODjw515lXX30bd/d2nD17kRMnTpJTJESiMkJyl9oaAEf2lRAREcmECaMpLdbKjrn9mRqjqFLDwkIoxaIWrgUbUSmK0nLC/1S7Fhy9zHjrQFe++uorLCzUi5OAgAAmT34SW9s7t352dbXFxsa8WQUtlpWVc+VKItHRqfj4ONOhQ/MXB6DugWFmZkJOTstokmVwMVSl0S0I5eUycnOLGpTu0tSIREJ8fZ1xdbXl1q0Mzp2Lwd/fBSen2rU/bQgqlYpPPlnL2rXfIJFU3rS8vDx4//33cXW15+LFixQUFLBoXAGTF7gx9vlK102WvNIHKWtAfX6ZSlTnSH8lwgYXIBJpUiGrX5jrUpuhJteCUkd6WPtGX+FakOvI3F+uNLqrJaUxIqNLbrsWShSmuPUxY/pue5yDROTJbx/rP18joVDAxJddaNPVgjcnxxEVdZ0PPviA3Owv+fTNHM78XUbrdia88qYdZ49LsLQW8OgES8pVRigR4hFohthMwI8/7mX+Jy71shxpf88UVMagiC1ELPujI8aOlpiIa/5MUlJSCA31v+v4gYFuhIfHkZqai4eHQ53npyvkcgWJidmkpeXh5eVA69aeLS4V093dnpSUXJyc7izKDDRPGl0gpKXl4eRk0+xMdbVBLDYhNNSL/PwSYmPTSUlRxyc0tMHU3SgoKGTZsvXMmDGDDz74AFNTU9449SR2sUFkZGcwY8YzVRpRnT0tp/V0j3qZpituNvX5ZBQqYZ0tAHfavyFpghaCco0bQSGomh9fX8RCWWWnx9sYCRU6EwEai0Ijp0FV1GQQKCrf34pUyWyFhcbdYGNStVW6Q4ANAkEJ98I3RIyjmzHDn7QnWfEF376Yi6RYwdOvObN5eSaTh1cWLgruZIFvoPrvLr3N2fyHLzkZclp3NENxj4+/QgwYCxSaz7X8LlYKZ28xIEd2e/X/TXQfngk6DkBkZCR///0PCxbMuusxRSIhoaGeXLoUh5WVeaOUhb8bKpWKjIwC4uIysLOzoEuXgBbbpdbR0ZrY2HSKiyXN3upxP6z6dUmjCoSKYJp27Xwa8zCNjq2tBZ06+ZOenk9UVCL29uq20iYmuv3BKhQKsrJyGDiwD99++y2XL4dz5sy/+Dq1IpCehLsdZtah4WTdyEMhU2JqaUxwxzvHdRRrBZ0JteoSVFDbiH2ZykizIq9Pi+cKFCpBvSwMGmsAlUVyGtovoeI8rISSKsWk6otQoNIEFcrvUCxJFxcfuVJYrXCSUKBCctuVINNx4CJAtkzLKnVb6CsRghUs/7sL8SfTWPp0PMEdzXjtCw8CWovJzyxny5pceg+14MRvJXy7MpfxM2wI7WyuduW5G+Psrv791NScqy7WIrFAVqVQ1t14992l9O/fi169ut9zWzMzU1q1cufaNXU8QlMFAhYUlBIbmw5AmzZeTVJ1tjERCgW4udmRmppLUJC7vqdjoA406jc+O7sIsdik2avG2iAQqL/kTk7WJCRkce5cLF5ejnh62uvM5PfSS2/www97WL/+Y5YufY2+fR/l448/JqTjQ9x0OoHMqAxrV3Ns3SpXM9lyMUj/U8nw9s2ztjfj+rgTtKnJmqBAWK+aBtquhfoGPULN524skGsi3iXUXdxV3LSMhApNJcPGKItcc/aC7lc2hTK1gNS2ZFQIjCypJfYmaiuCdrXFmgjqYI6RsYCJL7kQ0FqMSqUi6rzaKtF3mCVjhr3OkSPHeHH8UYLamvLOWleOHSqm73BLvAOqBwHnZcvZvbWAx6baYu9U8yXKRCC/qxXhv/zxxx8cP36c3bt/Zv/+72u9n5OTNQUFJdy4kUqbNl6N6mKUSmXcupVBfn4J/v4uODvbNPu4rdri5mbH+fNqV21ztiarDBaEKjSqQEhJycHDw74xD9HkGBmJCAhwxc3NjtjYdNLS8ggIcMHBwapBP+aLFyP44Yc99OnThzlz3mL69IkEBvohkUi4URhFjmcOcq1ywHXtlVCRjidHhFGFybaB6YQNrSBYsYrXzoSoLWKBTONaEN1+3y0E0lqZoO+EpUhC8X96VWhnMjSUmm78ukalEiC7XXq5Ir6uXC7CSKTUvF6BqdG9BVxuXCEmjgos7O4cCFtuaUOb3rb8caCESb12sGDBEi6cvAHAlBG7cXNzYcaMJ7l6NZpevUYxZWACANcjJHywoeqKUoGAlW9ncfzXYrr1s7ijQLgTYoFME7RbYW2SlSsZMmSIZpt27VrXaUx/fxcuXYojIyMfV1e7Ou1bGxQKJcnJOSQn5+Dubke3boGIRM33JlofTE2NsbOzJD09H09P/cV03Iv7ofqhLmk0gVBSIqGsrBxHx+ZTuEOXmJub0q6dD7m56rSj1NRcAgJcsbCon7XkzJkL2Nvbs2vXLh555GGiom7i7u6Fi4sL2379it6hd+95X6Iw1dywK5oLSTHSrMhNRfrrZKlAWKMZuS5o6vw3eJyKPhG6z0ypybXQGBccicLo9vG0ejModP9TTi8Q88PYHwF4dP0AvHu6aQRYtswKeyO1hcHeqJheo534Yk40IXse0uw/YcJo3NwqA2hDQ4MY+YQ1ji5GBLczZcmLaaRlqHBwNqryeRz/tRgAn1Z3TzHWDjqtyZIjL1eyf10CF49UVkf88svPsLGxrvV7AOqiasHB7kREJGBnZ6mzWAB1eeRCYmMzsLIyo1Mnf8zMmldatS5xd7cnOjoVD4/mn9FmQE2jCYTU1Fzc3OxaXMRtXbG3t8TWNoDU1FwuX47H2dkGHx+nOvsrH3tsOG+//QnjVoyi85fBGMnF9EwexEeffohVH0tK5KY6v9lIlMZVAsCg/u6GCneAQiWoV3xATa6FhtzExQIZMrT85beRNcDooW1NqMheEAqUVRon1Rftm32VuAWtdEldkC8x08SeSG+LikKpGPHtgMVy40qRY0kRpnZijE2EWDjfPUiv2wgHJCUBfLtYXWegT5+evPPOfHJz87C3r1x1b99wAYDi4hLelIWREC3Fwbnm98/SWrspV+Xfta3kuXlRNInnlJSUqN+7/v17MXHi6FrtW20ulmaaG1zbtt4NvsEVF5cRE6Mu8R4c7NGsa8ToChsbc4RCAfn5JdjZNc9GeYYgxao0ikCQyxVkZhbSpUtAYwzf7BAKBXh6OuDiYkNcXCbnzsXg4+NUp9oPHh5urFjxLq+++jbmDmaM6zCRVNsEen3RUSd+bqnCSGNZMGrAb6Ch8QpKrdiEBrsotLpDVqQyKhqhcZKu0BYBjUn5f1wMUL/gRSOxEeMPT8bWuDLLIV9WGTBX8f4XKMxwNi6k81gvbhx0pXfvTrz00kz69x9NWloGN26cxtKy6g3wn3/OYGIqILSzWnhoBxmu/tkXU7GgTpkoCoSazBOJypj8DCkXDmXyww8bmTjxWQBeeGF63d6A/+Dt7cjFi3FkZBTg6mpbrzHKy+XEx2eSnV2Ir68zbm52D8xqWiAQaFIem6tAMMQgVKVRBEJGRj62thYtNi2nvhgbGxEU5I67u/1tt0MegYGutf4xdOvWCYBAi2DM5ZaEO/xb5fWayvnWtFrXVsENifavrxjQxBbUo0xz1XG0rApa56ELla+r7AXQcidozUs73kAX8y1XiDQ+dYWW0Kj4W6Yj8ZFRYoW5cdXC3fnlZtjeToXUFgs1IRaL2bfvMP/+e5HY2Pjbz1WPX5DJyhGKBIjMjPlvpf6QsLtbK7QLg8lqiDX535IbnD+gbga1bt03mucHDux913HvhVAoJCSkwtVQt+tbRRvmpKTs28XYWmFsfH/FGdSGikWURFLe7KrUGqhOowiE9PR8/PyaX9+FpsLSUkz79j7k5BQRHZ2KhYWYgADXu/oX5XI5r776NqFDW9PPezCnbc9QphJCEwS2Qc3uhnvRUGvCndCZa+H2jVkkKK9X0GIFNaUq6ip74U79FDSpjDq68ZfLtEz0t91+Iq16GgodHce49S1u/BWHqWMG8+fPZ+3atRgZVX3v//33ItOnv0Jg27sLtNp0INVGpVKREFXMiR/TmDHjSeRyOUKhkJMnz9K9e+dq86gP9XE15OQUERubjlhsQliYn947LeoTkUiEs7M1GRkF+Pjot7NvTRhcDFXRuUAoLZUilcofCJ/a3ahoK21vb0lycg4XL97Czc0Ob2/Hamk+KSlpLFz4PrGxCSzdtIRE8wTyTfLrfEyhQElBUhHlxeW4hOo2e0S7FkJ9qKkGggxRvTIpKqwJQlSaH7SiASmRtqJS8hXmmjFB3ZegprbH9aHiJt+YWQxyhRDl7eNoX+R0VSm4WG6q+dfaWF3hUzvw1e52wOLQF/yYPtsKYxMhOX8F4+FRWUFVpVKRlJTCo6MnAjDmBdcaRUBdam1of0aHv0vn509iAPDz8+all2aiUCjo2bMLw4YNqPWY96K2robSUikxMelIJOUEBLji4HB/BmzXFWdnG6Kj05qlQDBQFZ0LhKysApydG78kcUtB3VbaCRcXW018gp+fM1lZ6by8/V1K0ou5degmNn52TFg/CVuRPX9aHrvjCvW/Jnv1jVeJUqEkLSqTI/OOIS0sZ9S6AXg/VL+iJBKlcdUmSA2gQYWVENRYcrkhmAullNZxZXovlFoFiyosArpa+Uu02jTLFbddDNqlnpW6+Z1VxC0AiITqy4JIXvnZWZvcuxcCqONxjI3V87tQspzsvBT+yhlPH+sdtG7dm5ycXNr1tGTG2x78tD4DgZGQLoNs7znuf4VETWWzo8/k4R5kwYvfdOD5Nk+rz0Ek4oknHqvV3GtLRVZDZGQijo5W1QS/TKYgISGTjIwCvL0d8fDwuu+DteuCtbU5CoWyWVZWNMQgVEWnAkGlUpGZWWiollUDpqbGhIR4UFhYyunTUSQnp2FyS4jS24y+Hw/Cs6c3vXJ7EGEdhfIOJvaynFJ+f+lXitOKcWrn9H/2zjs8iqqN4r/Znk3vhTQgQOhdmkiRJlUQFRRBBLsgIjawYAEriOWToohgBVREBJEmoID03iEQ0nvfvjPfH5ttZIE0FTXnee6TzezMnbuzs3PPfct5iewQiU+ED6UphZxefY6yHB1hzUMAWDvpVyZsuwOVj3OCsX/ZRlHhXM1X4/dgkJRulfWg+hYGuzvBilCrZZ7BXZq3JvCSm9FbbdfRTgbUMotjW01g8RBPALVnbbC4TPxCueXF7lkwW+TIy/URlIqqX/sUXSBh6hLAfSVfaLVZDw1lJZQWWZnY9RhKepCXl8/o0aNpN2o/Twy06SSknjdUIAglojMGoSpiWdmXDPjJwnik5dIqf5aqwtfXi5AQXy5ezCEhIQKwPf8yMgq4eDGbkBBbGWaV6vorw/x3QxAEQkP9yMkpuu4IQp2LwR21eveWlRmxWsW/XLf8n4S1a9czadJ0li5dyhOTppKtyuewzyniDRGUKsrI0mRXOMY+WWQezaXoQhGLF89j16597P79ACfSkwkODuTZSZO5445hhIWFUFhYRI8et6JeHoI0oaha47QLMclcGISsloodWSUZqhq4K1x/xFUVjLoWtHJjBbGk6kAmSBVcC+6VHWtp5W92/oTtq5/asrkUGrzwUtqIoMHqJBAqWeWIUddbw4iLhktn9Jisclp0a0Fc0/PMe8ymS1C/hTcPvNuEEqv786IyMSiuFgVjefaCWiundZPmlRpbbSA+Pox9+84RFRWIyWTh3LkMFAo5LVvG/an1Wv4NCAvz58SJFOLjw+qszdcxapUgZGcX/avkQWsTJ06c4euvv2f+/M947733uPvuu7ln58M01TVkQG535MjYGLTzqitH3xh/JEmiS5cODB8+8Ir7BQT488ILU3nkkWcYNWQwPmEVtdztJlq9qHIoK9ZUPMjep0GSVbAwVAWepJv/DGZfW5kMKpkFg8PC4DJOyUawlOVWjKoklJhcyjTbzf9Wa+27FuxuC4tV5lBblMtqdh84rqkc4rpEENfF9q/dbVVWZCUwTMkzSxNRXmMFWWTVeqwj4gkWs0iTJg2RJOkveQapVAoiIwM5dOgiMplAw4bhhITUuVcrAx8fDYIgUFKiv65qTVwn1b2vG9QaQZAkiZycIpo3j6mtLv8VMBqNPPPMqyxdupwOHTqwZMkS7rnnHgAsMitHfc7gY/Em0OLHTYUdOOx7klRNhkfTv8pXhSAIXLhwiYiIsKued8CA3sTHx7Bx/E66vtWO0GbBtZb+CE6xGldrQHWM+bWVCSEXRDfffG1AIzOjK5e3vty1oBbV+BgD8LX64GPxRmn1QiOqy5sKhSRHjgyQHAGUDxX1RCz/3yRYKRPMlAkmSgUzpYKJAkFPnqAnT3b1VMJrQbTKPD7o7BOX4PLdC7Kq3wcGF9VGffnq/bwujHBVMQBalcnjcXY8u8wpdewqXOVK1qoTu9Ly5jBmz36P2bPf46mnHmX69ClV7qOysFptZZjT0vIRBIGGDSMJDa2aQuN/GYIgEBbmT3Z20XVFEOrgjlojCCUlemQyodpSw/9GFBYWMWHCE5w4cYZff/2Vnj17VtgnwOxHmDmYn4K2E2jxo31pIgm6eA74nqBQWey+s0yOJEmsWrWOLl06XPXcPj7e/Pbbj9xxx/389sZu+r3dA3Xk1YPzSq0a1OUrf3s0vxmFM2CxGhO5QVKhEa4+YVQHte1auBoUVjUh+gj8jSEEmILxNgWAIFEsL6VYUUqZvIwceRl6mZEiyYJeZsIiWNGLMqRyV8Pk4h584LsdSbQRB7Ukx0tS4y0p0YpqfCUVDayBdBDrESRp0GEhU1ZGqlDKBXRkUOYWoWGxOOlYbQdWlerVqMpjEuz3gdGswLt84lepq0fociwVo/hdg3GvpZlRImo8Bq3a40y6j29AaFEXvvzyS9LSMirsVxuwxVkVkZSURUCANx07JlBaauD8+UyCg33qghGrgLAwfw4fvkjDhhHXjdWlrhaDO2qNIGRnFxEa+t9yLxw8eJRGjRpUUIkD24Nk6tQXOX/+Ejt27KRBgwYVO5CgXUkzjnifxSyzkK3KZ0PQ7zTQx9Cz8AbS1Fkc8TmNUWZ7MF/adB5fXx/Gjr2jUuNTq9XcfHN3tr+0i9V3bmTEqgF4BdoJnEsMQA2faQ4BH0nmIBOVlcN1hRm5cwIo/2PFVTGx6qtd+zjkgqva4tXHJkgyfPQR+Omi8SmLQWX1okidT6Eqlwt+J8mUlWGSmxxuBcAht+yaDSBd/lsQQBQkRKyYBSvF5RJBrpYdo1mBIIHWqqWepCVW8mGAGEwYGtLQc1Iq5qRUQiaVyyrweE0scoe/Q+ZiaqhptY48s7fjb7DSlvZoVDivkboKmTGu1oTKWphUWgU+w1PhS/jqq+95552X8fKqvQVLcbGOc+cyAYlmzWLw97etfNVqJenp+aSn5xMdHVJr5/u3Q6tVo1IpKCrSERBwfaTF12UxuKNWCILNvVBM69bxtdHddQ9JkpgwYQqrVq1j/PjRzJnzcgVi9Nln37B27Sa2bdvmmRwA9QxRKCUlSZoUZ98CnNemcEmTQfOyRtySexMnvJM445VMWVYZHTu2pUWLxEqPddKkidx66y3cfvtEts/aTb+3bkKQVe1HYF+hma1yx0Pe1QQs/xt/U1ZJ5oh9cLUqVNXdIIhyvMvi8ClphJcuGqOyiCJtCqdDd1KqKkQnusYEVD97wTXGxP4wulykSBKgQDBSIBg5RgFmUY4SGfXxoTH+jJfVBxmcEIs5IBVwSbLpElgt1yA+Nfyeykwqx18ftY2gKFziFULLMxqqglyzj8fy5EpZ1eiK/buPaOJPm+Gx5F0srTVyYDSauXAhi4KCMurXDyc8vOJCqGHDCA4dukB4eECV67D8lxEa6kd2dtF1QxDq4I5auZMLC8tQqRT/GYWwBQs+48cff+G+++7j008/5YYb2jJq1HDH+ykp6Uyd+iIAbdu2BSA/3+arzMzMRK/X06xZM1qWJXDQ5xSupNVucjUKIgd8TnNWk0q70kQS9DHI25v4bsZXfP/9WkaMGFSpsQqCQGxsNEuXfkD3XkNI2nKJhn3i3PZxlemVyVzJQHlsQTWCF121FFzjFaoTvOiwUFT5SM/QCCZbFLwEsrJovIqbEVzcCIM6jxK/M1wM3o1FYZt0q5rRcDUthJqoFZoROUMxR016IJNwNLSS+zFKHgsy2GcpZJ9QRIFU/eBQi7mi28LVunGt2AJPOFkW4ZBnVrtM+tXVxzC4KGJeyaJkKDYR3tgZD7B79wHmzJnPuXMXaNEikdmzZxAdHenxWFeIoq0Mc0pKHpGRgXTsmFBB88AOrVZNSIgfqal5/2kV2aoiLMyf/fuTSEiIuC7cM3Vpju6oFYKQk1NMWJh/bXR13WPt2o08//wbLFmyhLFjx5KensbKlT+6EYSoKNsDIiwsDLlczksvvcTrr7+O2WymW7fO7NjxB3379mXo6GGkB+QgXOb3sujNCAoZcqWcEkUZ2wL2E2UMpV/j3gz4uBczZsxg27advPPOTJTKyq1mExMbMWLoYH756FcibojG4qt2ZC+oq7haA5sJWGMvuuQS9FadQEG3YxxkxIW0VGMyMbuETDpdIOXXWVSgLGiFKr8jkiRH73+C3PqfU1SuDGjxQApcdQ/sJE4lszrcDDURRhIlwTE2i0umgj2F0TV7wY4sychGSw4bLTnECl50kAcwVdOAJKuO7ZY8zou6iuexuNxngr0ctTNoUZBX3YVzoTDIYU1wvQbGalS4zDT5oZWXExwrjngY1/vzWpaFC79nkH22hJJsA5NW3MMLPd/l4YefBmQ0bdqcNWvWsWbNL1y6dBBfX881UmxlmEtISsrE21tT6TLMsbEh7N+fRHR0cJ0VoZLQaFRotSoKCsquC6XJuiwGd9T4Lra7F9q392xG/zehqKiEyZNn8OSTTzJ27NjybUXIXRYVqakZPProM2i1Wr766ismT57MV199yQcfvE5iYgKhoSGo1Ur27TvP22/PIezpRvjG+GMo0HP8k31ozsCJEycJCQmh85KBqANt+dSpqlzSA3cwu+mTfPDBB2zcuJGJE5/kgw9m4edXuR/W22+/xLrOm1hx63doQ7TEd69HfK8Yopv5IVNUnIQ8PeRrUnwJXFMhVS5VHatuG/BEAK4JixdCXmeE/PYovLIwhG+mxMuZMSKWyy1rZSZKykmCpwJZ1YW9oqLVgyRyTXDBZOQCWawmm45Kf25XRWFGZKspnwOWohpoWYJep0KuKC++JVbfhXM5skzOFb6qGgQVcFRvBKeVK+NUMSW5BhQqGV88+Adf0IUOHdqzadNmntlzDw11UZzfms7u3Qfo0+emCn3aAw7NZguNG0dVqeqgRqMiJMS3zopQRYSF+ZOTU3RdEIQ6uKPGBKG4WI9Go/xPVOb68stvUalUvPrqq4At1WnXrj/o3r0zb7zxPsePn2bDhq20bduGo0ePkpyczIIFC1iz5nO6devk6CcnpxitVsP+/fsZHtQKSZLYO2srpalFTJvwIO3aTeeeex4lY9clYvokIFlESlIKubDmJMfvHUC/fv3w8/MjOTmZn37axujRgyoVHOrn58uqZZ+xfv0WvL29WbduEz8sXU9E61CGf9rPtpPLbFIdy4KrcqFcEh3bHK6FSgacmVz7qaHzXLJqkHK7IsvrhNXvFNb6n6MvT8nTgIMM1AQKmYihXLvAvpKWCRJma82VHKE8sBAQre46C64wIbHDXMhOcyFNFd70UQXTVxXCelMOhyzFVwzxFO2xCxZn2qNUQ52FdJ3ToliqdF5fTbmFwLWOw7WQY/LFS17u3rCqHfelp+DFLmPq03p4PNogFb99fBaZt4aWt8Yy6+JEfMK8GPRGZxb1/4mdO/e6EQSz2VaGOSenuMql2l0RGxvKgQNJREeH/CerNVYHwcG+JCfn/GX6FVdDXZCiO2pMEPLzS6/b2t61icLCIt5660NmzHgetdoWayGXy3nzzTf53/8+xGqVkZiYyMqVKxkyZAiCIPDQQw9x222D3ciBJEkkJ+eQmnoR70hflN4qco9kkrHrEv0/v53Jg+4HoH79OApP53Di033oMksQZDICGgVz2223MX78eBYtWkRiYiKvvfYy+/efp2HDyEoVyOrQoQ0dOrQB4IknHmTEiHtJMl+o9HUwuq7ayicTt+DF6sQrSEqnsmINV6YGyTk+UVRBbmek3K5IvmeRGn6MRVkeSCdVPdDQUk5alDKrw91QE0lkqyQ4HkiurgWzpaIwUlUgASdMOk6YdTRRaBmoDqWvKoSfDDkct5S57FV9lOpdSi6Xj7egTIu32jaR+2sqr+WQZ3Q+P/QKZ3aGj7zyMQ8lVo2NMKiVaNQ2ntvt/sQKVjClRkG/Fzvw7pMLGDKkH61btyA9PZ9Ll3IIDfWnY8eEGrkHvLxsVoS0tDzi46+uVVIHGzQaFQqFnNJSQ50C5XWGGhOEgoLS/4Q5bcWKH/Hy8mLKlClu25988kl69+5NdnY2crmcbt26IQgC+/fvZ+PGjWza9K3b/nl5JQgCbN26jWG9BrOk/fsMmDGA3r26882g2Y79Ll68RDNtc85l2CY0ySpybsfv/PHHfgYPvpvRo0fTvn07nnxyGitXLuX06TR8fTU0aHD1stKueOLoi/y+ezfdZ3TBUm7+Fj0weKOocKzatFV4aLvCGahYM+lmVwvF1dIVpeLGkDEINFmIDZaAOrf8jYq3vL0ftczsqClgN/9rZSZKrdUPvjW7lHO2WxNqy20hVYJAnLboOG1JprnCh2GaMLqJZr4zZJEnXv17FM0u2RblVguLUY5MUa5qqKxeyGhqmdOyoFXYSKWPsmr3lOv3URUrlwwRERkNe0bRsGFD1q3bisXihVqtoHXr+FrTcHFaEYKvGNRYB3cEBflQUFD6txOEOguCO2pEEMxmCzqdEX//fz/rS0lJo3HjxhWCAkePHsXKld+i0WiwWCwEBgYwePAQNm3ayNCh/WnfvrVjX7v1IDY2hJ079/LcczP4+uuv2bdvrxuRMJlMFBQUcujQIUaNGk6jRg1o1Kg+MpmMrl07ctNNXXj55Zd54IEHOH8+iYceeoING1aQlpbPgQNJREXZykrL5Vd/OJ1adRa5WkHcTTVXv3SkQrq4E5SSS9paNUSW7KIlYhUKLkmmAKT0gWAMhaifwPc8BlENkqrCOGsDrroHdmtCbbkVXLMKHG6Aaj7AjltKOVVaSg9VEFO94/jdWMgmQx7myywJjgdkNZU2C8u8HH81att9UKpyTuiqKrgWCs3O54rZxVLjJb96poZRVDhLggtShViPkmNWRo0aRb169fDygubN42rVtO3lpSI42BaLUGdFqBwCA31IScklNvbvLQFdl8XgjhrZcwsKyvD3114X6Sl/No4cOUH79u7qhTk5Oaxc+S2rVy8jI+MoyckHePrpx0hLu0inTu346KO33PbPzy9FkqCgIJfU1HT69u3Lxx8v4s47b6Vx44aO/fR6W4pdWVkZY8fewdSpDzFkSH/H+2PGjOT06ZOMHz+erl27cvDgEZKTU4iLC6VDh4YYDGb27DlHZmYh0lXCcs+uPU/isAQUGs88UW9VVWh5Jh8MorJCqw7MktzRTJICk6TAICkxI3cLQrx2PwoMViXG3C6I5x5C1KZhTZiPyeeiWyxDdeEYp+hslvJWHVisMkczW+QVmtUqq757wSo4Gpc1q1VgiyGft4ovEi5X8ZRfPLHyqq2arSYZVpMMU5kSs16BWa9Ap1c5WlWQo/MhR+fDhaIgsvXeZOu9uVgSRKFJS6GpcvK7eqvS0Yyi4qrZE3JRSf38tvT1u4MTJ04wefJkfHxUf4rfOzY2hPT0fKzWmgX1/lcQEKCltNSA1Vq7FV3rUDPUyIJQUFBKUNC/P/4AbLnUDz882W3bvn37UCgUdOrUDgCt1ouJE+9m4sS7PfaRlpZPdHQwy5Z9ToMG9fH19WXHjp289NIUt/2OHTvpeN2uXcsK/YwcOYSRI4fw6adf8corc1Gr1Zw/f5GGDeNRq5U0bRpNUZGO8+czSU/PJyEhooLeeXp6JnlnCrjxxW6IONPsXGMAlDXMWCiyap2xCY6ARS+nhaEaFR1NLi4Ce0YEZl9kqcPAqkWsvwQ05e6ESvJfV2uCuXyCqamFwe5aMLlIItckFdIBseYBhEWShc/K0mmr9OUBn2h2GAv5xZCLiNOdAIJDWMmNZFbBslBapnb8VZRnQqiUzu9co6z895+h90ersLkiLC7fjbf82oqSZlFBZGl94otaka9JZ3/MenzG6LGssmA01r4MONh0Efz8tGRlFRIVFfSnnOPfBLlcjq+vFwUFOkJC/r5shro0R3dU+4klSRIFBf+NAMVjx05hNBrx8nJ3pXz//ff06NHFEbR4Nej1RkpL9eTmZvLuu4t49tnnOHz4MAqFgnbtWrntGxNTz/H6an3feeetiKKV0NAQzpw57/aev7+Wtm3rExUVxPHjKZw6lYrRaObSpTRefPFNhgy5B/9YP4ISAitzCTyiwKJ1rNqMotLRzJLCIWtcHdiPN0gqh2XB3iqguAmcewhJm4rYYLELOcBh3bBKguO13Rrg+n51YBLlmEQ5CpmIRZJhkWQYLQqMlprnv1tMciwmOUi2WADRLHNaAqoJh2XBInO0A4ZS3iy8SIxcwxSfOAKl6mUiWXVKrEYFVqMCo17paFVBsVHjaAUGLwoMXqSUBlBs1lBsrpyVw9XSZb8vNbpI2mf2I6KsAUdDt/FH2WY2vfcHBRdssT2RkX9e/FRUVBDp6flXteLVwYnAQG8KCkr/7mFc19ixYwetW7dGq9XSpk0bdu3aVanjFi5ciCAIzJs3r0rnqzZB0OmMgFDpgLh/MnQ6W0T2jTfe6NgmiiI//PADQ4cOqFQfaWkFREQE8Mor79CrVy8mTpzI3r17adSoQYVYAZPJtsJ+9dVnr9qnt7eWYcMGAAK7dx+o8L4gCEREBNCkSQT79x9iw4Z9zJ49n127DjJx4gMMXNgfmbziLWASFZhEBWVWlaPpRaWjXcuUey0YJCUGSUmJ6OUgA67uhspAkgSsmX2Q0gdhjl2OKXQHZmQOYmGo5mRnh1KwOsZjdyeoZRYHGagO7C4EUazoWpAkAYtF7laEqSoQLIKzWW3Nzd1wBRSLVhYWp7HPWMzUgFgSlRVN+5JZhmQRypuTYEhmOZK5auMtKfKiTKemTKcmr8ibEr2aEn3VgkCz9L6UWVSUWVRkG30ps6opuyyQVG3R0iynK01zu5Did5KD4ZsoVRdw9KcUDnx+mp+m7eCOO4ZVWkOkOggM9EYUJYqKKopW1aEiAgN9/naCIJVnFtVWq03k5+czePBgHnvsMQoKCnj00UcZPHgwhYWFVz0uIyODt956ixYtWlT5nNV+ytvdC3933upfgbZtW+DlpWHz5s3ccYetUJLJZCI3N/eaZZcBrFaRrKxCSkoy2bz5N/bt28e+fft48803eeqpRyrsn5BQn5yckygU1/56OnRow7p1WzhzJumK+wwcOIrTp88RHh7Ok288ydCQoRzzO4Za4+2QWa7N4BxXOVxZuWuh0Kp1uBY0VSjaY4db9oLFG0XqcARJgbnhx6DQVSs90jUl0p6+WRPiIwgSpvJSyK6uBXM1YxVcIYkClLsW3Kz8NVicCi61G7aXFpNqNDEuIJId+kI26vKpjidD1CvArqXg0r9VXj13VZHRaT2ozD0qE+XElyQSXdKIZN+zHAw4gCizQvn3G1jflkXx5ZfzueWWm6s1pspCEASHFaGu1sC14eOjwWKxoteb/raF5/WcxbBq1Srq1avH/ffbUuHvv/9+5s2bx6pVqxg/fvwVj3v00Ud54YUX+Oyzz6p8zmpbEPLzy/4T7oWVK3/kvvumoNcbKCgocGzftm0bMpnMY4zA5cjOLsLfX8srr7zNpEmTyMjIoFevXgwb1p/HHpvg8ZjKkAOARo0akJ+fT3LyJQwGz/7YUaNuBaDxo4050fwEBwMOkliSSLe8bviZr1zD3lxm4sjH+7m0OYnCbBNGq8LWRGezr7KLLF5VsgBcjjJR7bAmmCS5o1Xo0xiEMmkCkjoHS/znNnJwGZzuBAVGSYmx3GJhkJSYJAVlotpWi6EaMFkVmKwKFIKIySrHZJVjsCgcIklVhcUiczSr2dZEi9zR7Kv16kAwC+6Whcva5UgyG5hTkExTlTfj/CJReCh9K5hlzuPNziaZZEimqo/TZFRiMiopLPJGZ1ChM6goMakdrTLQW5XoLUq8ixPoknkLarMf28O2cM7vpI0cuKD+zbE0aFCf/fuP/CWLm4iIAAoKSjEaq18j478CQRCuCytCbUMQBEebOXNmtfs5cuQIbdq0cdvWpk0bjhw5csVjvvvuOwoKCrj33nurdc5qPdVEUaS4WEezZtHVOun1joKCQs6du4BGo+aBB56kT5+bmTRpEiNGjHDsc/jwYZo0SSAkJPiqfUmSRHp6PjExwZw9m0Rk5FE+/PBDpkx5gBkznqjxQ8pe98FoNHHo0DE6d25fYZ8hQ/rz8svvENTIFiyVq85la+hW4nRx3JjfhXRNBoe8z2AoT0UsTCnBWKDHWKjn2OKDjn5G/3Yv8iqqw7kKK9npqD1g0bapCitLXRSyS6Mxhf6GJegQIMcq2msK1E4mjUyQ0JdrIditCQqZlTJLDbQQyq0JrmJINSnc5Ab7RF9Lc12xQeJ/xjTGBIXzsF89FhdkoJfEGpeCFI0uhaBcPrtcVfmodZ3FeS+51v+IQUOb4ubIJRkHAveRr84DPD/c5AoZDz/8CB9/vJAXXphahU9QPSgUckJD/cnIKKhLeawEgoJ8yM0t/tsCO/+MaJHKxKCYzearZnCo1WpKS0sJCAhw2x4QEEBJiecqqoWFhUybNo3169dXabyuqNZTqrBQh7e35l8hAnLy5FlmzXqXwMBG9OgxDIAnnniBfv3u4KabhtGyZUtSU9P44IMP3L7oXbt2OrIXrobiYj1Wq0hy8kUsFgtbtmxhzpyXef75qdUiB1u2/EZOTp7jf3vgpEKhoKTEnXlPPvQity9+gL533k5oqzD86gchSjIsohyzJOOcVwprg7diRmJgbg+a6OIRJIGjH+5k20OrOPrhLurVi+T992cjyATOrT5dYTyu1gT7yr3IosUsKhwZAVWFTlQ7UyjL4wnMxYnIksdgjFxfTg6qD9eASnurUcBiuVXBZFVgsshtzepsNYHHlb9rq06fZsHWTILjtWt/FiSW5meSbjExOTgaf9m1P4NgElyaDMEkA70cjDJbqwIKi7XojUr0RiXZJT7ozCp05oomZy9RxY2lzbixoCMXvVLYFPy7gxyA56BFo6igRYsWXLiQjMn052QwXI6oqCAyMgoQxbpgxWvBZkEo+9uu1d8VgzB8+HC8vLyu2JKTk/Hx8aGoqMjtuKKiInx9PcfRPP3009x77700adKk2tejWk/wwsLSSsn6Xq9Yvfpnxo9/vAKz0+sNPPros6xebWNcw4YNo3nz5syePZv//e9/BAY6I/7T0tJp0aL7Nc+Vnp5PVFQgYWFxvPnmC/Tt24P69eOueZwnGAxGbrvtPqKjI9m/fxMqlcoRZBUSEsKOHXsoKipm3brNHD16knPnk5ArZcTfHE/7xzt5JCRmmYWDvic473WJVrlNSNDHkFPvAhlcpCy1iLEPD+euu0Ywe/Y8REnAIskoMGnxLZfEVcqrnrfsGo/gSlGvZAWQFzdCnT4QQ+xKRG2a52vjMrm7Kiza3RNiTSWcy6WVDVaFy7bqxytY3USQbN+LqzKiVL6tOhTAk/ugqpCA74tzuNk7kMnB0XyYnU6h1ZaWKHkitlURVtLJkcoVGV3vHlMl+5BLAg2LG3GDJYrTqgx+DPwNs8wKogKZ1dmH7Ar9faL8BlEmMmLx4/z08PzKj7ua8PHR4OWlIi+vhNDQK7v06gAqlQKNRkVJSeWluv8N+Omnn665T6tWrSpkIRw6dIipUz1bwjZs2EBZWRnz59vu8fz8fA4cOMDOnTtZsWJFpcZVradmcbG+Ql79Pwn33jvZQQ5CQmymLLlcztmzSXz11XeO/R588EFeeeUVMjIyiI6OZsCA/vz4448AKJVKrNar53FbrSJ5eSWEhQWgUql44IGx1SYHAPn5thiI1NQM7rrrIU6dOouXl4bAwAD69evHRx8tYcqUF/Dy8mfy5CkMWjSAMZtH0/OV7mgCnSma9iwFk6iwWRMsMjbN/YXHhj/ED3+sY+RNw3jxxReJiori99/3YDSaKCvTYTVVngzYV2tFFi+PKYaVhbwkwUYO4pZTqslBJ6oua2p01Ywn8DReo6hwxFq4ivBUB/YMBbtrQaxhpoIdnjIWrhZbUBnITAIyc3mzlDeTwJbCQn4vKebR0Cj8r6HM6RFmGZhlCAa5LX7BXI04hXJLTF6ZN9HGMO4q7Ug90Y8ffPfzh/a8jRxcq4/ye90iylF6q4i5uQGnvjpCUVGxx/1PnjzLCy+8UWvCPeHhAWRnF9ZKX/92+Pt7/X0EQarlVosYPnw4qampLF68GJPJxOLFi8nIyGD48OEe99+7dy9Hjx7l0KFDHDp0iA4dOvDUU0+xcOHCSp+zyksgSZL+8UU10tOPotGoEQSBFi1sFd1cHwRKpRKz2czAgQOZPXs2jRs3ZuTIkXTt2pERI0bw5Zdf0qBBfQ4dOn7V8+TlleDnp0Wlqp3a8Pn5hQCofJTsTzpCly4D8Y3yobSojMwbMhn90GjbjnIF+zhEMFFYJQH7R3NNz7PozZxYcgDf+EBC29UjadUJApqE8tP737Gr6Q46RbZhzpx3iI4ORaVSMWPGFF549U0ShjdF4aV0+OeNogJvuzXBJbagOkWbXAMH5YioSuPxzuhPYcwqLOr8KvdnG59zcreTE9dSxTXJWjCWWxAEQcJoLs9eqIlLQXJG/rtN9OVpijXRrZKZPROHylhBt5YUIhPg0dB6fJidRpGLhLbMMU7BYUVw7bMqhhvRJRjT4uK+VCmthEkaBoix+JsUbFIlcVFRiK8HkaRiswaNi5yz4grkodk9bdj+1C/06jWC339fg1qtQiaTsW/fIX7+eQsff/w5paVlTJx4N3FxNZciDw314/z5TCwW67/CNftnwiaYVHbtHf9jCAoKYs2aNTzyyCM89thjNG7cmDVr1jgs25cuXaJZs2acOHGC2NhYQkPdZatVKhW+vr5ulvBrocpPR53OiEql+EeXMvXycqZOffnlfM6fv0h+fiFdu3ZEFEWOHTtJy5bN2LFjD888M91t3w8/XMy4ceP45Zdf6NmzZ7nEsecHSHZ2EWFhtWdSbNEikdtXDmPjU1sJaxlK79d7kLE/E/84fyJuiHLsdy33nSRJ7Jy+gcKzeRiLDHR6uQ8BjYJpFlyfs/lJTL71QaZPn87WrVuZNm0qxcXt6devH9OnzybzaB5hHaJRVWLVdjmKLFpHiqMo2CYDnah2qC261mtQ6qLwzxhAYfRqRK/MK/bpVr3RZTay1kLUnlyQHNYDU3mqokImUurBH15ZWF1W0KLdpVADASRXuJKKapZSqAA7sdiaV4RcFHgoNIoP0tMx2MlgFYYueCIpFjmSytaX4OGRokXOQGsMzaUgtssyOKFOQxQkkARH2mOxWe1GCioDn7gg+i65jfWjl/Poo8/www8/e9wvOjrK4/aqQqGQExDgTW5uCRERAbXS578Vvr5eXLqUe+0d/wRcz2mOYNPiuVLWQmxsLKWlV84A2bp1a5XPV2WCUFKi/0dbDy5H69bNad26udu2Fi0SAWjevAnffruGo0dPYjAYWLRoGU2aJODn50tCQgIAZWWeTWEWi5XCwjISE+t5fL8yMBqN3H77RCIjw1m48B3bRkHAYrCg9FIQ2DCQwIY2Nmi9woRgcDGPiwgk/XCc4/P/wFxq4uefv2HmzLf44/mNzJw5k/fee4+CggIOHNjPkCGDWbPmJ86dO8E99wwjKSmb9xa8z7IVXyC18/yZis0aR3U9mUveu6yKSnJyUwABaUMoivwZs1cGOqvtfpPVUPrZDldXh6tsr90ioK9msKIdpnJrwuWZCpYqigrZ4eBirsIEtUQA5EZnn3Z+5bbqd3m9qbAQP7mCe8PDWZSZUSH/xE4ABJc+BJfjJVnlB23VK+iu9aevLJzj5POB7Bh6wYpPFZmPySVO5HJrgtJbRevJXfjhRSc5mDFjCvfddxclJaXExkbXaipkWJg/mZmFdQThGtBq1ZhMVZdhrw3UiV664z9PEK6FBg3iMJslDh06RKdO7UlOTsXHx4dTp04hk8lo0qShx+Nyc4sJDPSukTnRahX57bc/ABg/fjSlpWVsf2wnAQ0DaPdwOzcBHlcRGVdXgmixosssxTvKD4vBwqG3twOwa9c6RFFyKDDOnDmTb7/9lpEjR/Ltt9+xaNEi1qz5iaVLl9OxYxvuuus2vLwENMIEAjID+CVqOzq5jRxVt2iRHaVWp0VHY1USmzqc3OA9FGuzQNQgr8ZseC3XQlUhEyRHmp2dSMgECYO53MJQE9eCi36AYHcn1NCq4Lpad8yprpexGt3LzAKrM/MYXy+cO4NCWZ6V4+6iqO6Qy8clGuTI1FYay70Zrg6nVDCz0JpEkcJznIArXO9/k8v9qLgKqSy+WMCR/+0GIDw8lFWrltK0aSMAgoKqL0F+JQQH+3LmTDomk6XW3I7/RgiCgI9P7ZTerkPNUOW7tLhYT1hYwJ8wlOsTISFBLF/+AwCZmTnExtYjJSUVsOlBXLyYQsOG8RWOy84uIiKiZg8Z17iIW24ZhSAITJ48maI78pCr5JivsaA+t+okxxYfwJCno8GtzQhuYzOXht0QQ5MmCfz88xYA2rdvxf79Rxg5ciRTp04lJyeHBx54gPDwMLKysnnssefo0KENiYkJfP31SqxWJX379eCc9iKnvM9zrcKLnvz8Zhd7st21IEgyojL6U+JznuKAkxWOcYVOrGjmr2mmgn2cMpyuBUM1AxQ9QbTIai1TQea6wHIU2qr+2ACcApeCZ2uCYDvFF+nZPBIbRe/AADZfQ+ZVZhSQ5OUDU7hYK1wX8+WXOESmZLgmiki5mtXGLE4pbUG5gkmJt8aWkqg3K9GqbK+rqv5ptMrJOZCGpcxMQKt6rL/LFsk9aFBfli378E+vSiuXy/72PP9/Cv6uRej17mL4q1GlX4Qoiuh0xv8Uu3MtpPTee4to0SIRi8WCv78//fr1Y+zYx8jKynE7xmSyUFysJzi4Zjrvvr4+zJ//NnK5nAULFrB+/XrefPNN5KqKM7KI4GgWUc6l7Snse2cHzzz2CDNnPkXpzhw+H/UhAPGEcvHiJRo0iAVg/36bT6tz5w7MnTuXli1bIpPJuOGGtowYMRiA06fPAfDYY/fx0Ucf8VXGt/hYvbkltyfhZbGYRRlmydmKLZoqZy2E596AKDeSG7yHIouWUquGUqvGkbHg+ro6cMtUuCxjwVjNlEWjRY7RIsdkVjiavVyz1Sx3tCpD8qCBIIJgsbXqQGZxaeaKrbIwSRKfpmfQPdCfxgovZ/aDh1YZaAQZQ7UhTA2I5aKo442y8xy1lCAIEkI1giksogyxPEbBJMod9TMurTvN75PXsOeljawftJiQ9tE0faAz69dvYceOPVU+T3UQFuZPdnbRtXf8j8PP72+yUktC7bZ/OKpEEEpLDWi1auQeCvz8WzFixCDeeuslAE6ePENycirBwUGcPHmSpUuXotFoufnm29zEi3JyiggO9q2V6zRy5GB8fX14+NGH6d+/P/Val2cmSMJVffJJP5wgfmATpkx5kCZNEigpKXXIfO7Zc4CZM9+mceOG9OjR1XHMM888BtjyZ9966y1+/nkzixa9w9q1Xzl06y0WC5IkYdKa2R1wkD8CDpBQlkD33O4EmAIq/bl0VpUj/VFnVaEuTsC3LJ6zITspEatHQM2S3Cmw5KFVB3YZZddmcmk1gSPtTxKc6YA1SVV0mfjlJmerKgFwhevxrq1UL/JNag6jo8PwraQbTWYUEKwgWG2xDzIROnn5MiOgPr6Cgjfzk9lsysNSSVOIRZShkImOipp2SJKEIbcMyer++zAVG/BvFMKgn+5FHaQl8Ib6RN1xA6hkV0x3rG0EBflQVmbEYKiTXr4a/ktu7OsZVXrC/dfiD+zo1Kmt4/Wvv/6OJElkZGQwaNBAjh07jslk4siRE9x8s004KS+vlMjI2vFhKhQKPv10HtMWvkzB+SICGgRU6jh9ThnhHW1S2ImJCej1er755htuueVmfv55Mz/++AuCIPDDD0tZt24zVquF4cPvBWDz5s306tULq9XKu+8uoFu3TiiVSvR6AyNHTiA2Ngb/8uDIXFUBW0O2EquPpVN+J/I0WZzxP4ZRbnDGJrjyJA+cRm32JT63C2ciNmOVX13dzljDAMLLYUXAZE/ZdBNBqv55LG4iSOUf3stWFRFcUhmr0bfMNVPBfi1r6FqwJ4+48s3KeGvOlunZXVDCmHphLEx2D1p0dYGIHj5pvEbDrSHBiMAnRWlcsthSFl33dBU6UsicvSs9ZNBIokRpWgEZ286T9M1BzCVGZCo5PjEBPDdxGpMmTaLb+hEUnc1l68M/YMzXoc8oZnOf9wE4fPg4TZs29ugurE3IZDY3Q35+SZ2b4SpQq2v3d15Z1AUpuqPKBMHf/5+roFhVWCwWHnhgGqtWrXVsmzVrHr169UQmk5GSksJ7770GCPTq1Q2wBRZWpU5FdnYu9903hZMnz9C4cUNCQoKIjAwnIaE+wcGB/P77bvbtO0zSsYvE9Yql46Oe5Z0VgugWnCXIBaxG21NapXKa5Dt3bk/Pnl1p2bKZI0J74MCbkSSJ4cMH0r9/b95660P8/f2ZPHkys2bNA8AvIZjomxM4ceI0AY2CsaBCha1/ERkXvVJJVWfSvKwhN2b1JcnnLOl+pxCvlXkgCTTIuZH0gCOUqXPd5JntsQlm5I7Jojr6Cq6ZCvbqldUtKgUgl4noy4MT7XUWBEGqsQASlAcUetA9qEnQoifrQU2DC+1ujs0ZBdRvEEnPQH+25hQ5+70CwQiQyxkcHEwDLy/WFOZyQFdqIzh2o1E1xqLPLGbbnZ+5bfvttzVkZGRx+PAx3n13Lm+88QY+nSOJvbUlKWuO41M/CO845wT9zjsf8c47HzFlyoM8/vj9BAT4V30glURdHMK18V+oEvxPQJUIQnGxnujokD9rLNcVFi36nNmz51FUVEyDBg1ISkpi2bJlaLVali5dyrPPPsu0aY8wapS7ilVRkQ5vb3WlsxdOnTrLjh27GT58OK1btyYrK4uUlBS2bfuD9PQMgoKC6NOnD81mN8M30lY980opja4IbBxCwSlbbMTKlU71xzZtWnDTTV0q7P/zz5tZtWod67ZtxVigY3HWD2QevkCXeUPJ3pVM5u8XyD2UAUDh2Twb+bhMTNMis3DK/ziXvC/StKglsRkDOBtwiALvFMeD33ViliNRrygRKxKXfM+BpKxa8aZyXMl9UJMS1p50D0w1kFYGzyJI9tc1EkFyC1i8wuuq9ulCKi4PVAT3uMiVqTlMblSPE8U6skwV2YhgBaUg0DPYnxuD/dlRWMSKrByMyup9aK3CeQ5rTj6HX/wFAB8fb0pLy+jfvxctWiTSokUiffv24JFH7mPduk3Mnv0eoqjjw/c/YNy4cXh7ezOxdCKHDu1DJpOxd+9BVq78iR07drN27VcolX/OKjYw0IezZzMQRQmZrG4ivK5QZ0FwQ6WfeBaLFZPJgrd3zWVtr3ekpmbw7LOv8sQTT6BSqXjjjTcA6NixIyNGDOfkyVM0bFifqVMfqnBsQUFplcpg33RTFx58cCwLFy5j1apVgK1CV6tWLWnXrh0JCY1ITExkZfE3eAVqUGiu/ZUpZFaCW0Zw+P2d3LVlJiPq2So8RkdHuZGDrKwcQkODKSkp4/vv15KQkIDX0Ci8wn05+u529JklhHeOo+Wkbii8lJz+bB+aYC31hzZFrlZAuQXBYFWiktmtCQKlCh17g3cTYQoisaANptJGnAs8QJmqyM1s7GX2JaaoGYcif7nmytGRYVBLCkC2uhI2EuDqWjDVQFnR6rAmuAgi1WDl72o1cLgBXKzrNbkUMgser7mDU1Vh2EV6CxvS87kzOpSPzqbbKJ7VSSxaBXkzOCyIS3ojcy+lUmC5cpSlVKZA5mMjAEa9Eh9fAwAapWef/S8jvwTAv3EIRWds4joffzzXbR+t1ouRI4fQp89NLFy4jKlTp7Jw4QJatbIR8gMHjiBJEkOGDGHIkCE88MADjBw5gZUrP3GzvtUWVCoFXl6qcovsP1ey/t+IuiwGd1T6aVhSYsDbW/OfMP2cOXMOmUzG22+/jdlspl69enTr1g0/Pz9OnjzFxx/PpW/fnh4fHgUFpTRuXDX1tRdfnEaDBvGEhgYTFhZCdnYuBw8eJSsrhy1bNrBgwXxyc21BkA888ADieD0yhV3f33Ofsf0acW7lUc5/f5xb5z3Piy++idVqJT+/gKVLV1BUVMx77y3Cz8+XkpJStFoty5cvZ5H/z5SlF6HPtJUQ9UsIxmSVU/+eToT1bExAvD+CXIZJvPZkna/JZlfERqJLG9A2uxfZ2hQuBhzBIjeBBAm5nUnyP06JXI+s/IdpRY68vF9zDbmAa3qlPQXSXINUSJOLC8EurWypabVG+yLa6iG2oIZwuOprLf0RN+LgsCLIYHduCa0CfOge5s+28ij9el4qhkQGo5bL+Do9hySdAVEpVeygGrAazKT+csrx/+Q7x9G6dXOaNWuMr69ngh4Q4M8zz0xi0KC+LF26nNWr1+PtraVevSimT5/B3XffjZ+fH7169aJLly6MHv0gX365AI2m9hdFgYE+5OeX1hGEOlzXEKRKFKsWBIHjx3dTUqKnSZPqKwP+EyCKIrNnz2POnPkkJycTGxvreG/ixIls3ryRTZtWEhxc0X9oNJrZt+88Xbs2qXUilZubx513PsCBA0fo8Up3Em5pAOAmluQag2AR5ex/cxteYT7sePsrjEYjer2B1157lx9+WE/9+vFcvJjM+PHj2Rl7Dv/EUBQaJaIkIIkSl9aeQBWgJfzGBm7jMOcWc/6bQxgL9SQMbuQIhLRbENQukrcyl5nJS5KTUNyccF00F/1OYBHMxJQlsC98IwjuZMNOEDy5G8ySk0B4gtVl0hHdXlckCJ4sCKUW22RgF0UC0Je/1puc23QmGzk0u5AG13RGuwVBMtq2vR/amMczzgKXuRiuQhCuZEFwvO8ao+AhYNGjQJIrBPe+L4dHa8IVCAJAkErBY4n1WHgunRtD/Wnqp2VDZgF780pw5VH2LFVR7RyY6OVS38HHyUjsFgSFXCTU2ykju3vC5xSdt9Xn2LdvY7WCCyVJQq83MG3aTH78cT1ms4X+/fuzYMECkpKSGDlyJPXrR7Nu3de1/nsuKCjlwoVs2rVrcO2d/6MIDGxUoeLunwlBEIj/fHat9nnxnul/6WeobVTagqDXm/Dyqn1z2/WEo0dP8vDDT3H+fDIvvvgi0dHOQMPTp0+zZMkSli//2CM5ALt7wftPsbIUFBRx4MAREhObENv92gGQFkmGPl+PWVc+cavV6HR6fv55M7Nnz+aBBx5w7Dvs98fcjhVkAnFDmrtNsIacUgw5pVxceZDc/amYigwUn82h/5d3As5Idb1V6VCvU7s4x81yEycDD5LifZ7EgjYEmkI5G3DQoynb7JAoltWaS8FuTXAjCOWEqiZuBUGQHFkLomt6ovjnuRaqhfLLWFs1GsA99kGSQYnVQobOxKTG9fgjp5h3TqVisFbdHOIqz6yQez7eVGLLetCEaAkMrF5AoSAIaLVefPTRm8yd+wrbtu3knXc+Ytiwoezdu48tW7bQvHlzzpw5T5MmCdU6x5Xg769FpzNiNltQKutUFetwfaJKBMHPL+BPHMrfi8zMbEaPfpCOHW9g/fpNbuQA4ODBg/j7+9Gnz03k5uYhSRAaGsyhQ8dQKpU0b96E/Pwrxx/k5eXzyy+/0rVrR+LjYz3ucyVYrVa+/toWn9C//wB+nreOGx7vgNr36oTNqreQ+ftFLl68RHx8LPPmLSIiIpI+ffrwyiuvMHr0aBISEii9VIgmRItCW7E/q8HMife3k7XxHCaTCZW/BnOZLRXRK6Tq5tFSVTGF6nwQBGJKmxBkiOBMwGGMqprlobtaAeyFmmoSpCgTJEemgl3vQC6T0JVbESzW6rsqJMFlxW8nEkINSYCr5aC2XBSuBOAa1oTEAC2DYoPIM5gxWEWO5Je5kQNXYmL/nHKdgNWreoxl1KA7OHBgD1u3/lCt4y+HRqOmf/9eNGgQxw039CcuLpa2bdui0Wh4660PefLJR2jatFGtkX+ZTIa/v5aCgjLCwv68jIk6VA11MQjuqLMglGP16p/R6Qx8+eVXaLXuE5/VaiUlJcXh23zkkWfYuHEbarUKo9FEYmIjdu5cS2FhGQ0ahDuOMxqNfPbZN/z88xb27j2ITCZHr9fz4INj6du3B4IgcPr0eTIzsxEEAaVSgUIhJzQ0hOjoKPz8fEhNTefVV9/l0qVUoqOj+fDDD5Fr5ZSklTBwfv8rfh6LwUzO/lR84wMJCQkGKK9YJ6N169aUlpayevUPxMbGsfXnNWiCtPT8/C5kKvfI7ew/kkn95RSL5r9DkyYJjF/0Mue/2E/3xXfiG6Qk/2Q2QU3D3I6xT8x6q9JZIKd8rtBYvIgpa8DO8A2Y5CbqlzSiY/bNZHgncdH/OFaZ5wA213oPrqmTNZFXdtU6MDmsCbVTpVSyWwFkkk0MCWpWtdGFQHh0LVQHrv1U07IQqlEyKD6YALWCNcl5nM3X0zbch0HRwSw4k+7Yr4Yq2ABuFUSLi4to06ZFzTu9DI0aNeD3339iz54DLF78FQaDge+/X8v336/F19eHLVu+JyGhfq2cKzDQh8LCOoJwXeGf6w34U1BpgmAw/HsJgiiKfPbZcoYOHVKBHFy8eJGuXbvSvXt3UlPTKSws4v33Z9O0aTeMRttK+tVXn8VoNCMIAhqN7RplZmZz++0TSUvL5N5772XSpKkMGzaMH3/8kZdfnsnChcsQRZFGjRKIiYkFJEwmM+eLj1OWY6A4U4fk8gC/8cZOtG7dnHvvHcVTG15j11u7K34Ol6fwg/rB/MTHrPrkY3x8bNoVixbN4ZNPvuCGG9rRs2dXHnnkGXJyMug8dyinP97NsXe30/Kp3gguqVdytRwkidtuG4wgCPzx7heEL2+OuUDHgc+OkfnbBbq+O4ToTs7ATNUVJnmAhqWNSfO+gFFh8y0n+50iw/siDQpb0il9EOf8j5HmfdGxOpXXwH8nlss+X35tLDWYrewxBzIX3QM7GRBkklMYqTqwuwFqiwC49lmb6Y8CaBQyescG0jrUh60pBezKLnYEzB7MLaVHZAAJvl6cK/Fc7dQO++eTl8qx+tgIgLVYidzv6kqDF+MzOPThHgqGwdJer1X/A3lA8+ZNaN68Cb16dWPu3AWcP5/Mzp17KCkppWPHfhQUnK2V8/j5eZGVVVgrfdWhDn8GKk0QFAr5v1Zi2Ww2c/ZsEnPmzKvw3ssvv0xGRgYrVqxAo9GwcuUaiotLaNu2JQcPHgVg8uTp/Pzzt24qk02b2oSTvvvuO0aMGOHYPmLECEaMGIHJZOK1kyORycuj98snra5SL8AWQJWRZOCL238msmUwy5d/jFZr69/0nQm1/9Ujq2fMmM64cXfSvn1rx7ZOndqRnJzC5s2/UVRURExMPd5/fxapqelkvDiUsWMf43ToXhqP7wTY4gr0uTqUvjYVmzVrfuGmm7ogyGUY8nUUnMgCIHXjWTeC4Al6qxIfSUmULoZt4RsdFgFREDHLTBwN2k+AKYDEwjbElCZwKvAgheq8q/YJnrMSamJVECXBUZnR7rYQXNwN1YKHSVqwuxZqacVSW7EFgohzTK7jtRtEgA6RvvSODeR4no55+1PQWURcdack4Nf0QvpEBHK+0EYQXOMKhGp+PZeKAgjzsQUqNh7ZjMMf7SXvRA70ql5/10J8fCzvv+8MWtu6dYejbkltwMdHg05nxGoV/7XP1n8e6lwMrqg0Qfi3Wg/AFsBXv34cZ86cYeDAgW7vzZgxA52ujOjoGJRKJU8//bLjvX79+nH33Xczbtw4Tp26QGJiAjqdnhdffBOA5s2b07lzZ4/nVKlUDnLgCYIgEBjvx11f9+fHx7fTu/cInn12Mk2bNuLUd6fxj/WrcIzryrh9+w6kpV1we//06XNs2rTdIZwEuKlEKhQKMreecxAEgMCWUZiKDbRv35cLF5K5557bsRosZG4/jzFPx003dcGHQLdzy1wnaJcVcKPSRiRrkzHJjR4/c7G6gD1hvxKpi6VVXmcK1bmc8juKQXHZKrSG9mpX14KlPCDSUAMRJMk1ILEWKitKMqf/X/DkBqiptLKrVaIKwYv1/TUMahiMziLy2bFMsopNtniKy44XJTiSVUrvqAAa+GpIKjFUbmAuQZ72LJD8PB/8A8sqfgZBILpnPKe+PgqPVq77mqJnz2707Nmt1vqTyWR4e6spLTXUpTteL6hzMbih0k9FrfbfLZAUFRVOWlpahe0JCQksX77C8f8jjzxCWloa69evJyYmhnHjxgEQGhpGWVkxw4ePxmg08euvv9KzZ8+rntM1DdDuXVUKVofaoJfcTGgjf+7+uh+/f3CE+x9+AqtJJCghgG5P34AM6YqBeEOGDOGuu+7it9/+oHt3G0np3PkWx/vffPMNffr04dChQ8TGxnLkyBGWLv2M7Judk6coCWjjgum8cDRpa4+hLPBi9Z7tyL2UZO9LRemv4YYb2vLZZyvoaohCobnyKlslqojRxbA5bLPbdlcZZFm5OyHFK41MTToNSprQLbsPyT7nSPI5g+hBg98TXPUP7MTFUsPYArtrweoSnCjWIFDRAZlTtlioQeaDJHie5GtCKoTy4wI1Cvo3CCbKV8Uv5/M5nltxwq4wHmBraiG9ogJJOp3h9p5CD9by9UZ1AzNzDd7EDW/Ntge+IySqKU9Oeojnnnu8ep39jfD19aoTTKrDdYs6C0I5rFYRq7Xi06qkpIRJkyYRGhrKHXfcQceOHVm/fj2vvPKKYx9/fz9KSw0MHXo3ZWVlnDx5ksTExFobm8ZfTZ/nO9LlyRvQ5xvQhPleM5p66NChjBkzhmHDxuLdtB71RnWh3YrHSV6wiYJdZ3li9fs0Dtlr2/kSKIOtMDUBX8Bymd/fr1EoflN6EXxDHIdfWEvs8JYUn8mh+RM9GNXyVt555yMKjmcT2t6mkaGzqJzFdcqXwo10caRpMikTLOASvHglTQOrzMpZ/xOkeF+kSVFLbsrqz2n/I2R4pWLB82RvrUEEstGlMqPdtWCsQbVGQYZzRVz+ESW5VO1Kja79IODRDVAdeNRPKP+rkgvcFBNAhyg/dqUU8d3JbCyidE0rrJ3HHcsqpX9cEOEqJdl6M1I1L6er1oRkMiOaLIgKOXlHMqh3cwLmEiPvvruQcePuJCoqonon+Zvg6+tFQcG1CVcd/iLUWRDcUEcQgOLiEvbtO8TTT0+v8N5nn33G0qVLAfj444/Jy8vjvvvuo6CggPz8fN566y0iIyPJyMjEZDKRkZFBRET1H1Jnfs3g8NpUFCo5ne5tjF/DYMd7CrUc30hvQHSsiL3kZsrKl2MauZliky0NMfLmZlh0JprNHEr2roucnvkt2vhQlMG+iEYzPk2qpvYIENa1Ab3WPEjR6SySvz3MwZm/0K30RwJbRqGOC3OY6y+HIAkk6GLZFbjvqv27xhPIy2ehUrmR/UH7CDIG06KoFbGljTjmf5giVVGlxuxaP8FuTTBZPYtLVRWiPStBcMlaqIkVQCYhM9v7Kd8mULNARU/Bidd4CApA63Af+tYPIqlAz//2plJqdJJnN7ln+1cmOj0/9r9WCfZll9Apwo81FzzHkyhLBIc1wdUPb5W5PJp8nS+3374YySoSe3tbkj7bjcJHhaXUFiy8e/cBhg93dxFe7/D19eLSpdy/exh1qINH1BEE4P33PyYwMID+/SumDd53330cOXKETz75hKKiIlJSUoiPj+eZZ54BbNLHR48exWq1cvToUSIiIti1axdnzpxh1KhRqNVXds3YKxOKokT8nmGsWvU9v/yyn+HDB5Kbm8+yUVsZMr8n9dqFXbEPT7j47WEKj6TiXT+EE6/9RPN37yFieEcKdp3BmFNCoxduI6BTI8BZWtlVR8C1YqKrUJFMkJB5qQluG0PnhaPIP5SGd7g34d0blks/e57Jooxh6OVGchUlztmjfFcLOFMhr4J8dR7bQ38lVhfPDXldydJkcsrvBGWCxeFmcS0rXBMNBDdrQrmksmMVK4C1JpkK5ZBkklMQqSarlitZE6rZZ7SvmsEJNlL6zbEsUotc4kWq0efe9GImtY1mw4V8jC5Vxq6S6GI7ldmC7vAxNI0aQITzend9/kYydqch6EqIi4th//6N/PrrDrZv30Xv3jdWfYB/M7RaNSaTpU4w6XpBnQ6CGyp9R9rT9/5tsNUk+JjPP//c42Tu7e3NnXfeydmzZ/Dx8SUkxL2aZcOGDSktLcXHx4eGDRty7tw5unbtCkBMTAy9e/e+5hgOrUnjxRkTGTy4H+vWfUXjxgksX/4De/YcIG1fVpUJgtJPg2S2IgsMQDJfojS1GHXH1ngPiUFdVIruTBpCkQKrn/PH4K0yXaXHivBrEo5fk3CHaiJ4Xo1bRBUNdHGc1KRUqX87zJf1ed4rhWR1BomljemZdTNnfM5xVnvx2mWlXSDizFRwk6qugUvB8WCRSc60R/t8KLf7GKrX9VVjC6rVYUXXgq9KTv/6QTQI9GLj+XyOZJVWarhuMQSSc5s9tKTYZCWpyEDrEB/25JVUeoiGX/aRu/Y7fG/ohPYZp1VAtIiEt4vEXGbijxUn2Lp1J3363ESfPjdVuu/rCYIg4OOjoaTEQFBQ5Yu81eHPwT9YFflPQaWfiP/WNByFQoEgCLz99tt8+eUXzJ37Ln5+foSEhCCXyzEYDPTt29dRSjYtLY0mTZq49VFcXEy9ejb/e2hoKH379qVjx47cdNO1H1qpRwtZ9cJhmjVrwuef/48lS76mX7878PPz4557xmIemU1Zjp7sk/lEd4tCJq9YU0BncZK3EpOawP5tiS60UHShkHoP9iOgaxNKC/RkLV5HyXZbmpa6fiSWvELkGhXRD/fDu3sckiSR+vUesjYew1Jsizy36Ew0fOAm6g1vh+tcIJTPUKKLZoIj7sAFGlFJqCWAberDXOkOcpU6tgduileZAS0yC8f8TnBRm0zL4ubE6+I44nuCNHW2wz/uKVOhJvoH4LQcOAiAINUoUNFZU8FDHYaaxhZ4SlX00KdCJnBjtD9do/3Zm17Me3tSMFucO3rKeHA/0bXHcii7hK71/N0IgsyVj5b3KzcKiEpbim/JSdt9ail1HqM/dYnfZmxx67t5c/ff4j8RPj4aysrqCEIdrj/8O2f9KkCr9cJsNnPgwAF++mktjRs3JiIigrfeeguAV199FYB77x0F4DHToaysDG9vmxiRv78/GzZsYNasWSgUnvmXJEl8//33rB6fzYLRO+jbpxebN38HwL59h+jduzeZmZnMnz+f9IM5fDnyJ9Y+sY3DX5ys1GeSKeTE3d2Z+KduRR0RQOa3uzg37g0HOfBqXh/jxUwUQX6YsovI3XwSs1VO4elcLn76G/qUAsxFesxFeiSzFXkN3EvxpnBSlLkYJAmdRYVFlNuaJHO06sAkysmXGdgWsJ99PidpUdKMG/M742UMcIs7qAr0ZgV6swKrKGAwKTCYFJgtcrcguSpBFJwNGxEQJBytyrjCZFzd/pqHePN4h2gifdQsOJDG5qQCJzkQuZLHqFIQRFuTm+Fsro4IrQp/mRzB4szauBIkiwV9kk2MyKdde4SjvkiigP5UCorQAA4e3ExcXAwAeXkF1R/kdQIvLxV6fdUseHX4kyDVcvuH4z/t9JIkiccfn+G2bfjwQaxatRZBEDh58iSzZ8+mT58ezJz5FOnpWYwZM4aMjAyef/55Xn31VcxmMxaLBY1Gc9VzlZWV8euvv7Jr1y6+//47zp9PYuzYO5gz5wVatEh0ZCW0adOSp59+Ga1WS5s2rTl06LBDL+GP9w9xcVsat37S163vbJ1z5VGsd45Db1By4a3VSHqnH/mNN57nwIGjrDxxAeNFm9BR8Eib71YbG0zYoDbE56i47bbbqFevHu+Lv+IVFeA4XjRbEY0WpHLFSZPVaU1wreRoR7wxkuNeF696bTyhKsQhQ53LOtXvJOji6Ft4Axc1GRzwOo/pMke3q9iR3bVgqu7kb4fkITixBoGKjoyHmgYn2iFQofpjhLeKQQ2C8VLI+P5MDhcLDfZdK9+t69g8HOgqnGSV4GSujhYhPuxMrxhc6ipzYcorRpd0gnoD74JAb7wb2rKBJFGk4Med+PftQHx8LGvXfsktt4xGJvvnr3G8vNTk5lbe/VKHOvxVqHS559qSF72esG7dZu6++yE2bdrEbbfdxiuvPM3o0cMJC2sGQHx8HCEhAbz22nQ6dWpHaWkZDz30FGvXbgSgZ88ezJ+/gIyMDHr1urKcmyRJDB9+K6tX/0ibNi0ZPLgvt98+hNjYilUZJUmif/872Lv3UIX3+vTpwaZN27h48SJT0950bM8sc4Z5X04QLk2ZhyLYH/2xJLe+unfvzplGWgIHdUKQCfhrnWI2VlGG3IO7IGvtYZIXbkY0mol7oCfe9cMQzRYyvt+Hb9Mo4m5rhTrIZklRya1oRRV3FHfim8BtHl0GdpeEwi0oUiz/e/Xb0lMpZ5MoR25R017fgPqmcPZpLnBCnY6x3MVgdcmy8EQQXLMb7FYDo9FJKuyuBTe3gn0cLnUWHC4Il5TG9yIbMSXlHEjOao2u/nt79oLr6tqju+FacsxXKQXtLZfRNy6IpsFaNl8sYH9GCSLO+d3tGE+xBVciLJeVfQZ3ggDQMNCL3vUDWXTQpT6D/cTlxxWe2EfahuXINVosujI09WKInTAZQRAwx2aTdN8b+PftyMUVX11hIP9M6PUmDh++SOfOjf/uoVxX+DvKPcd+/Fat9nnp/qf/0eWe//n0uwaoVy8CQRAYO/YeAgL8GDjwZgRBoG/fHoCN2S9f/jGdOrUDwMfHm5kzn6Jjxza8/fZMMjLSWLFihcO9cCXs2bOH1at/ZPnyj9m4cQX33nunR3IAtpt0w4aVZGUd55lnJjF0aH8uXjxAQcFZTCabGfK999674rlEgwljRj66s2kYkzORRLECOQDYu3cv3094EUFmk9Et1muwijK3SdQVpWczSf1qB74tbabdtG92c+K5FZx68XuKDl0idfluDj+/BqNVgdGqwCLKqGcKIUVRgEGSYRLl1U4pNFiVFZpJVLg0Z99GmZmd3qdZ43OQBuYwRhZ3JNoSUKHPMpOKMpMKsyjHYFZiMCsxmRWOZrHIHbUWqgq7eR2Z5G6qr8lz4jLTpSRQaTOmXICuUf483j4Gsygxb38q+zJKkChXQbSPt4amUcHqcryI22e/WKgn1FuFl8Lz/WXIzSD156/Q1qtP44dfouHYqcgLchhuyObUS08gqX0JuX84RRv38s47/6OsTOexn23bdnLy5D9rMaPRKDGZLIhiLZXhrEO14eoCrI32T8d/xsVgMplYvXo9nTt3ICbGpgHQunVzfvhhKQcOHKFFi6YcOHCUSZOmk5eXD8DixfMICgp06ychoT7z5s1iwIA7KSkpJSoq6poEoXnz5jRs2IBJk6aTnZ0DwOzZ03n44fFXPEalUvHss5Md/xcUFLLn+CEA9kSewFraxvFefqnN3G9MzSF92kLMZluhG7lcTlxcLEkU0Lx5IiNGDOLbb9dw8uQZDAYD3bp1I3ziAIIHO6WV7bDqjFz4YAPIZcTe14Njj9m0IIL9gigCLMVOu/Ann7zL+vVb2FbkTkRiLEFcUuRf9dqAu8zx5WmV1UU6Rr5RHyfBGkxvfROyhDK2KJPJk65eBOhq8Gg5sD/TBZfshep07hBTcpFZrmn6owiNA7wYFB9MgdHCx0fSyS0zV3+MLimVrmOrzDCtEiQX6mkY6MWxHJswkN1IZczLQfz9O1q1asbnn//PQZ4/a+PPE0+8wG233QaAb88OIMj4+OOvWLBgGQ89NA5T/xNoA9VIkkSfwonceus4WrVqxrZtq6vzCf8W2Iq8KdHrTXh7X91VWYc6/JWoNEG4555HadOmBUlJF3njjRccpY+vd9gCAtcyceITAEyaNBEvLw0HDhwhPT2Lxx67j7vuuo2pU190uA6GDh3C2bOnSUiIr9BfUlIyt946lpKSUt577z3atWuHj8/Vr4WPjw+//76DuXPn8vbbbzNwYB9at/ZcqtZisXD77RNRq1V8/vn/UCptJu6DB49iyLNNyjkHMwhq3abCsaW7jgMwffrjWCxWli1bQVLSBZ57bjIBAQE888wrFY7J+mQ9QQM6ICjkbkJHeVvPkLvlBABB/dri36UxRbvOMHToAHr27MqiRZ/j7a2lR48udOzYhjfeeB9lG6eokyBBjCWQHZrzGFzSB0WX+hOK8hWTp+yHykBnsV0b13G7iTUJcE6RxxmK6GiJZJyxJQdlOeyQp+GJJoiS4CABopukcvVjCtwyFC7LLHCtuVAjeMhUCNEoGRgXTIhGwbqkPE4XlBdNusbxHgs1VYOoCC6+C3tV0rN5ehoFajmeVa4cKIBosZB7aDt5SUn079+LCxcuOQjCnXfeyhNPvMBHH32E2MXm9vNu34mWdwSRvOYkcz9ehH52GWEJvggygVdOrwHAYnH6RwoLixBFsQLRv95gD1SsIwh/M/4Fq/7aRKUJQkhIFKtXb+Do0WOcPXuBl19+mi5dOvyZY6sxRFGkfv0OFBc7A4D27DnI7t37ueuu0TRv3pannnqFsrIyx0QMkJ9fQGRkmFsAlCRJHDhwhPHjH6dVq9YsXbqMevXq8dtvvyGXyykoKKB58+Zu/bgiIiKCzp07o1Kp+OSTd/Hy8vwgkMvl5OTkcfz4Ke6662GWLHkPHx9vGjSIc+yTtu0iQfdWPNZaaiAgwJ9p0x5FEAQGDuxDz563smPHXrZv3+W277hxd7J06fIrX7xyv5nCX4si0BtTViH9+/fmpZemAVC/fiytW/dyFH7SxATTZNggh4vC2xJEmWAiX7JylZpUV4WdANQUVkHiD2U6xxQ5dDPU5yGxNRtJZ59YaLOG10AcRXJLUay5mmJNoZHL6FUvgHahvmxLK+TLU0VIFhdi4CLJUBMLRXUu2fk8Pd3jAty2pWz4iqKzhwD45Zdf+eWXX9m7dwMJCfXx8tLw5JMPs2bNJqQbmiDIbS4fhUZJw9tbUX94c4KTj3F6axaCAE+834CtK7I4uDmZ48dPc+ONgx3nGTfuTubNq92y0LWJukyG6wR1QkluqDRBWLJkCQC7d+9m9uxZDBw4mr59e/DKK8+QmNjoTxtgTSCTyfjww9c5cyaJ116bC8Du3fsBuPvuMezfv5+WLVsQERFJREQE3377LcOGDeOJJ56gU6dOzJo1j759e/DJJ1+yffsucnPzaNeuLdOnzyAwMJAPPviAoKAgJk+eTH5+Ps2aNeX1199g37597N+/n7Zt25KQkED//v2JjIykV69ehIaGMH7843zwwWxUKhU+PlrkcjknT55ly5bfOHv2AhkZWXTr1o0zZ5Lo3XsEbdu25N13X0WuUWI1mClLL6YgRYcqLAAAi7k84C6riIF9b3JkRLRq1YxWrZpx//1jePrpx9i6dQc6nZ4GDeJYunQF/v7+RH4yCUFR0deubdUAr8b10J9P58TEBURFRfD++7Ns5zGZ2L59F126dGDXrn00fH4EgZ0bIcidaorRoi+psuKrfj9lZmf6pD0o0tWaUB0XQ6nRKXZlL6FtLZ+wdcB3QjLRkpZBxHCDEMoaKY2L6D115YCDBLg+PGqYAujsR6i4rcod2o7vEOpL3+hAThXomHcoBZ1JtL9drT5rezWVpzcjE8BfLafIaEWw4iAHHTu25YMPZiNJkpui4PDhg1iwYCmWuQsJfXAscj+ntU6mkGNNbEJCok0LISLwJG17B7F+cQY9e94KQHx8DAMG9KZHj661+2FqGV5eKsrKPFc5rUMd/i5UOovh8t2OHDnC1KlPsHnzFqKjo+jQoTXPPDPpuiUL06fPYv78z9y2xcfH0KdPD7Zu3cm5c0kcOXKEli1bAvDll18yZswYwOZyGD58BOPHO2MG+vTpw5Ejh1mwYCHh4Wr8/X157rlZrFnzCwATJtzNoUPHOHjwKHK5nMWLF3PPPffw22+/OQSU/Px8KS4u4aGHxmGxWPnkky/w9fWlpMRm8Zg5cyYzZ84E4LHHJvDxyhUoNEpMBToS/vcIeWv3kf3NdqLnTEZVL4ys95ZTtusoarWK99+fzfDhA5HJZMjl7gQg/rY7KNpyEJmPF40/m1Y+sYNC7pylDOfSODv1U2KeGMrCvqMJCgrAYrGSmGhTeXz00WcBWznsX7paEcoFk+wm/uGWBiTLijgsz3Hr2zU7wjV7obIEocTkJACSy4RtFd3JAFQkCABi+X6CBC3EYAYIkZwTdfxkzqQIi4MMuFoGrkYQ3CwIrvUYrO7b5sUm8MSF8+XbnN3YMx1knrIXriBSdPn79X01DI4JxmgV+elCHhk605X7cXntuNSeSkq7nNPTtitBdF1yeGAmd7UM51BmKSdyyhBEyDuxm9QtFS1Zwe17gmQFpQJ1aCS5OzchC/QlctIjAPg0KASgbbhTl6R34EmST5Tx0q1HHNv27PmFRo0aXH3Q1wFycorJyiqkRYvYv3so1w3+jiyGuPlv12qfyQ8/9Y/OYqg2QbBjz549vPzyy6xbtw65XM6iRXMYMWJQrQ+0tlBYWERWVg5RURGOOIqSklJiY9vy3XffMWLECACsVisRERHk5uaSlZVFWFgYrVu34siRo46+vvpqIX5+UXTrZsvVPnbsFN27D6Fbt0789NMXAOh0evr3v4Njx04xefJkZsyYQWZmJgUFBRw/fpw1a9awY8cOSkpK8Pb2Zt68edx///0AfPfddzRu3JiVK1eyaNFCrA29afFMXxS+ajJL/Cnee4bkV5cTevfNeA+4GePFdDJe+NDt86rjwlAE+PDiXXfTu3d38vMLue/XH0h74yvkAT4kzJ+ErFxG25UgWPIKOTn+AwJuaoZgtVKw6wyIEnJfDdYSAz7Nomnw8ijk5WXA7WZ6+6T+mLkl3yrOkCPTu/V9JYJgcHEn2PcRrmFBuBZBKDVUJBOu7gRJFFAho5cslC7yILZb8thqzsOM5JkguIgeuf0c7FYA11iFKhIEQXRuFzxN2B4IQqBCwS0xQcR4q/n5Uj5H88uumKroKWVSqAZBuKIF1gOH8kQQesQHoJLL2Hg+H0N6CpqgcAS5gpKcZIrPHUKfm2GziMjkCHIFVpMeXeoFQEIVE0O9J6cAnglCapk/vUNOcnZHDlHN/NkwtZD09DQWLZrDjTdWDMS9nlBYWMaFC9m0bVv/7x7KdYM6gvD3o8YEwQ6j0cjcuXN55ZVXuO22QRw4cITVqz8nNDT4qsddjoKCQvR6A2az2aGW9mejoKCQFi1u4q677mbRokWOz7tihc0M379/fwRBQKfTsWLFCsaPH8+sWdO59967OHbsEjfccHWrSfPm3UlPzwQgOroeH3/8CQMGDHC8bzQaycnJQalUUlZWhk6nIyQkpEJVyF5bnnT7P7PID0tBCXJ/b/SFMkq27EHdtD7m5AzyPv0BRBGZlwp1fDgRBjkXLlx0HKtpHE29Z+9CFejl2OZaQVqpsFKw7TgFvx5F6asmqHtTFH5eFB28gF+rOHyaxyAKTsuEY+K1mMmZv4k5E57mldS1eCfaJKhdNQbkMtu9JHezIEgurytHEFzdCaJYkSy4brsSQbDvFyQoGayIIFbwYrUxi8OWkitYDqpIEEQBwSrwbnxDpp4/73jbQQZctBIqSxBUCPSMCKBzqB87M4vYnlGE1aUQ0tW0EK5JEKrr6vBwqS7XQgBICPTixkgtL77yKmWp51BofJCQsBrKAAFtZBy6rEskPvgSCq0vohIsZSUYc7OgQRgKXz8ALFFOc3zD6Gzb+awiRR9+S1iCD13HxDPA/Co33HADAOnpR68Y93M9oKzMwPHjKdd8lvyX8LcQhI9qmSA88s8mCLWW5qhWq3n22WfZsmULX35pkw2eMGEKq1Z9xrZtO+nV60aHb/xKOHnyLF27OguzZGUdR6X684tEBQYGsGLFJ9x++wRKS0uYP38BBw4cYNQom7zy+PHjGTBgAE2bNuXnn38GoEGDOEymylVg27BhBd9/v5Zu3W7g22/XMHjwYBITmxAdHYO/vx9Wq5UTJ05w6tRpx80UGBhIcHAQfn5++Pv707NnL6Rukts1tOSXoDuZjFezOC5NnOPYrm7WAMozBCJmPIgqLhJRFInJz0Xm541YokNQKsn5aiuapvXx7dwImVqFUuFeVdGnVRymrEIEs4m0pdvQJ+egCvWjaPc54qcMRF0/0rGv2SLHlFnAuYfep2nTpqRcusSF/20gYd4DAMiqkalQYlA7SEtNUh5dIVoFB1lwtRLkSRaWWlJpKHgzXB1Bd2UQ3+uzSBOv7Rd2TKqC5CarXKuQbHNwmyAfBkQFcbHEwPvHUykuL8N8rbN5JAb2bdVUbXQTuxSusP0ypObkE9rAB0m04h/fApV/MFajnvxTe6g/7H58YhpzYvFMCo/vJ6RDTwAU3r4ovH0x+l65XwBToY7Tv+Wg9lXw46zjvPjtDQwaNIi1a9fy2GPPsnjxvKp/yL8ISqUCs/naVU3r8CfjnzuX/ymoVR0EQRD46aefiI+Pp7i4mN9++4OQEJv5/ejR7URHR171+O3bdzpeL1v24V9CDuzo1u0G1q37mvvvf5K+ffvw3nvvAxAQ4M+SJUscQZpg0zC4+ebuFBXpUSqvLaZTr14kkyZNBGz6Bp99tpzjx0/QtWt7TCYTMpmCMWNG0K5dK6KiIsjNzePSpTQKCgopLS1j+fLVvPTSS9xzzz0caKoj6AabGTJ1zkoMJ5PRNI0jIiKMefNeIzk5lblz55NdbgWx6srT22QylJEhiHoj+qPnKfzpdyxZ+RRv2oPuYEsip9zuNuaU938if8Mhx/8jRw7hxic68drm1eSu2UvJ2WzksfXcjhF1RgSlnMjISNJSUvHtdHVluBK9xkEcXC0I1SETrjCbnd+JgwxU8od/zqrjHV0SXZQBPOwdy1FLCWt1uZSWEy7JdWg1iHh2qCleybx/GaK1aoZGByMXBL5OyiK51EZcHCPwZC34s3R3asB9si6cQdG1Pu0bRvDZZ+850g/NZrMjAyj8yzcRzZUL2DMlp7Nn1krC+jQnYkgbnt5mK9l+bkcO+75NZe3atQB8//3a65wgyLFYrEiSdM2FVB3q8Feh1oWS1Go1GzduxGw2s2LFCt544w0AduzYwx13DL3qzW8y2bLTBwzozZAh/Wt7aNdEmzYtWLv2S5o06UK3bt0AW8zCyJFD+PbbNY79br11IEqlEpOppFIEwY5Ll9Lo3n0IQUGB6PV6pk17hLAwW/lovd7AyZNniI2tR2xsPdq1a+U47o033i8//jzHv9xFu0Xj8I4PQRkWiGQwYTiZzIIfljoite+9906GDLkHlUpLalNngJY5M4/sj77DeOYSALNmTUen0zH7rQ+xlJmwiBK5/1uB4WIWiiDbcu3112eQkpLOq68+S2ZmNjNXfY0iwBu/GypO/poGESSumEELcxgmsxl/VRAmR/Cd8zrV9PGnd5U/thOAGvYpWlxSWhHYYSzmgKGU/poQnvOrz0ZDPr8ZCqi0bIGbC+Kyv1WAr0LOLVFBNPL14pe0fA7klYJYMW2xWqhC8GGVui2/lJIoUpaahMovELV/MKaSAgpO7ScjoxUZGTk0bHgD+flnEATBQQ6WLPkaU2EuPvG2hYXMDNbydYLcJQvQorfdT2KxldLTmZSezkQV7APlPDe2nbvugZ+fL1artULA7vUCQRBQKOSYzVZUqv+Mft31h7o0Rzf8KXdiixY2EaBffrFF9Hfo0IGHHprGkSPHCQkJZuLEu92ElvbvP8zFiym8+KKtvsAHH8z+M4ZVKYSFhfDdd5/y66876N+/F4GBATRr1pgmTRKYNetdAMfYzWZrpVwMAD/+uJ4JE2xiTZ9+uoSRI0fSsmUPJky4i4ceupdHH32G33/fzcWLB/D3d7elfvPNIho2jCcqKoLoDl3J33ke7/gQQsb248KEtwh/bIRbGpdKpeLxx+/n7rsfRpV6CXN6BmGPTiRhz2FKc4r5aPE8vLw03HLLzSxbtgLkNr1l/ckLlOw7S0DPVhTtPEFwcBB33z2SfrtWsvH7+Zx7+ANkXipiZtyFqPXFYnYRE5IErGUGSn47gm/zG9l7+gTW9uEIgd5VXhHpjRXTH+HaMQmeYC/R7DoBOoIbr9GdXhL5QZ/NTmMhw73C6OofwKrSbE6YbUI/Th9+7aQ/OiCAAoHuof7cFGork/zOiRRM5ZUWK301BZfx1CIZ8BSI6CneIPuPDeT8sQG52gtNWD3KUs4hyBWIooUZM6bi7a2qcG8sXLiMoNZd0UbFVezQAzQJ8USP7kzq138gWp0XX+WloH1XDUf3Gxk/OYDXnt553ZIDO5TKOoJQh+sLf+qd+Mwzz/DUU08hl8uJiorio49sZvqAAD/Gjx/t2G/Ros9ZscImjfraa88RElK1wMbaRu/e3endu7vbtmnTHuHxx+/HZDIzffosnnzyYcxmBWp1xUv488+bsVgsREaGU1xcwrffruGbb35g2rRpDBw4kJ49e1JaWsqaNWt44okpzJ//GWq1LeDu4sVLtG7d3K2/7t07O17LtWoMOSW2CVlnW88q46Ic7xcVlbB27QZefnkOzZs35/hxm7qiOSMLjcaL4cMHOrJMsrNzefXVuQQO7Y5MrcKSW4SqXjDqRtHwx0nyS4pp2KEn5uwiNI1s52j08RQEtXMCNyRlkPnRaiSLFXNWPjKthsDEnlzYvIsLC84iD/LFr0dr5GGh+PZshyAIl030TpJhnysEWeVnMIvryt8x8ddwFWB1d0tkiWYWFKXTTOXNcO8wbrKaWVWaTbZHPcaKcHxcmUtQooua4uWugOZ+WgZHBpNhMPHh6TTyy80wnj6VM/7BcyBideDp+KpcUouuhOydv5B/dBdvvvkCJ0+eRS6X07LlvTzxxAucPn2Gvn0nEBcX6nbc8eOnOX36HOE3JV7zHKpcBaYQ23WJHdcNnyYRBHZqgFw47djn/a8iGdbpEiuXFBOkmM9TTz12XZvvbXEIFkB9zX3r8Ofg31A/oTbxpxIEQRAcrN0eTxAZGUlKSrrbfk899aiDICg8iPZcL1AqlSQlJbNs2QqWLVvBhg1r2LNnL23bJtK1a0dEUeT5519n/vzPkMlkiKKITCajW7eubN682a3io1qtZuTIkUw3HyY+qwBLUSlpLy8jPDz0KiMATVQAukt5AMj9tMi81KQ+/T8azP6CgoJCFAoFarWaqVOn8vTTT9NwxjSUIUHIgwI5/87/8PFRsn//Ydq3b82nn36FUqlEM6Q7kiRgSstFGR6EtVSPOjqUqIn9KNp5EsliRX8hm7hXxiLTqBAtItYSPTI/X9LnrMCc6ay3cOnCTrZsOURRUREA1vwSClb9DkDp9oP4D74Rnw5NKn3NXeMJZC7EQaqJ+qHVwxK4Eiv/E6YyzhjL6O4VwOOBMezVl/BLWR56JJfMATvLuSyroRKI0CgZEhmCr1LOd6m5nCstjx+5XKK5mkGFHlMma/pAvIyTmYryKPrpE0IDfHn3s/cZOnSA2+5Lly4nKyubXbv2ExfnfK+wsIihD9mUDn0jE7C6zJFiOR8VRBA9iGsKchnB3TxH/7fvquGXVWW8/vr7JCY2qjCe6wn2OIQ6/I2oIwhu+MtsWUeOHKG4uJi4uDh69nRXNcvOznW8Hjy43181pCpDkiSef94WU9GkSRN+/nkL+/fv5/nnX2HEiEH8/vseSkvLWL9+Pf369UOn0+Hl5XXVmvUytRJ1bBiFH+/hxhs7ExERdsV9MzKyKNidRL07OgIgCt7Um/sMxqQUxHwL4X4+SFYRTf14limVLFu6EG2C7cFpSsukODeP1avXs3r1etu5ZTKeffZZvil3k1iLy9CfTKbs0Dl8OjbBu1kM3s1sqaYGkxJriY6sb3dS9u1vGAwGli1bxthycjB16sPMnTufkyfPoNF4UVxczJQpD9K5c3tGjbJlMphSssh6+wvkL01A0zgGQSHH6kIAXC0Lgsz+t+ozoSR6diPUhFTYJ2QrsLWsiH36Ugb5BDM9OJ6fS/PYVVpcpWeLJHemNWrlMvqHBdLS35tNWYXszitGrM6DypVA2FMma+mBJ0hOEnC1Qk3mkiKysrKIjY2if/9eXI4xY27jxx9/5cyZJPr1u4NJkybg7a3ljjvuR1BribrpVrzCYiof6wGkpgUTG217hvyS2ZQ+4TYrwqaSFsQ02wOrbC6hGTNmX9cEoTLp5HWow1+Jv6zcs5+fH1qtFplMxokTTjNgYWERd9xhi/AfM2Yk9epdPdPhSvjww8V88MEntTLWK6GwsIhNm7bx6quvcujQIRo1aoTVansSf//9WmbOfJmzZ886dBO8vb2vSg5cIZos7Dp5gpbvzaLTFs/17ocOHYug1eDdtwvFeltOt6BWgUyGNb8A3eFjFHy7mvRZ75D/7Q8Yzl+gdO8BMuZ+QPrr71C/fgxvvvmio7+VK1cya9Ys25NfEgga3R//fh1RhgTg26ONo/SxvtBM/qrtJD/+AXlfbMRgMPDYYxN4+OGHHVoNM2ZM4ciRbbRq1RyVSsWMGVO4445hqFS2Jd9LL00j9cwe/Px8SX95MUljXqbsRFrFD1lJiFZZhSZZhcusA1WAJCCJ9laerSDZrACeLAGlopXlRdksyE+jncaXaaGxJKi8LuvT1hxpf5c9+2XAjUF+PNUoBhF4+2wqu/KKr2jMcCslW1slmsv7cStRW4M+tfXqE3vXw+w/fIKWo56hqKiYkpJSx/vjxo0iJCQQf39/9u49yLhxk7jttvu4+eabSRz/AiFtbqrgBjD7Si5NdDTU5e0q6DMyEIXK1l9qagbHjp2q+of6iyAIlc+2qUMd/gr8pdEwQUFBzJs3j6lTpzJmzO34+Hgzf/5nlJXp8PLS8OKL06rV786de3nhBdvK3p5OWJsoK9MxadJ0brvN5rt/4YUXeP7552nfvj15eXl4e3szffp0evToUeW+7avm8Pv6k/XpL6S+vBR1wygmtNrDnDkvExDg79g3ODiQwpbhyNS2SVcs05P1zhJMF9JQhocimc1o27ZCHhBA2a69lGz9HX9/P0bdegsPfPkRzZrZMg/OnbvA8ePnHKqRdihDAwkd24/QsU4rjqWojJTnP8WUbluhBY++mc3PzCAiIowvvviWzEybANSpU+do1qwxBoMJpVLOY49NAKBJk4acP7/Hkc7WtWtH1q/fApKEJScfGnmWlnVUULTKHTEJUk0DAN1UfOwnqoFPWoI0k4kPc9Noo/bh7sBwLpmM/JifS4H16mvgxlovbg0LptBsYcGFdLKM7mWY3XQLajBpuB1byZTKa/bp0o+d/MgsNvO/IAh4xzcitMdAsjavJj7elmZ466238OabL1JQUMiRI8fp2rU7Y8fewbJlK/Ft0Iyzvg1QBzofR5arV1CvPHx8+OJ4ewBeHHaYBcvu5vHnA2nkt6mWTlB7qLMg/P2oi0Fwx18eLnv33Xfzwgsv0LJlD2QyGQUFhTRu3BiTyYC3t7ZafVZVrfFqsKs4+vr6IIoie/ce4oUX3mDfvkOsWmV72D3yiE0PXpIkJkyYwPPPP1/j88q1GiIevZWgYd0oXL+H779fy65d+xg37k6eeOJBVCoVJSWlWGT1KC21WQ+MZ45jOp/isVKdJEno9Qa8vDQIgsCDD07DYDBiNJrYs+cABQWFGI1GR3CktbiMsv0nkSslvNs3RuHvjSgKZC/dAAo5H388l/vvn8rBN99xZHFs2vQtHTr0BWxEAEAUJeRyp9VEJpMRFBSIJEkcO3aKZs2asGXL74gBPmhaNEF/4iLKemHIfb2RXMLwKh2oKF3DnVCNH7ybyJHogVR46POwvowTBh29fAOYGhnDztIiNhcUYnJ94EsQolAwNCyYMLWKNZl5nCjV1UqhJtu43TbXCJ7iFZzs5drHe9WLI3LwXRQf3oNMrWbd9v380msU5qJ8oqNjHMRXkMup1+dOlN6+lQz5dELt69RKUMudhMzsKaUCGD3Rj1en5TFxij/4VfFkfwHqCEIdrjf85QQhICCAEydOsG3bNmQyGYmJiWRkZNC/f3+SkpKJi4tGrVZVSSQpP78QwC0zoqqQJIlvvlnFCy+8SV5ePiqVCpPJhCAIJCa6R1X/73//cxxTm1HRAqCKDiVs4iCC77qZol/28/b8T5mz9EseG3U7J06cJurumx37WwttptulS5czZ87LbmlcgiCg1dpM3hs2bGXFitWEhYU44j0aNmzA77//zs0338yhQZNo27YNQnEx2cVFeB88R8SUO8FipmT7YTSNo+nd+0ZHzrodDRvG07NnN/r27eE49+XXxGg0snbtJhYsWMrevQdp0aI5U6dOZVmoSMn63yn68VcEpYLw5+5HneDZmuBQPKxNeu8oyuR6oppZE8ySxIaiAvYUlzA4MJjnomP5KT+PA6W272lISDA3+PqyJb+QpelZiFeJR3MLRPQQW1At4nM1NcVaRNnxY1xa/SlBHXoQN+ohAAw5mWT9uhpNRAzaBk0wGIx8//066o98GKV3RYlEmRksWtvgrF4uX5K2+kF8N9yoQRQh9aKFNlHX3v+vRp2L4TpAnQ6CG/6WhNuIiAjuvPNOx/9hYWGEhIRw990Pc+lSKmDzWU+Z8mCl+lu4cCkA9etXvxJaamoGjzzyDACPPfYYYWFhJCQk0LFjR7y9vWnYsCF6vZ6XXnrJcYw9S+FaKCgoYOPGjaSmppKUlER+fh7Dht2KSqWi6LdjeDWORhnmLuwi12oIHHYjvj3bUrhmBz/+uIFp06bxXX3bfpIkUbJ5D7ffPpSFC9+5IlFJSkrmuedsZZoTExs5CML580n06dMHg8HAnDlzSEq6wKefvseER55CGRZkO4cogSRhOJ1Cw4Y30KpVM5Yv/9gtkHLVqs/czidJ7jUdXn11Lv/736fceecdLFv2Fdu2bSM1NZWceZ9gTrG5J5o0jIcVW9BPv9fZj1gNa4LbQCq38q9an+V/Xcfmoc8iq5Uvc7OJU6oZHhxCPZXNSuMlk/HWhVRKy+NWHB/rSnoFVYVLP1eqBFllXMnVcZXnaFlqEgAylTMVQRMaQdydtt9zoFKGyi+AiHunovQNwCVO1ZGxUOnhWayIeiMEObe5WhDKROcYgkJ8qd9EzZdLdQzqcv0pFtZZEOpwveG6UOQIDw/n2LFjzJ8/n5dffhmAl19+p1IE4ZtvfmDVqnUAnDlz/hp7XxkxMVFs376a2bPf55tvviY3Nw+FQkFsbAwTJkwkOTkZSZIIC3NOjleyIIiiyPHjx7FYLMTFxdGp0w3k5OQQGxtNVFQEPj5aRo0aZVt1a9VYS3R4NYsjoF9HFBGBKMMCUfjbnLAKf29CxvTDbFTwLYAIUokS0WjCdCmTHk93wWg0odGo3cbVpEkXbryxE6tWrSMyMpLExCZs376L8PBwsrKyAAgNDSU9PZ3+/fvz7rvvMn78ZMaPH8+2fvFIEkgK95yyI0dOXDMN1X5NPvxwMT/9tJHdu/dz++23M3Lk7bRp0wajsaKE7quvPsftt08gcP3v+A24sVLfl+ShEJPtn0od7hHu/vrquyjskAsCcmwPfYskIUewpWrWIJNNcCEVnoo71ajPWpqb/BPbYC4uIKjZDcjM7rUZJBlIyFCoVCh9A6reeakCIcAmqeilNlOw6xiX3vmB8LmDCbvh2guER18OZ9qoS/w8bDMDB/ap+vn/RNQRhOsAdZffDdcFQQAbSZg5cyaCIDBz5ky2bfvhqvubTCaeeeZVPv98JTfffDNbtmxh9OgRVz3mWmjZshlff70AgPT0TE6fPsfRoyd5//33+PDDDzh27Ljb/pcThIyMDF577TW+/PJLioqK8Pf35/bbb0cmg2PHtuPj44y8evzxB/D39yMmJopDh47x2WffsHLhj+j1BgRBYMSI4ey/OR5laIDHscrUKrRtWvDYY88xa9Y8Tpz43fHeq6/OJScnj1Wr1uET2ZDQWyZQlHwCdUY+ZrPN0+vj401oaBA9etzEV199TVZWVnnshS8JK2zxDJ7Iz/btfxAXF01cXLRHQStBECgoKHIEjQIMHjyYu+66C63WC6PRyIwZU2jcuCHjxk1Co1HTp89NfPjh6zz22HOo6kejaRLv3qndxF4L5j/J08RfQ9eCHfbYhQBBwZDgIOprNKzJzedQaSm9AwMptlqYFh/DtvwituUXIXp4GnlyA9RY+MiTNaHG2tS2P3KDU5vAXtzTOywW7ZBxVx4PVzalu45VZrZdT1mR3Ja14Gl/uQy5nxdyLw8CCUC+1fmbC1aUktBRTdP2uSxduoL+/XtdV+qKNhdD3Qz1t6Lu8rvhL0tzrCw+//xzAE6cOHPV/Z588iV+/nkLS5YsYdeuXUyb9ghdu3astXFERUXQq9eNjB8/mjZtmpOVlU1ZWVmF/ew/6F9//ZWEhAR+/XUTb7wxgxEjBtG6dSu++uornnvucTdyANCyZVNiY+shCAJt27bkvfdmkZp6mEuXDrJmzeecPHmci4/MJffzX5A8iKcYL6ZgOGsz5WZkZLlpSdhdAJqgCBoNexS5SkNQo3Y0HvE4+fk23YLS0jL69u1B164dGDBgABaLhezsbF544QVSX1hEwfdbbddh5gQChjpX9RMmTKFPn5E0atSZQ4eOOa7ByZNnycvLx2KxkJdX4Nj/xhu78c0335CYmODIMAkNDWHo0AE0bdqI++67C4BDh2zkq2zHAUSdobJfU/mX4NIQbO3ydL2q/vBdj7G/FgWXao0VV+4qQWBAQCDToqPJNpt5PSWFQ6XOFL91OQW8l5xGjFrN0/WjaeGrdfTtSDGsDkRnq41URXBJfxRtlorLW1Ugs7g0K2iQYbKKNfvMQGGuDwHdm9HiqycpjmmOKAmIkoDeqnQ0T3jg5Wj++GM/Tz75ksf3/15cX26POvy3cd1YEOxo0KAB58+fZ/jwgVfcx2KxsHLlGpYsWcLChQuoVy+C5557vFrns1gsnD9/EZ1OT05OHt27d3bUjTcajYwZ8wipqZns3r2bmJgYt2MVCgVWqxWTycTzz8+gb9+bWLx4HjKZjEWLvsDHxx+dTkfnzu0rNRaZTIavrw/dunViy5bv2LhxG48//jxRhTKSbr8ZWXnQodwgw3w2BQQZM2Y8gUwmc8vksKczRna8xa1/q8FJcHbvXk+jRg3Izc1n+fIfeOWVV5gzZw6JiY3QNIwm/9tfUUYEk/PJGsQym6JfaGgoOTk5tjHI5cSWV3PMyMhylOn29/fnvffeo2XLlrRo0YKZM2fSpIlNOfHo0ZMATJnyPDfe2InfflvjWMGVltrGVrp1L+a0bILvG4GymbYLTQABAABJREFUno3o1IbloAKkK8QRVHPCaqf1YUhAMBcMBuakplJosXjsL89sYWlaFglaDcPCQ+gW5M+PGXlk6k0VO/UUnFjD2AKPVokapj/Kyscm04NY/kS53K3gCpVcwGS99onkLt4oUen8vqyWmq1r6jf14oH59Zl7z3ISum6nWx9v2gb9XKM+awNWq+iWAVSHvx51aY7uuO7uxnvuuQcvLw3JyalX3Ofs2QsYjUYWLFjAyZMnWbLk/SoHHOXl5TNt2kwSEjrRufMt9O49gjvvvJ/p02dx6NAxli5dzoABozl79gKbN2+hQ4cOFfpQKBSYzWYGDhzIiRPHeemlacjlclJS0jh48Ag33XQTcrncTcugslCr1Qwe3I9t21aTkZFG/per3d6XabWI5RUhp059yO3z6/W2FXjeqd1ux8gvE/IRBIHg4ED8/f14++23efjhe/n99zUE3dEbmVaDKSULsUyPX98biH7jYW6/fTD16kUSHh6O1Wrlvfc+BmDXrn0AeHl5IYoiWq2W8PAgvv76az75xCZedbl1p0OHvm4BnnbBqblzX8F07hKqhauqfM0qwLGKFlwatbKqtiNWoeHxsHr09g3ki+xsPs/JdpKDq+CczsC7SakcKSrj/vgIhtcLQSuX2SbTWhij2+saWxMkD82zFaUyUMvLLQjl1gi50cXCYHK26uJIQRT5Jm/yTd4cLo4h2+RHtsmPHSWNyDT7k2n2p0FbPxRKgRcezODW9kmsXbsRsKm6bttmKzsvSRIffriYkSPvIzU1o/oDqiTqCEIdrjdcd3fjmDFj6N37ZkaPfoitW3c4fOauuHDBVq746NEjfPvtJzRvXnltf4A//thP9+5D2bFjHx988CEpKSns2bMHgM8++4ZevYbz9tsf0bZtB/bvP0B8fLzHfuRyORkZGVy4kETbti2pXz8OsE2UALNmzeLxxx9wCyCsKqKjI3nzzRfQ7T6EJddmuhcsIBnNYLU6sj5ckZGRBQiEt+nttl10Ee+xu3BkMhlffbWAlSsX89JL0/jii2+RXv6c6MAQXux+KwDFG/dwa6qJWbOm8/XXC8nKyuKjjz5i/vzPePHFN5k40Val0mg0snfvL6jVKp5/3rbNZDLRsGF9fvrpS5Yv/9hx/ptu6uLmb509ezobNqygSZMEgoICGTfuyj5sB9wmvctcC9WF3Y3gOqm6uBbs8JXJGR0UxsSwCP4oLWFuRipJxoquETcz+mWmfxHYlV/M22dTsUoS05rE0C3Y7+o/SuEy879Yvq0G5npPKoquZKA6kJk9uyYEEbzkMoyWGkRWGuSOpjcqHa3YpKbYVMnfmgTKcoXF4kKRMWMe4dVX59KkSRduvXUcs2fPo0uXgbzwwhts3vwbnTr1Jz+/4Bqd1gx1BOE6gCfXZE3aPxzX3d0oCAJfffUVzZu3ZOTICXTo0I+VK39EFCvaVqdOfYiWLZtVuu9Dh47xyCNPM2TIGAYPHsrBg4e45557iI6OpmPHjuzatYvvv/+ejIwMUlPT+PTTT4mMvLL08759+3jttddo3rwFv/66g99++wOwCTc1aBBPjx5dHRPl1ZCbm8fLL7/DyJETePbZV9m//7Db5+3ZsxuKsGB0fxx2VANUR9nM+7/+uqNCf7NmzQMkVL5BbtsFQQBBRseObd1W9F27dqRPn5t48smXmDx5OhcvXiI9PZ0nnnCO/cMPF/PII0/TokUirVs355133mHUqFEsW7YSLy8vfH19+OCD2YSHh6JSKZHJbLbm+vXrk5KSxqxZ79K7943ExNjG/emn89wsCCEhwZw+fY5Bg+4iLy+fb775hrhPfmZpbBf3D1fTH5/dkkD1/PVyoLdvAM9ExlImWpmdnsye0hLboeV9SELVxqi3ivyYnseC8+kk+ml5IjGaJt42kuk6sdYkW+FySWXAGbtQDcisEoJka24xEJWIUfBVKSg2et5JsLh8ZouzycyCo9UEl4zBXDIGk2oJ4YM/2tPrTmdxtLlz5ztef/zxl3TrdpPjf51Oz9GjJ0lOTiEwsJEjtbo2UUcQrgPUEQQ3XJd3o5+fHz/++CPZ2dncddcYJk+eQZ8+t7N5829YrVZKSmz+aqOxanbIjz5awtdfr+K5555j0aJFqNVqNm/ezKeffsq0adNIS0tj2LBhjvoC18L27dvx8vIiLs5mOdixY4/jvbvvvs1jlH9WVg7vvruQUaMeoFu3wbRv35eWLXvy88+/0qZNR44ePUufPiNp3rw7L774Jjk5eQiCgKpeJJZyQSgAuf+V3Rb2cs4Ze9e7bc8/sx+VbyDr1n1FWFhIhXF9/vlKAG6++SbefvslFi2a47bP11/bzP55eQUkJSXx+eefU1RUxIQJd3H06Dbuuus2AGQymDt3IQBNmzYlMTGROXPms2TJN/zww1KGDRvgMXrc1a0UHh7E9u3b6dmzJ3lLVjmsJ1eE6w+yfMXvqK0g4ayvUBWU92OfXJt7aXk2MpYGai/ey0xlTUEexupEnQueJ+wcvZlPz2eyLjWfobEhjEsIJ0TjOdCuQpf2flzJSY2IVEVLRQWCUU34a+QUGS2XWWmoNlmxo8jg5WjZBh9HyzD4O5orFEoZd8+I586nnLFFY8feA8Dy5ctZsGABCoWCGTOmAHDrreNoU26Va9OmZc0G6wF1BKEO1xuuiyDFrKwsZsyYQf369ZkwYYJjgg4KCuL111/n4Ycf5vnnZ3DnnfcTHR2FRmNTU3nzzQ8oKirmmWcmuck0WywWNm3aTkhIEB06tHFsf+ON59HrDbzxxhu0adOGQ4cO8eqrr+Lj443JZGbOnDmsX7+e/v37V2rcrVq14syZM3z44YcALFnyNc8+OxmAzMxsvvtuDfXrxzBjhm0lvnLlj0yZ8jw6nS3o791330Wr1aLX68nIyCAvL4+xY8dx330T2LNnDxs2bGXp0uXMn/8Wos6AIiQErAJWbxGFxSZ3PGXK84wbd6fbuF5/fQY/n7WQvPlLwtv0QhMYDoDCywerUc+3367h+PHTPPHEg44aCa4PpltvHcCYMbcDEBDgzzffrOKTT95FEAQuXUolNdVZrnvr1h9o3bq54//k5BS2bdtBfr6t3POgQYOwlPvkv/9+LfffP4bPPvvA4/XcutVmDZk//y3uvPNWnnrqZRYv/pLSX/dgOHaWenOedk6AQI0jvispoxyhVHFrQAgBCgXfFuRw2qD3PEleSf1QdFosKoNTRTrOFuvoGubPQ82iOJBTwq/JBRjLA/tqlP7oGpDoFpxoH3DVu5RZJWcQoYevRBDdAxX9VQrSiivqYXg6zh70KNeD1R5CY3GexGxweYRpqh64oNLIGHR/FB16+WE2isQ3O0G/J1qg93uadSnQpUtnfvppE/fcc7uDQO/atY7ERM/lpWuCOoLw96MuSNEd18Xd+MMPP7BkyRIWL/6Yhg0bsmHDBrf3Y2NjWbbsc1JTU3nooUfo1q0Hhw4d4quvvuKHH9bTrdtgfv/dGZD3wgtvMHr0g/TteztlZTrH9qCgQJYt+5DRo4dz22238eqrrwK2CHqTyYRGo0GrrXw9iH79+qFQKPjoozfJzz/D8eO/Od576SVb4al33vmI1NQMFi5cygMPPOkgBwBz5rzD6dOnefLJJ1m37kfy8tJ56KGHmDhxIosWLSIyMpKxY8cxZswjGE6dRRHidBkI5eZ5hX+Ax7EFNWqHJjiCi5u+wFRaCBIExLfEatTx8MNP8+GHizl//qJj/5CQYEd53kmTptOjxzB++mkDN93UmcWL5zmCIO21GwCOHt3uRg7Wrt1Imza9SU9Pp3HjRhw//hsNGsSh0WhQqVS8++4rV7yW69ZtYt++w8hkMu6881YEQeDNN19wvC+aqqrUj6MSo1urQnCdVpAxwj+ER8OiOKEv462MS5zRu5CDWg58dHUniFb4PaOI9w6nopHLeKJ9DB3CfStFiWp75S+ItkwFmZVKXz+LUY8hP9Pje34aBUVGC6ISR5PkFVttwdWakG70d7RLphBHi2nkxU+Ls7iryX5K8p2xOtOmPcXhw8eYPn0KBQVnKSg4+6eQA6gjCNcF3AKaa6H9w3Fd3I0dO3ZEJpPx7LOTuOeekdxzzz1kZmZy9uxZli1bxrvvvsvnn3/OhQsXuOuuu5g9ezb16tWz1RE4dJj+/W9h6NB7eOaZV7h0KY3PP1/JM8/YZJMvV+4TBIH33ptFVtZxzp79g1mzphMWFoq3tzdt27ZlyZIlTJkyhYkTJ7Jr1y7HcSUlJWzbto0VK1bw1FNPMXbsWH7//Xe0Wi0KhQJBEFAonKsZb2+tw9Q/YMCdTJ8+u/yztmXXrnUcOrSF1NQ05s6dS9u2Ldi2bbXD+tCgQRzbt//IpUvJJCWdZ9u2bQTddRs+nd0zKVT1ovFu3cbjNd3y+hCO7FqFPi+NoTG2yVWu9qJ+v/EAXLx4gI4d27ods2TJ+7z/vm2cR46c4J57HmXSpOlu+4SHh/Lgg2MB+PRTZ1lqk8nEmDG2IlYhIQGMHTuKqKgIJk2agNFoxGQycdtt97Fkydf8+ON6N90G23hSaNu2JcnJBxxkRC6X89NPXzBgQG/EolKy3vr0MiEZqWIgoWu55upAFJCJAjd6BTA9IhY5Am9kXGJ7aVH1LeDlQ/Y0cV8LpWYrq5JyWXY8k7ZhvjzSph7xfhrHZO/ox7VVA25E4jLCUh1c+Hkxp79+C0NJNpLChQgIEKpVkmmpOuGzQ1EmcxAeKV+NaJYjmuWUGVSOlq/TOlplUb+ZbV97eWiAzMxMgoOD3OTF/yzUEYQ6XG+4LlwM7dq1Y/DgQfzxx37eeON59u49RHx8PEajkfDwMEJDg8nNzSczM6vCsXK5nKZNExk7dixr125k0aLPSUxswoMPPsibb75JenqWw4zuCpVKRUhIMI88Mp7x40ezYcOvnDx5lnPnLpCefpGUlHQWL17MH3/8QUhICB07dqSgoAAfH28SExuxb98hvL21NGrUyGNK5r59h/j+e1v1x7Q0W4qUIAgMH34LiYmNuOMOZ1nqPn16IAgCc+bYgqR++GEZMTFRvP/+awwePIYWLVqS9+W3xP9vjpvWvn+HTuSuXc3EiU/w44+/sG3bapo2da5uQkKCUKvVNGzYEPKLAdAE2B50zzzzCunpmfzww1JkMhmXLqXxzTffM3HiGIYOHYDJZOLkyTM0aZJQ4bO9/vrzdOnSgYYN6zu2ZWXZJvz4+Bgee+xezp2zrR7vvnsk+/YdYenSb0hPz2Tq1Bcdxzz77GRHlscjj4znkUfGu52npKSUN9/80BH8aTh2lqWxXbj30h8VxlQlWD0w+/IJt7HaixEBIZRYrXyUnU6GuRJma6ni6xqZKj3IKKfrTHxyOJ0Wod6MTAwjpdjAL0n5FOuvnVIJeHQtCDVU7ZNcUmtdXQiiAkSL7bqZigtQBzonV3+1HLMoobeIV1yeiC5hF66WhMv1FGqKFIPzuaAUrLQa93/2zjs8iqr745/Zkk3Z9IQ00oAAoYbeEQhdqoIKSlEEEQFFsQIqWFAEFUEFBCmCNKVLk957b4F0QkJ6L1vn98cmW8gG0nzlfX98n+c+2czO3LmzuzP33HO+53s8aDCsAVK7HHZtSaNpF1eaNGxIenqGReXTfwI6nb5UJdQn+BfwJMRggcfCQABo1qw5GzeuxcbGhs2bV7B//1Hq1w+hfv06xhVlXl4+KSlpqNVq9HoRnc6g2nfu3CVmz/6BXr16sWbN7zRp0oSiIoNk8ZEjJ2nUqP5Dz21nZ8vAgX0YONAkLHT16g06dx5I27ZtcXBwwMXFievXr2Jrq0AQBN56azoJCfdo2LARISHBpfps3DiUuXM/JScnD71ej06nxdPTwygHrVKp6dMnnN9/X2Q85o03Xmb48Gfw9zeUmishOc6ZM4emTZuWOoeycVNSt/7Jn3/uAMDPz5JcKQgCQ4f2Z8GCH5C0GQ2AwtnA2l6/fguAMZPg7bdnsH//UWbP/oGBA3uzYsUCPD0fyCAw69f8swJDOub770/Cy8sTpdKWggKVUYr6++8/46WXnuW558aSmZllPOarr37gq69+IDn5utXqnRcvXjUaB5cvH6JLl0HExcWVST0Qjatqsx1KXj9iZe0ulTPI2QNfuYKtWWlcKcp/IEZv7YQP7/NhsPAeWCuwVAaupeZzO62Ajv7OTGjhx5l7ORyNy0JTrE1gMVahfH2WZ4zmHovyTNR+XYeSdecidjVqWmz3crDhfpHaWJSpxAtbHbHfoixbpHYGgyldpURha/BSmEukSHQaBKkEQRDwdyhNfJXZSLhxMpvF70TS51Vfuk01kHkTE+8b05j/CahUGhQK2WNXQOoJ/n/jXzUQ8vLyOHDgAAcPHmTTpk2kpqag0+lwcnK0qqSoVDpYSBbn5eWzd+9h/Px8kEolxMXFERISQkZGBh07dqBJk4YMHtyX48dP06/fS8yZ8wljx75UrrE1ahTK8OHPULdubdLSMnjuuYFGhUWAtm1b8Nln3zFs2DB69SqtlKhQKBgz5sUy+9+6dVWpbU2aNLT4v169OmRm3uHrrxcwadIk7KZMQObqAhhWmEXR0SAIbN60nCZNGuDkVLpsbr9+PdmwYRsNWhsma0GQ8Oyzz7J582auXTti3G/48GfZv9/AoXj99ZdL9fMoCIJgDJEA2NjIKChQ4+BgWHW1bBnGr79+z+DBo+nR4yl+++1HPv30GxYtWklcXAIhIbVK9dm5czsuXTqAi4sLQUHNAYOxpHv9GaROBpLmg/oEFRqzTkAhCPRwcqOtgxOHcrNYlZaMVhQrT3+0Rk7Um22rhMv+wYlfI4ocisniQmIuPWu5M7mNP3sj07mWVFoKvNx9l0FerAxECdj5+GPn448oKY58FHsFajjakGxNNbI8KMOKEK15hKxAm1fE7qE/ARDycmv836hrdb8T+wy8pYBONY0CXiXaJuWBKIpcuXKDc+cuUbOmLz16PPXIqq8GA6F8GStP8M/hcScpHj9+nAkTJnDnzh3q1q3Lzz//TLt21hdysbGxBAcH4+BgmjO7du3K9u3by32+f81AuHPnDmFhYYiinjZtWjBixLP07du93MVTdu7cV1ykKMJYBe3GjRu89NKLODs7U6tWIJs2/YpCoeD8+csAvPfezHIbCIIg8OOPX1t9TxRFFi/+jcDAQKRS6T9ew33KlNdYt24L2Reu4NzVlJutychA5uxCly4drB7X5f0tRG7/GYmjB8gEcuJvk3TmL67mZdK0aSN8fLyM+5Z8RsOHP0ObNs3LNa7bt6P4/PNvWbbse+Ryy4ebo6MdubmFRgMBDHoOr7wynAYN6qJQKJg9ezqzZ09/6DkCA/05cMBguHTs2IZjx06j/FOJ+8vlLMxltpo2rdQFBKCVgyNPO7sTUVTAnPvx5OjLOXuXLHvNvveqPFgkZqc1hhbKMZQclY4/rqcQ4Kygb10P2tR0ZldEGvczzSZgK96EyoQWBHNp5OKX8gIRra3hsxDLufL1d7TlSpahPoVeo0YU9UgUthb7CHpTaKE6eF4ZOfbY2WoQzSbpO8vP4DmsCzXsDWORm1lFNnaG/Vx97bh79y5yubxUWvDD8PHHX7Nw4TLj/w0a1GPcuBGEhNTi4MFjnD59kcjIaIqKVAwZ0p8vv/wIlUr7xEB4HPAYGwgZGRn069ePOXPmMHLkSFatWkW/fv2IiorCxcWlzOMSEhIe+v7D8K8ZCCqVioKCAnbsWEOHDq0rfPycOT9y40YETZo04cqVKwB07tyZGjW8WL9+PZMnj0WhUHD06ClGjHgDoFzlo8uDhIQkLl26yoIFC0hPTyc9PQsvr9KaB9UFGxsb6tWrw4niQkslkDo4oMvPo8l7C7kyZ2Kp4wrT75GfFE1gj5HF/ydSkHoXjwbtWb3aZPzo9XqjPHNsbNkS1w9i+PDxREXFEhkZS2hoCDdv3sHf3xel0gFnZ3uys/Px9naxOGbevJnl7r8EYWGNWL78B7ZtM+g65B09h+uL/ZHYyC2Ns3KWaA6yseUZVw/0IixLSyJe/eiUu6rAfNKvqjfBCDOuw90sFUvO3KOZtyPDw7yJTC3kwJ0M8soQI3pknxbehKo9MUv6kqpAlEGQoy3b4tLQZucQ+cOnONSuj//wcVU7h8Y08evNypFrpJauEEEmpd6Kt1Gfu4p7J+veA4Aeb4TQ+eVgHFxsSDiZgK+v9yM9AGB4ph06dIIlSwwF5+rUCSYyMoYbNyL4/PPvSUszEXMbNmxIeHg4S5YswcHBnqFDh2Jra1tW10/wBGzevBk/Pz/Gjh0LwNixY/n+++/ZvHkzL79cca9vefCvMWIaNWrEc88N5Z13PiEtLb3Cx69duwhHRyVarYZZs2bx5Zdf4urqwvr163FycmL58rUMH/46AwYYhE/efHMcH3/8TrWMvUQ6uV27dqSlpXH27OVq6dcasrKyWblyPcePn0bh7WNM19M6iDg1boldUG2yTh9DFEVu3brDli270Gg05OTkcvfwHwA4eAeRnxyHe/022Lp6oSnIxaM4ZVKn09Gr1/MsX74WW1tbTpw4Q2RkDIWFRRw+fIKff15OZGSM1bGFhhoesufPXyIx8T7t2/c1rpycnR3Izi6welxF4ebmyqBBfXjjjVfo27c7CBLEQlWFrX1niYwRrl6MdvfmcG4W36ckEK9SVZuwkEFcSDC1KmQBWE1VfEj2gwhcTMxl4bG7FKh1vN6hJh2CnTHnvFmro1BVhUapxtAUOSISjUFi2bx6ozk87eUUafXkaHTcXWcQ0hKk1tco0iJDk+dj7FfQCqZmlrpaEchdlfgMaIaNq8HtmllkR2aRHVczfUhTO5CmduBqUSBapTPZWjs2RC14pFS6Xq/njTc+wNu7ES+++DovvPACAPPnf8HGjcuQSCTMmDGDuXPnGo8pKirghx9+oKioiO+/X8yWLbtRKB4bStj/W5jLjldHA4pDu4b26aefVnpsV65cISwszGJbWFiYcYFcFho1aoS3tzcDBgzg1q1bFTrnv/qLXLRoMd27h9OqVS+6d3+Kt98eb8HCLwt6vZ4hQ8ZgY6Ng9eo1iKJIixYmHkBwcBCXL19h1659ALzyynA+/vidaiEAnT9/mWXL1gCwevVqJBIJoaFPValPrVZrkSJZgkWLVjBt2mwkEgk1a9Yk+fIVHJo1Q1LMphYEAYc6oaTu2oybm2lF5BTcCAefYArTEvBq0YPMiHMkndkJgGfjTmTeuUj79v1YuXIBNWp4cO7cJcLDw9mzZw+9evWibds+iKKIRCJBq9Vy6dJ1Fi82PNz0ej0ajQaFQsFXX01nx469TJr0kZFDULOmQZq6oCAPjUZbbbFVjUZDrVqB1K8fwt4Ll0wcBGsQsPAmyBHoqnSli4MLx/Kz2ZARh7qcbnYLzYMSVEemAqbQgmAlxFApiKDSivx9J4MLd3PoWd+d5h2d2HszndvJlTTWzMMoD2RWAOgqoFcQ5GRLbE4RNtmg9KmNRCKnZvjzyIqpExYVIKvhyaQ3q/qo1poGmq82EWJdbAt5GJQeCuLjI9Dr9WV6ETZs2MrWrbvZtm0brVq1wsvLix07dpCQkMhzzw1k8uSxvP3220Y+A0BUVAwBATXx8/Ph3LlLhIbWexJi+B+FWI5njUajsfh9PAiFQkFeXl6pUIGLiwu5ublWj/Hw8OD06dM0a9aM/Px8PvvsM3r06MH169dxcnIq19j/1ZwaV1dXjh07zg8/LCApKY3hw8cTH3/vkcfFxMRz40YEx44do1mzZrz55pvG92bNmsX69RsIDQ0FYO3axcybN7NcLsIS3L2baCEiVIKoqFjefHO6UXL4xInjeHl5IJVW/MYWRZGEhCSmT5+Np2coNWs2JTo6DlEU2bv3EB999AUzZnyNKIr06RNOWFgohbciUCWYQgASLTiHhuHWvpsFW7zgfhz3T+3EvWF7vFv2wsHXRADMjrlG6LAPaNo0jJ49h/LaawZBp3O3E2kzbj7Zvr2o030cId3H0WToLHyb9GD73jPGolkbNmzF27sRKpWKFSvWGfu9cyfa+NllZ+dQr147EhLukplZceKcNcyb9zO1arViw4at6FMyELWGm0mQmm4+a2JAYbZKPqwRiK/chrkpd9mZk1Fu46BSEEqv0EsYjxZiSJUwBMxrPFis/K14PjIKtKy7kMzOa2mE13PjpdbeeDqWzhQx95yYqj+KplYJyApFs4axhTjaE5tqmJB9uz5DnRfeQmbn8IjeTLBNBVmBoUkLBWMT1KYmak2tOuBZx4nCwiJCW7fghc/60/vdAfjXa0KLgZ1Zv34rq1ZtYM6cHxk2bBj9+/fHxsaGESNeIjc3l9atDTojn3wyldjY82zatJyNG5cxebLBRRwfn8CLLz5DSsoN/P39nxgIjwMe9CZWtZUTgwcPxs7OrswWFxeHUqkkOzvb4rjs7GwcHUuT0wGUSiWtW7dGLpfj4uLC3Llz0Wg0nDhxotzj+o95EG7cuIGdnR3BwZYpgXZ2dowYMYKnn36aQYMG0rFjP154YTA1argzZsyLuBaz9kug0+lYunQ1bm5uhIQYvA0ZxbH5ixcvEhYWxu7du7l58yZ2dnZ8/fVC2rdvZZXh/yCys3P59NM5rFixDmdnJyIiTiCXy4mPTyAoKIBRoyZx/fottm7dipeXF1u2bOHMmXM4OjqSlORBu3alS0KXhV69nufs2YvG//PzC2jRoju1awcRG3vXyD5t3rwRq1Yt5NCh42zZsgtbvwCLyUXm4EiN8H7IWulJPrkbGyc33Ou2QdTrkEhlCHpQ+tSi6WtzQa9HQECQSolx7UCN1vbcSE8koP2zuIcYeCCCRIqTd7H2gQhuwc24f+Mwo0dPpm3bFixdavCedHvpZ+5d329xTS7BYcz7fplRO+HMmTM0alS/FA+hMujXrydff73AKPMsqjUIsrKXr34yG55x8sRWkPJ7VjKR6kLDDStYZhhUChaZCobXVXHTm/MRrKU/VoU4FZVeyOIjCbQIdGJEO19uJOZx+FYGRarKD9icsCi1Qt/QWbFDZBKBWm52bLuZWma/iizTa71ZH9pqlh/QmHkTirSmSblAazppns5wUoW/gkmbO3N8ZTRXdyeiUkGjQcGkR+cwbdqX2Nvb07VrVz744AP69OnD4cOH8ff35a+/1hAUFGDsT6l0oGvXjgB0796ZmTPfM74niuKTLIbHBf8SSXHHjh2P3KdJkyZ8//33FtsuXbrE22+/Xa5zlIQ5KoJ/3IMQERHBpEmTaNiwIfXq1WPs2LEcPXr0geqMhroLBw8e4uuv55CYmMHq1Zt45ZW3SvX37bc/s2bNJlasWGHMeNi6dSuLFi2iUaNGgIHU5+fnx5kzZ0hOTuXDDz+3kFx+EFlZ2UyfPpugoOasWLGOoUOHkp2dQ2LiffbuPUSzZuH88MMv+Pp6M2bMGAYMGECbNm0YOXIkN2/eIi+vkG+/XVRm/9YwerRl/QRPT0+2bdtGs2Ytsbe3Q6NRMWbMcH74YTYAt29HU6tWMBK59YeIIEjwbt8Xt0ZtkeoFZMgspHElSJAIMgRBaqi6J0hwq9MCv9b98azfHkkZsWA7Zy8C2zzDsfNxzJ67grsJScgUDtzY9yPZSRGEhI+hRv0OBLQeRGCnochslYwZ8xYAtWvXJD09l5dfftPIM0lISCqXy+1BNGpUn8jI0/j6GrQeCq/dNr1pZq0rBSnPO9ZgvKsf5wtzmZsebzAOKghTpUczydSqcBQweRNKqR9WBtZW/hbjNo1VL8LZ2Bx+PmAok/56twBaBjvx4LPCVPBJMMVRLUo1V778cy0PO+5nqdBl6rDJE1FkG5ptpogiy9AqC0W6xFjp0ZynoNdJrLaKwivEkWc+b8qEDZ0Yviqc4A7edHuvGWlp6cTH32XFipVMmfIW0dF3mD//cw4f3lpKpfRhUKsNZA25vBr1pZ/gfw6DBw8mISGBZcuWoVarWbZsGUlJSQwePNjq/qdPn+bmzZvodDry8vJ4//33EQShzLRIa/jHPQg//vgjCxcuLE6Fk/Hrr2vp3LkzoaH1OXPmLEqlKZYslUp5/fXXGT16NG3btuXQoeNkZ+fg7GyIl0RHxzF//i9899339O/f33hcnTp1qFPHpPjXrVs3Eopd8atXr2HkyBH06TOM0aOfZ+jQATg6ms6ZmprOgAEj0OlERo4cib+/P5MmTeL48WO8//7nNG1qKCf99dcLKSgoYPNmQzhDr9fzzDODuXs3AX9//1IiRY/C8OHPMnz4s4SHP8uFC1dITU1FEAQaNGjAhQvnOHVqp0XqYO3aQdy9m4CfSmXiIJiRwKoUu8aSUGaMjRdPBl4BLfEKMHhHRL0OnaglM+E6MhsHnGrWx6Wm4TPSyQVCnn6dooRYIo+u4qetV5hk405CQgpt2vShdu0gzp69yPHjf9GggYkzcfnydbp0GcSaNYvo2ze8zDG6u7vx+uujmTHjK0SNzmKylgJP2bnS3cGVs0U5fJkWR2F59JYtij9VESW6B+acgqoIFVnNKqh8f0UqPXsup3EhOoeejd1pHuTM31fSiEupuAFVAonGLMRTPDZZoUn3QF8854W62XO7EjoNADZmIdYSm0aeD+ryhVHLDbXejKegM7ktsouLjSVeTWfNiL+M29v8upxBgwbx0ksvcfDgAfbt+9Pid11e5OercHBQPBFJegzwOOsguLm5sX37diZMmMDEiROpW7cu27dvx9XVoAgaHx9PgwYNuHHjBgEBAURHRzN9+nTu37+Pvb09bdq0Ye/evTg/pBLwg/jHDYT33nuPBQsW4OPjRbt2LenfvxebN+/klVfeRKVSWRgIJTh37hxXrlxh/vwvjMYBwHffLaJ58+aMGTOm3Ofv1q0bp0+f4bPPPmPmzHmcOHGWX375FkEQyMrKZtSoidjbK9m//4AFAeTvv/cxcuQIFixYxieffMIrr7zCjRs3jJUeN23axK1bEdSqFYxaraJWraBKfT6//PItEya8z+nT52nUqBEajYbZs2dz+fJ1i0qU7dsb6lUU3YnGoX6D8p9ALHtSqcxqUJBIsS0Q8PE0jE2fbzZB2IJM6ox9YFN88ntx78x2jtUQad++PefOnSMjIxOAXbv288LsDTj410Fm58DnnQ0poi++OB4XF2eee24gX301vdQDc//+o8yb9zNNmzYhrW6QcXsDuQPPKGuQqlUzP/MuKTqNdQGlqhoD5oS9aggtWDUkqihShJknwdj3Ax6b1Fw1vx9Loq6PPX2beZKSo+bAlTSycq3INgumkIJg5frLo1MgESDEx4FjtzON22xyTBdq3m9JfzqFWcVG+6o7OoUynvz6Cggt2LkYjAbv5l7cv5CMq6sr8+fP59q1Kxw8uNmqLHl5kJ9fhFL5JMXxCR6Njh07lpm1EBAQQF5envH/YcOGMWzYsCqdr9wGQolsboVPIJMhkUjYu/cQbdu2QBAEwsIMioHnzp0rVVr5l19+YeHCBQQFBTBy5HPG7RqNhpMnzzNu3PgKEQ4B/Pz8WLRoEf369eOZZ55h69YGKJUOFBYWERQUyN9/7yvFDm3QoAHnzp23uO6AAENMUa/XM3z4cADu3UskOjqGunUr/nB4881prFq1wfj/nDlzqF+/Ps8//zyvvfYuZ87sNoZRtFqtYSxlXLtOAfLiKIoosfQuVBTmq0KJ1vQ6P+MeCXcOkpeVgEQiI6B+T1wDmlj9Xfg074VHaAfSbCS82KEep++7kRp/k4zYS3z/00YK8lLQq9XY+wVzx2ckixfP5bXXppKVlc2SJavYvHkne/eut4jjzpmzkKysbJSzBiBzUlIDBYPtPXGX2LApL5Ub6vzitLfKrcQs5hArWQuV6tN89V8BEaQyYc1IqeT4bicVEJUcT5tazozqWpMr0TmcuJ6BWitWyfABA1HRAJGQICXpWSoKUtRUZ5TdnP+gUxu+L0mGDI1zFd1pZcDVX0n/5X05Ous4dQeGEBgYyFdfzWbgwN6VNg7A4EFwdi5/UakneIL/FMptIKhUqkoJeXh7e/PHH3/w0ksvERUVy+eff0BwcCDh4Z1ZsmSJhYGQkZHBuHHjGDSoDxMmzCAvLx+l0oGoqFimTJlBdnYuL71UPiVEa+jXrx+RkZHcunWLvLw8FAoF3bp1e6iMqrXJLyIiwsjqV6lUREdH06OHgYA0Y8ZX3L4dxauvvkSPHmWnP8bExBmNg7ZtW3Lq1Dk2bfoDtVpDWFgzYmLiOH/+Cq1bN6Plku3knD2NBgHbWrWND0adLcitZ7iUC9bCCmVBXZTHjVO/YmPnjJu3wYNx69wagrNSCajdtbg/k/EiVQkosAc1xKeqaBriy2WZEi//VgDk+IoUJMWSHXGJBQuWER9/F1dXFzIzs7Dx9SGzsIj27Z/m2Wf70atXV7y9a/DCC4M4c+YCCrWW/nY1aCl3Ym9hBkcLEnno8KtCSCwLVtIfq8OrANUfWjAea4VUqdfDqVtZXI3NpUsjd8Y9HciRK+lcjbL+w8rLuoeo1+PsZMia0aoL0Gs1KOycwYy8KEpMn0ujOk5ci8wp11jlebriv6CzlZTqS29WaVFXDeRFiZl1pdWbfr/ZatMzQaUzPSalITXo8lsQ9w5F0bx58+Ly5P3IyMgkMjKWsLCGpeqKqFQqxo17hwkTXrGqUpqfX4Svb+mCck/wL+AxDjH8Gyi3gVBYWFhppa/Bgwdz/PhxXnttHB069GPatLdo164lX375Pfn5+Uat6MjISADmzPmEL774jpUr19OuXStOnjxL586dOH36NL6+vpUaQwkCAgKMnoDKon79+ixYYKiPAJCYmIhGo+PWrTtGoaAzZy4SHX22TK9LYKA/W7euon37VkYxp40bl+Lg4EDHjv2xtbUlNdWgvJZ3+RKpf27AtVsPA0mxHAukstTwyjvRFOWlce/mAWqGdMVO6UFi5BEC/T04cmSbUThm4cJlfPzxNwgSKTWDOpXZ15WYHNqFuvL333u5f+sY6sJsbByccQ1sQg2fZqjadiBYIqUwPgpnVTp29ephGxzEFz5+rF27ljFjpqBWq7GxsWHg1Ek8W6slVzW5fJkVS56oQ9BKTD4D8+urik6vWPp1VeOTpQwIoZq8CmA9tFCBEFJ+kY6dZ1LwdlPQvbkHzes4s/9sKvdSi4zjLchJ5vKB7xEEKR37zyY/5z4XDn0HiLh41qVBq5FIZZaTo9Jeip+nLduPJCFVm/0OddZfVyvyZAhOBkNeo5JhY2d4LZOW78MWRZGE/VHUbOmJnbvlCj9q/WVatQrj8uXrTJv2Je+9NwutVsvEiWP47LMPAIOn8dSp81y6dI1t2/aQkpLOrl1rS52joEBlIUn+BE/wuKDcBkJRUVGVThQWFsbJk6f47rvvmDPna1JSUgkLa2phdGzfvp0mTRri6elOy5ZNWblyPXXq1Oe77xbQunXrf43Ec/bsWSZNmkiDBg35+OOPCQoKYujQoQQGBqJWq1myZDE3b0YzcaJB7tig6LjkoeOVSCR07mxgk0qlUtzd3Wjc2LAyb9KkAVeu3ECr1bJx4zZS/liPc8fOuPXsXbofc6JileLhlg/s+3dOkBJzBluFM/51u5N29xJvvP6Charc+PGjWLU2gqhb28nNjscjsCVu3qEIgoBNjmlgiVdzcApzQ598ljfGPUOjRvWZPn83KbdPknh5r+EzsHPAvVMPHFu3Qu5pqDj5ftQtCuzkOD4zgCZt2jDE158C9Pycdo9ErdowwVY2EcfKnFTV9EdjXF5iNuFX1ZtgzStRBYPFkvdg6MD8N5ScqmLNnns0DFTSv5M3CSlFHDmXRm6BlsyUCACCGhoKqQmCBBCxsXUiPyeRxMhjRm+SUMz3a1LbidsxuegKK/9B2GZoUblYKc5gJdxSnbg47yjRm2+g+aQXvuEGnoy2WM3JvXUQF1acxcHBgZwcg3ckPDycY8fOGI//5JM5/Pjjr8asnX79epQ6R2GhGhsbWblr0DzBP4vHmaT4b6DcT9fCwsoznY0nk0h45513uH8/mczMTM6fv2C8MURR5I8/NhpZ7L16dQNg5MiRtGnT5j9qHNy8eZPDhw8bUzHPnz/P6dNnWL58OWFhYXTq1ImwsDAGDBiAXC5n7dp1+Pj48NprryGTydi8eUWF0pzWrl3MlSuHACgsLCImJh5HR0deHjuVcePewaV1e7y69rcQnSlplYEx9VFnag9C6eIHgExuj0aVh6ow01jQqQQymYwzx+ewdu3PZKTe4Obp5USd24A0X2OxnyjCufP3GDhwIN27P8XAgX3waRxO02en03zYl+zb9we6wnxS9m4hcd73yNP1FOw7yb3Z36C4fI1Xg+owzMGZTQcP8P2d6wbjoByQaAVTK77OKkkLixhTE0vklKFqfZqLKRlTC6vUn8iDksqVGeONmFyWbYsjM0fNqP7+tGvsQkCdDrQMf5+atToh6MHBoQbB9fug1xYwoF8XCvMtNQ5kUoGmoS6cv5710HNJ1XqrTaIRLfgwVYWNTIeNTIdeL8FGqsNGqkOnF5BK9EglerR6ibFl5UD05htIbWX4dKldqq/aI1szceJEcnJyeOcdg4T7qVMnGT9+FACZmVn8+ecOo3EwbNgzVgvF5ecX4eDwhKD42OBfEkp6XPEfNRBKIAgCLi4uFmTDiIgIbt2KoFmzxgDI5QbnxoYNG6z28U9BFEW6detGly5dWLp0KQDjxo3jrbfeAgzKVceOHTOyRQcOHMi2bdtQKpUoFAq0Wi0BAX4VOqdS6YC9vSHm2XzqN6RmZqFr0QaZkzM+w1/GvefTZZITy7wOqYG9LoiiZe79I6AuyObi3m+4e3Mf9dqOIuLCH9R0uA5gVV0SoGfPLty/f41mrV8nJekSkRGWoh8SjZ4rF1Jo1aoVL744gYiISPbOH8De+QPY/9NQ0tMzUShsmDHjHfSqIqLnf0bOkT288sEHzJ39FTH37jFx4kQOrV1H4sw55B47behXLRiboDE0c6OgUjC/sa3oDFQYgpVJugLfh9UuH9RRqIaaCiblR5PWgVYtcvxiGlPefhu5NoExz9YmrFEgADqtioSow8hslGi1Wv7++zD2SlN1UEGjp0EtR5JTi8hMUyFoRYuGaCDAmpNgKwpRZtYEM8kKialJZHpjqwgkNoaFi16jQ5Bav/fmzZvHiRMnjITl/fv/5PnnB5KSkkafPsMoLDSQhdatW8JPP31dipsAkJv7JIPhCR5fVIiD8E+iVq1aDBw4gBEj3uDbb2cyceKHAIwfP/4fPe+DEASBb775hj17dhu1FiQSCd999x3Tp0/n0KFDLFu2jE6dOpGfn8+yZcu4fv06p06dIjs7m9dfH22Rmlnh88ttEDUanFq1xa1DV9MbDzzfJMWLaFEC0uLXepmhqE15YXCpi8Z+xCIVF7Z/jsLOhU7tm5CdfZ3IyEg2bdrExo3L6NKlfZl9yWQyDux5m507mzBixBt4uNRFQCAn9x4ZmZFkZ8VSq85o+vXrx8GDxyxY3wYD4zqJiff5YcdRnurQkWc7tSPE34Oiomw2/PYbSqUDcdFnqfvK+6T//gdFl2/i0qcHCv+aZY7JHEKJwWD+rK8mp5RVTkF1kArNX1eV//CAtgWULqZkDYW5qdxPjGf2lzN5bux8urRwokk9JVu2nyL65l/I5IbYfJFKwNOrkUX/LZq68ffh+5Uesyg1IyfKDa/lBSIq53/GmyiKgjEdUo2Clr+MQJunolAtIfvGfeTOtvj/VUhqaip2dvZMrTuVhg0b0q9fP6RSKR9++Dn164ewbdsevL19aNWqLatXr6ZWrcAyz5mdnU9QUI0qjXvGjK9wc3NlypTqqVb7/xr/A6v+6kS5DQTz/Mp/AjY2NmzevIUFCxYwcaJBjOjIkSM0b16a9ftP46WXXrKaLeHu7s6zzz5LWFgYhw4dokmTJowaNYoJE17H1dWZN94YT9OmwVZ6LA2tVkv9+u1JTzfkhn/zzaeEh3ck5+wpbHx8kdjags7yIW5N1rYyKGvy0uu0IIqoCjLp1q0D06d/xfr16wH4/fc/adWqGc7OD5esDg/vRO3aQVy+sgIBCQ4OXri4BBMU0IW05LqMHR9Kq1bWU8KUSic2zf0MgDp1vHFysqdfv/cBOHhwMxKJBOdOnZAqlWTs2U36n1vwfcvA+5BoHpGWWIk5xdrkbM5RqA4NBGvaApXqz5yIaiULorKwc/TEp3ZHctPj2LjsHf5YpmfQkFcYPTyc+sGwZs0aXGv0IvbOHjLT7mDn3waAurUdUal13EsqtPjsLcZZ7D0QBQFBV+JmqfrkL8pNFy6Xm+JntnKT9WxnY3otKWNWUNYycGFufbuXe39dw9bLkZPJpuyOnTsNBdD69u3L2LFjiY2NJS4uhZEjRzNt2jSaNQvj7bdfNxYyexA6nZ68vCKcnKynOObl5bN+/RZkMhmCIJCXl4+Dgz3dunXC399A1s7MzGLhwmUEBNR8YiA8QbWjQgbCwyqaVQcEQWDy5Mk89dRTJCUl0alT2cz4fwsnT56kQ4cO2NvboVQqSU5OAeCFFwaTl1dUbr0ImUxGjx5dWLduMwDvvvspAHI3d7yfH4WkgmVsqwNalUnpLjDQn5CQWsbypJs37+TTT999pIGgUCg4fXo3RUUq5HJZqSqVd+4kcvduBnXqmJQnVSoNMTHJZGbmExzshZeXM4IgUFhYxPHjBtJXnToGw+v8mAFERTWh5ZrVaNPSyD1yCseWrRBlkgqHYSy0Iqr747Y28VcTYbHayHkWmRqlxZDAQEQMCO3F6R0zjIccO3GJc+ev0bt7KxYsWMCZC2n8sugYSQln8KvZBokE2rf25MDR+yCK1U78KvIwvS5JdRRl/9zSLy/OUOulKDkXl5bB2LgrUafnoYtIIzc3l507d2JjY0NoaH1SUlJo1qwZX3/9NYmJibz8ctlCNTk5BSiVtkithDBUKhVjx77N7t0HqFOnNjqdDqXSkatXr9KtW0c2bFiKVCrlhx8MYdDevbuW6uMJKo4nJEVLlNtAsLW1JT8/v8zKUdYQFxfH0qVLuXbtKhqNlq5du/LSSy/h5eX10OOaNm1K06ZNy32e/ySKigxGQH5+AVqtaXUyc+Z7xMZmkp+vemhMMTHxPhqNhtjYu6xbtxkbGxsuXz5Ily6DGDhwMAd8QxDKwWi2IBZWRchHhPT4yyRc3UvTBoZJODn5OjY2NrRt24KjR08xevRkAMaPf49p096iQ4fWD+9TELCzs/4ZBAZ6cvZsFDVrumFjI+Pu3XQSEtLx8XGlVas6yMwKMMXEGGoHrFljqnPxxx/bGTvWVJxEnZxM7Kcf49CoETWKY8EAhdHRtEq4y9ixY+nVqxeh3y00jK3kosGivHC5YSX9scru/wcmfvMiUFVVfjTxHyqe6loCmdwWR9cAcjMN30dKwjkAlkSd4q+/Ahjzyhi+nTeHv3ZfokAFDUNdyMnVEJ9QgRLTZloHOoXhN6BRmr4glYvh/byESO4t2o42OxP72nVx7dMHuZt7xS4IsJOZPAgysw/EXG65RP8gYHRHUg9F4N0vDPtapmfXgc6zGD16FBcunGPixDGkpWXg4GDPzJnfUFBQyKpVC43lz60hO7sAZ+fS1SwLC4sYMeINbty4zfHjx7l16xa7d+9Cp9Ph6urKgQNHaNYsnB49nuLXX38HIDS04hLPT2AFTwwECwhiOSrnCILA6dOn8fPzw8+vfAQ8jUZDy5YtKCoqoFOntgiCwJ49B8nNzScyMhJ394rf1P8U0tLSWLp0KQcPHkQqldKgQQM6duxIt27djHWzv/jiC06ePMnVq1cYP/51nJycmDFjOhKJgEQi4caNY0RFJaNU2uLnV/a1tWnTm9u3oyy2+fp6k5aWwbJly5gV+wAT3Cy7VGIWYpCacQ3MV8IW4kdmBDDz9DaL2LNGy+W/5mDr4AZFyWRn57By5QIGDDClVA4cOJK8PBVxcXE0bFiXrVtXlXl95UFMTDLZ2QWoVBqUSltq1fLGzs5KCUAMhbRcXAza4dOmfclPPy0HSmpTJOLi4oKdnYK4uLvEx8dz+vRpvL29ee65oSQlGeLfgiAgc3PHb+JbSO3trRsIJSWZddblE4yhhUfILRu3mYeG1PBl21p8dCrauF2iK30M1vopa5sxjFB64rd+jJX9rKQ8CtYMIODqoYXkZMYBYG9vT0FBASBQr9EQ4qMP0CC0FuNff5OsrFx8fT3Y+lcCyWmmH6y1fi1Sa80eQyUGgsrVNFkX1JCgykrl9upvcGzSHLug2mQeO4CISM1JU9B7Wq51BKXhBnF0NnGn3OxNBotCZvqCHmUggEmSWTT7cRzv8TV37tyhbt26FvVFUlLSKCwsJDDQn4fh8uVYatZ0x93dtOjS6/WMHj2Z7dv34OPjQ25uLlKphP79eyKTybh06TqXLl216Kddu5asXbu4StynxxGuriGVKuxWWQiCQP3p31Zrn7c+f/s/eg3VjXKvoZycnIz5vuXBlClTiIi4zaZNy5k791O++eYTjh3bTlZWFsePH6/UYKsboigyb948goKC+PnnH6lTx4/gYG/Onj3B8OHDqFmzJqdOnUKtVvPxxx+zZ88e/P192Lx5E+3btyczM4vNm1dy/fpRZDIZLi4OZGU9fNW0YcMvvPqqJb8hKyuHX3/9leHDh3N7+hQzRnn5rsOYHleJ32HWvRuoC7Op0+ElTp3aRXh4Jzw9PSz2ycvL58KFC2RnZ/PGG69U/CQWfRWRlZVPTk4BNWu607BhQJnGAWA0DgBatgzjtddGcvXqEUJD66JWqwGRw4e3IggCS5cuZejQoXTq1MloHKxdu5j1639Bk57G3W/ncP+3FfzUtBEfujmjzyk0Vf/TUXmxIrOsBOP3JqmmTAWs9F0JSLSlmyGlsjgl8hG/n1qNBqB08cfR0ZGGDevTvn0rQKSwMJPCgnTOnz/L57N/JT8vGRs5hNZzRmFTtXCkoIMCDwkFHhLy/URybDIQdVoi96zg1q+zuH12J772Ctrdsq5NX1XIJTpj02gkpJ2OIzcqjUKNnEKNQTS6Tp06KJVKLl40jaFGDY9HGgd6vZ6cnMJSEss//bScw4dP0rBhQ7y9Pfjpp6+4evUwCxbM5rvvPuPgwU3Ex19k3bolPP/8IObO/ZQdO9b8zxkH/xbMn6XV0f7bUe4QQ2ZmZoX4Bzk52ahUKjp06Ee7dq2oV682N2/ewdnZ2ViWuTKIiIjgq6++Ijk5GYBevXoxceLESgmNHD9+nKlTp/Ldd5/x0ktDLOLlKpWKMWOmMH36NPbt28/ixYt5/fXXuX8/haioWJo3b06fPt1p3DjUeIyzsz1RUfcfykMIDPTns88+YOnS1cZtEydO5MUXX3zkeC0msApOFHqZYPQo6GUmL0Jm0k369OrCmmUG9/wff/xa6tg33ngFvV7PU0+1x9Ozcp4ftVpLbGwKaWk5BAXVwNfXjYSEdHx93cqtcTF4cF8GDzaI9Pj4GFy9Awb0IicnF1EU2bBhPa+9NpLFi00ejtGjJxEbewEbGxvUuTnkX7tiIe/t2LotbuE9kbk6Uy6Ypy1W4QFgEUaoZknlslQ0K96h6aWDa00K81LQaVXMmDGF775bhExuT3zUPtM+diqCg2sx64ufGDJ0JKOG1eLUuTSu3siy7rqVYLz2Eq8BgNrJ+r0sczRMggkJiQQHB+Ls7MTMme8yduw7+LRvajU0l1+gwNnR4EWQmykoKuUmLQ1bM3ecttiDkJ+US/J9Ecd6XiCK3PlsE5kn7xj2D6qB59PNKepWhK2tLZMnT+bdd2fi6upC377dDf1otaSnZxIZGc2dOzEkJ6fSq1dXwsIMz77c3CLs7W0sQmoAq1f/wdSpU4mNjSUrK5n+/S1r1QA4Oirp1asrvXo94R1UO/4HJvXqRLln/CFDhlTIg7By5SquX7/O4sVL8PEJ4Nq1KFxcPNi3bx+1alln9Z4/f562bduwZcsWq++fOnWKli1bEhl5k+BgbwICPJk+fRoffvghy5cvZ+vWrRVy55SEOVq3bl6KTKdQKBg3bgT79x8gKioKf39/fvvtN6KiYmnXriU7d67lt98WWhxja2uDRCKhoODhQj46nelBFRAQQM+ePS3eL1nNCjpDuVxBS7mLL5m7zfUyAVEwtLIgkSu4fTuKt96aTlJSstV9nnnmaYYM6V8p40CvF0lISOfcuUgkEoFWrerg6+tGjRrOyGRSEhLSK9wnwKxZ7/PJJ1OZOnUCWVlZACQk3CM72/AbHTp0AK1bN0elUvPzzyu4e/ci27cbjLLGjRtw6NAWpk6dgEN8NHGzZ5G8ejW6zLxib4JZMxNEqigs9Aqg6noFZgIsD4ohVdpTUbzSsdARsLafIBDcaAAAAwaMIC0tmzqhA3BQehvfHzVyCOevFODi34d9p1L5c08Cdes48eLQYGrWtDf2b9TnqCDkXl7IvbxYuNCkTtihQ2u0Wi2rGrVFtNEbm0RuaBVF+vVktg9azV/P/s65N9Zyf/9Nbv9wkMzTkTRe/CpNfhmLc6s6JK44RK1awaxYsYLPP/+c99//gBEj3mDy5I9o1iwcT89Q6tdvT//+I5g/fyl79x6le/chRs5Adna+1QJNbm4u3L4dgZ+fHykplbs3nuAJqgvl9iB88MEHqFQqNBoNcvmja7IJgkCDBg1o0KABzz///CP3T0lJoV+/p0lPz2DatI8YNGgQAGPGjDG6j8eMeYVevbqwZMk8ozeja9eOvPDCOBQKBSqVit27d5eqEFkWQkNDadGiORs3buOTT6aWet/V1QWAsWNf5eDBQ8bS1CdPnuO33zbSrl3LUse4uSnJyMh9qLb6tWu3AJgw4WUWL17FwoULCQ8PL9eYSyBKTV4AC2nfCkKmcCDyVgyRkTEcOJ/DlaM/VK4jK8jIyCUq6j4KhZymTYMsFOMEQSAkxIeLF2Pw9HTC1rbsMIM12NoqeOstQ1rXvXtJgCHTZt26Lcjlct5+ezwymYxWrXqSkZGJjY2NkfQ4efKrNG3akKZNGzJq1AscPHiMqbMXEj9/DjXHTUTu/XASrXGVYUX++J+QVq6KV8FCittK2eZHISctBhs7J+xs3fAKaAnoyUmN4erVC4Q2D6OoyJCmGx4ejoPSmctH04zHpmao2bjjLiHBSnp08SYlTcXREynkZj3cgFY7mqwUtYvhrzxXoNBbj+vQ/vy6cClt2jTnuecG4uHhTlhYY0PY0rty1etrKEypi+5X/Mnyr8P8TV/Qt+8whtt3ZMb2Gfz224/061dsyA+BnJxclixZxWuvvcbWrVtYuPBHgoKC+PbbeYwcOZrw8HDc3d2pXbu2UU5+2bJljBs3jpiYeAYOHEKtWqV/Z88/P4iPP57DlClTikNoT/AfxRMPggXK7UGYNGkSSqWS3NwqlA98CD788EPc3Fz49dfvuX37jnF7REQEy5YtIy4ujri4ePr0CbcIdfTq1ZWTJ3dy+fJBBEGocBrmiBEjWblyPXfuRAMGXsKlS9eYO/cnZs6ci4uLMwcPHgKwMIzKEj9xd3ckLc36Z5Sbm4coirRp05zMzDt88cVHPPPM08ZiVWWhxJtgUEes3tiWm39jPAKaYefkxd1ru8r0IlQEBQUqrl6NIzLyPrVqedO4caBVOVl7ewX+/u7cunWvSkSey5evG18HBQVw5sxu6tcPoU6dYO7du8LMme8BhhDFqVO7GDKkv3H/mjV9GDFiKP4TpmDrH0DKpvWWq/Lqlk+18AIUtyrGLK1xFMwVESs8xOKVvh49V4/8xK1Tv5GVEU1B7n28AlujdDaIUyXFn0Zu40i9hh0YNfoVDpzMwdrXeCcmj2Vb40lOK2LYs4G0b+uJXF58n5YoHmr16G0Ei2qN1mAXWo+uXbtw7pxJ9jsw0I/o6GgEmWhsEomp6UUBvSiQmq80HmMvVRubOQoLC9Hr9djYyFEoFFy9epXGjRuYjINiODk5MnXqG+zf/ydxcdG0adOap59+mr//3kdeXh4//fQjv/32G4cPHzZWfh0zZgzbt2/n77+Pkpqaya5de1Gr1cTExBEdbSCA/vrrWp5+ui8tW7bk8uXrpKU98SI8wb+HCs2m1oiKWVlZrF69+qEPeK1Wy5YtW3juuaEEBwfRtWsXIiIiLPbJyDDkGn/33WJjiei8vDz++OMPli5dilarJT8/3yLmX4L69UPw9HRHJpNZuO/LgwkTJhRnLDxD//4jaNz4Kbp2HczKlRu4e/c+8+Z9S/fu3Rk5ciSZmZlMnDiGzMw7TJ06wWp/rq4O5OcXoVaXjgkEBDTDza0u3367iKIiA8Nbr9eX8sjcmjnloXUSqhN2Lt6EtH0Rr1ptAaq0atFqdURF3efSpRhcXBxo2bI27u6OD+UY+PsbCJF376aVuc+jcPduIgAdO7bh9OldBAUFGN+zt7czGo1KpYOFgiPAzp37OHToOH+/2IVdS2ZTFB9L3jXLmhPlgXGCl1iZsIvvsirXVxCt11moMMTSBpC1vgRBQq2wZ1EVZnHt6CIuHvyOhDuHcHQxGAhZaXeoWasdb06eyLmb+SQVadHYSdDamppOUdz0ImcuZrDqj1iUShkjX6xFaP1y8j5KIBdBLnJWW0Bs7F3jZk9PDzIyqmcife+999Bo9LRu3YvU1DQOHz5Mz55Plbl/o0b12blzLTY2ckJCQvD392fHjq0oFHDs2CH69++Pt7c3Y8eOJS4ujr59+7Jt23ZUKhXvvTcLL6+GNG/enRYtutO//0tcuXKdsWPH0bVrV+rXr0ezZuFMmTKD996bxbBh4xk1aiJz5izg5s07ZY7pCSqPJyRFS1TZQLhy5QojRoxg6NChVo+Jjo4mLKwpw4YNQ6st5M03X0UqFWnTpg3Hjh0z7rdw4UICAoIJDg5h0qRJDB06lM6dO+Ht7c2YMWOMD/mSGPODiIyMQaPRUK9evYpcEnK5nE2bNrN48RI6d+7Gxx9/yqhRo8jMzCQyMhKFQsHff//NnTt3ise57KH9SSQS3NyUpKeX9iKEhxuEnz77bB6jR08iJiaOv/8+zFNPlf0AehBVjTlbgygBj1otcXDzJyysGzNmfFWx40WRxMQMzpyJRKvV0bJlHfz9PcrlzREEgfr1a5KQkE5OTuXkvIcOHcCUKeP57bcfrerdl4XIyBhefPF1Bg8eTa1arXj77U9o2bIpyRvWoMu3VA61evNLqudBIFrLgqCK3ILiY0VrBksF4FKjNlp1Pk26TMLVsy656bEonExZLr16tkWt03PuRla5+ssv0LF3XxI7diXQpJErzw8NwsvHDlEioJcZmm2mHq2tgNZWQGeLsZXAJsDPIlXY09PNmLXyKGh0UjQ6KXfzXFDrZaj1Mgp1cmP7KX8G3X9rxOCfniIgIIDk5GQGDixdRdUctrYKdu78nc8/f581a37m+PEdzJ//BTt2rObOnVN89tl7XLhwhrZt2zJt2jRu3bpFhw4duHv3Lvv27ePOnTtcuHCBwMDaDBv2Am3btsXBwYEzZ86yaNFi7t1LJzExg3r1GuHjE8TOnYfo2LEfO3fue+i4nqASsOYxrEr7L0eFgnZOTk7cv295I5aoHW7ZsoUPP/yQ8ePHU7NmTc6fP4+joyMvvfQirq6OXLlyyEhyGzFiKJMnf8RLL71IbKzBtebn58euXbvQaDT4+BjERZydTSsMX19fQkNDmTlzHtu2rSo1+ezZc7DUMeWFTCYzFlwB+Pnnn3jrrXFs2bKblJQUPv74Y06ePAnAM8/0e2R/7u6OpKbm4OPjSnZ2LrNmzaVz57Zs2LCUlJQ0QkM7sGfPQfbsOUh4eLhVWWdzVMUYECUgKY49m/MWHoTMxo5GPSZzZdvHLFy4jE6d2tKzZ5dH9p+VlU9U1H0kEgmNGwfg6GhX4THa2soJCfHh5s0EmjcPNhbqKi9CQ0P4+ON3KnzegAA/Zs16n8LCQmbP/sGiWmXBnQicmrao0k0uSi3JpUajosQrVMUHSHVnLVj8zgTQqPKJvboTiURO1MU/KcpPxyugFXIbB+o2f56Q2jVp16oeq7bHl9mnTmEmTV3MoBX0IklpKtZujiM0xIl+vfy4e6+AQ1fSySt8tMtMm55FYKCpBoeDgwMFBQUIEtMFmDs0dbqKp1sGtvPmktRwXR4ejybnenvX4MUXh5Ta7uzsxPDhz/LMM/2YPXs+x44dpFGjRjRv3pwGDRrw9NNP4+fnR7NmzVi9eo3xuJycHObPn8+9e/dYs2YNnsUl0Eswbdo0Jk78kOPHGxszev6XoNH8w67TJygXKuVBMA8n6PV65s6di06nY/nyZQQFBeHg4ECbNm1o0KABly9fYenS7ywY8FKplGee6UdCQunYc2FhIenpBnfhO++YiIMKhYINGzZw9epNvvrKRKRLS0tn374jfPzx1wD8+eefFbkkq2jevAUXLlwjNzcPR0dHPvvsM5RKBxITr7Js2XePPN7d3ZGsrHx0Oh3nzl3i119/Z/ToyQwePBq9Xm+8oefOncvu3btLZVCAZSZDeWCevSBKqJAFW3KsIAjU7jiWWrVqsWzZ7w89pqhIzY0bd7l16x7+/h6EhQVVyjgogaenMx4ejty8mfAfExaxsbFh0qRXee+9ScTHX+T110cb31PfT6pQX+afefXxCUpnKlRfKWhDk+hMrx9E1KXNZCRdQ6/XkJ+diE6rQlWQSeTlP9Hk3GJI30Zs3HOdXI3esPq3MTWdQrAwDsrCrds5rPw9mtw8DaMHBNK2sSsyqYBOYZBR1tmKxoZCBwod+sI8lEoTb8fBwZ68vOrhRmWoHYytzaI2eDbypGWXnhw4cLRK/draKpg58z2WLl2It7c7a9cuokOH5mzcuJYGDRrQr18/1q9fT3R0NH/++Sf16tVl8eKf2bp1M4MHDyrluf30008JCQnh1Vff/p/kKeTnFz16p38CTzwIFqiQgaBQKJBKpeTnGya/lStX4uPjw9Sphol81qz3OXJkGytW/MDt26dYt24Jf/yxDC8vz1J9SSQCoiiW4gw4OTlx6dIl4uPj6dfPcrXeqFEjZs6cyTff/EjXroPRarUMHvwyQ4eOMe6zatUqo4FRAlEUuXDhQrkJloMGDWLXrn3Exydw4sQJwFBx8MGc5bIgk0lxdLTj00+/Z8gQk7DQkSMnadiwE/fvp6BUKhk6dKhV4+BhEM2GUFFDAMwmGME6kU3pHkCHDu3Jy8u3erxOpycmJpnz56Oxt1fQqlUdatRwLreWwcNQwuqOjq46UbKicHRU8uWX00hLu4UglSJVGtTtBG3peL0oUKUHgLUJv0pCTeZ9lxgoZgZmZQmLRXlmvBDB8KjITLlJdvIV3pz4Mhs3buROTGKF+1W5ydAopcZWYCvh8PVMlh9IwNPTlpcHBdLQwzpxV5uZQ+HV24SFNTRuy8nJLUX0FUXB2DRaqbEVaGyMLUejIEejIC7fjWyNHdkaSwPX1tWWXj/1IrBrIEOGjGHSpA9JT8+o8PWaIz09hxo1XOjYsQ0ff/wOR49uZ/v21SiVcl59dQy1a9fmhRdeYMiQfpw9u5d9+/4gOfk+YWFNeeeddzhw4ABgCI2uW7eerKxcmjTpwvTpsyks/Jcm1X8Aubn/bPXgJygfym0gfPbZZ2g0GlxdXVm4cCFt2rRhwoTXSU1NZciQ/ixf/gPh4Z1o3DiU3r274enpTq9eXenSpYPV/q5evUmDBg2sTpBNmzbF39+6Etlrr73G22+/zaVL17h/P5UxY4YzceIYdu1ax7ZtvxEdHcn8+fON+4uiyJgxY2jRogWhofWNFdgehj59+vDtt98ydOhQVq5cybffzmLZsu/Lld5ZAg8PR3r37smoUc8zb95M1qz5mWnT3jKOKSYmhoCAgDKPvz57SpWyFyzi5RVceQ4cOIirV29YbBNFkeTkLM6evUNRkYYWLWoTFFTDaqGZykIQBEJDa5KWlsv9+5nV1m9FIJVKkUulZB45gFgdbk5zQ8JcE6ECMDcgrBoXVfRaSDSioelMrTA7mfzsewDY2LlgpzQZ+e99OJP4e2lEJjvhXCPEap96maFpbU3eBK2doZWFrHwtm04l89e5FLoEuDCmiQ++ZpwSmY2KlNmLkbk7Mm7cSON2pdKB/Px8BIlobNUFma2MNu+04dChQ5w/f43WrXuzZs0flfJyiaJIenoeHh6W9Ww6dGjNokXfEB19lkuXDhAZeYbPPvsAOztb/Px8+PvvDTz3XH/Onz9Fz549GT9+PKIoEhwczOXLV1i27Fe2bNnN66+/+18t62uOrCzrC5R/Gk9IipYo99P9448/pmfPnqxatYqkpCTy83M4dmw7cXEXWLhwNoMG9cHd3a3cJ46KiiU0tH6FB2xnZ0enTp2ws7MlIyOD996bhaenO23btqBTp7Y89VQ7Nm/exOnTpwED+XHt2rVs3bqKAQN60q9fP7p27cIff/xRrCdfGvn5+Zw8eYJdu3ayefOKh1ZkKwseHk6AnHnzZvHKK8Pp27c7U6e+wblzfwMG0afqQFV+mGXtHxQURG5uHvfvGypV5uQUculSDAkJ6YSG+hMaWhNb2/IbSxWBXC6jUaMAoqNTykwX/aexbdtviHo9aXt3/MfOKdGKSLTFbv+SCVtbNmekIjB5jQSTUaEVjc0aCnJTjK9tbB0pzDV4dcaNG4ebuw/nol3wDGhhUOcUAMHg0SpplYHKRUDlInBbo2L+nXtczMnjNW8fnvXxwFYpoE3LRpOcgUPzehbSwra2CmMqYUWQo7I1tiy1HVlqO3I0tmbNzth+lP9Og0Ud8XsuhMlvTyfsud6Mv/JFhc6XkZGHnZ0NCoX1e0culxMY6F+qYqqLizMffDCZLVtWsmPHGpYsWWL0bMpkMoYNG8aOHX+xY8ffHD58osKfw+MGURTJyalAoa9qPXk1t/9yVOhWjomJ4u7dGFq3bsWxY9sJDg7EyckRhaJsUSBrUKlU3LkTQ0hI5SqQdezYEbnchqeeGoRGo+Hw4ZPG96ZNm4KPjyc9evTgypUrzJw5kxkz3qZz53Z8+eU0Tpz4C09PZ0aOHEGjRg0ZNWoUEyZMMN5w27Zto2HDBpw/f46dO9fSuXO7So1RoZAjlwvMnbuEQ4dMtSc8Pd1RKBRkZ2dXrMMq/ACtMdkf5k0oSXVUKGy5dese16/H4+3tSvPmtayqv1U3HBwUNGrkz+3b9/6xlcR33y2madOuTJ78EXv2HDSmnQK0adOcObPexTb6FrenTynFLaj0Sl1vaObhhKoYAcbQgSgi6IqbmepmVbQQPD0b0Kb7NDo9/RVN240npOkQJr3zOY3D2rP1YDK6SvRbkpmgtRVQO0lQO0lQOUsocjU0c4jA6fRc5t1MQCPq+cgzgG4+Idj5epKxfj+5uaYsE2dnZzIyMoka9iGCpDgaYiYJqdcLxlakkRlbRSGVSwkd2YxeSweQdiWZI+/vq9CK/f79LLy9XSp8XnO0bduCnj27Mn78a6SkmIy4sLAwevXqxaZNf1Wp/8cB+fmqChOVn+CfQbkNhDt3TnH58kFWrPgeV1cXNJrKU+vHjXuHkyfPUr9+xT0IAB4eHhw8eBB7e3uCggJYscJEWvTz8+GXX+aRm5tL06ZNqVu3loUHoH79EJYsmcfNmydo06YZRUXZ3LhxmfDwcHr37s3gwYN55pm+HD26zarmQkWg0RRgb+/M4MGjef75ceh0OqRSKaIoGqtEPgwVDQ2Yx8YNRkEFJgizVLucnByGDBnCjRuJ2NjIaNWqDj4+rtXCMygvnJzsCQ2tyY0bd6s9HpmdncOsWXOJj0/gt9828sIL4wgJacPLL0/m99//5LffNrJgwTKaNGlaqf71MkqJIVUGgs6suJKudKsSRExGRXGTqPRI1CIStYggSFDYOiMIEiRSOU/37UVY4xC2HEhBU4bXQVpk2m7uTSgJN1QGhTo9W8QkFhTGUhcnfvz8a154YSiOjibRo3r1apOfn19KW6U6kaexMTa72t50/GEAyReS+PPP8nmZNBotmZl51KjhXOWx/Pzz18jlErp0eYqkJBOZduDAgezZcwi9vhpzoP8FZGfn4+LycPG4fwpPQgyWKLeBUJLqIwgCzs72ZGdXfmX32mujANi169F8gLJQEiJISUm1eFiAgXA2ePDTfPrpu2zbtgo7u9Iqfs7Ojvz88xwWL57L5s0r+OSTd5DJ9CxfPp9Zs97H3r7yjPwStGvXlCZNGlOjRg327j3Ixx9/zalT51Gr1RXSPigFwfQDrChRUS/FkAMmilZ190NqOpCXl0fTpk1o3jyYWrW8yk3OrG64uiqpW9eXq1fjqtXlqFQ6MGnSqzzzzNP4+nrj4uLC6NEvY2fnzMyZ8/jii+/J8gkkqnVX6n7+nelAK59xZd3pJZCqRKQqEUFnKAstVVfRqyBi4hIUhy0sPQxlhxXKQqsmroSFOrN5RwKqAj0S3QMPwSq6UzUOAhoHAVECaufi5iIaG0CyqGZxUTwqlYouXcK5ejWOggKD16fEJX/5snWBK73eRFhUa2TGlq+2MbaSUENKgZIctYIctYICrdzYHoTS34XggQ348cfl5brG5ORs3N0dq+VecnV1YfPmlSiVdjz1VGcSEhIA6NevHykpqezYsbfK5/g3kZVV8B/xVFrFkxCDBSr1eHN2diA7u/IP7PbtW/HGG6+QkZFp3BYfH18hd13Hjh2RSqWo1ZpS4kkSiYRff/2eN98cV64sAUEQGD9+NKtX/8SAAQ8XRXkUNBoNixev5M6daCQSCUeOHKFbt24A/PLLaoYMeYVOnTqWy4NgDnMxnfIfZKWVAU9nG57v5kvnJm7cuXOH3bv/ws6uYqGjfwIeHk7Uq+fHtWvx1RZukEqlzJr1PsuWfc/Zs3sZNKg3P/30Ex9//AmSbn2R9XkGj14DkFQwdGYN5toTEo2hCaLJGKgMjJO9vnQJ56pCotUj0eqRFumQqPV0CHOjYW0nNmyJJzevcicoKRiml5qaTm5qFUF6ejq//LIIFxcHLl2KITLyPi4uLjz9dA+WLVuGRKo3NkEQEf7BZVxAn3pcunSV5OTUh+4niiL372fi7e1abed2dnbkzz9/xcPDlT59eqPT6fD19WXcuHGMGjWJyZM/qrZz/SchimKZhaye4D+PShkILi5V8yCIosiPP5oqskVGRhIYGMiaNWsecaQJEokEnU6HVqu1UFX7T0Ov11vIExcWFvHBB5/TunUvIiIiiY+PITzcUD9Co9Hw9ttvs3v3nnL1fXXulHIx36uSsWAnl9CjuQcvdPHlzt18ft15l6/nr6BBg8rxQ/4JuLs7Ehrqz40bd60qVFYF9vZ2fPvtLORyOQMGDCD5jzXcW7GItF1bSN25GW3uQyqYlpDzSmoXmNmiVUlblKpFY3swDFBScKmiMJISy3CFlngdzNG5Qw2CA5Vs3HaX/IKyL8aaN0GqrpqbVZ4roLfXobfXIVdojU0qlZKenkHNmu60bFkHvV7PmTORPPfcEPbv30/u8SuVOl+hRm5sJWmQ+WbN3JtQ4mHAzxtBJqHfzAm8eOorrl+P4PDhE2i1loZUXl4ROp0eF5fqnfQcHZUMHz6Ya9euM3jwYPbt28fixYtZs2YNv/220WIB9t+CwkI1EomkwsXbqg1PPAgWqJSB4OBgi1qttVpvoDyIjTUolO3du5fTp08bXYPlLSedm5vLW2+9SatWYXz55Uel9PX/k/jyy+/p02cYU6d+Stu2vSkoKGTJknkAhIc/w5AhffH29mTSpPEAdOvWDXv7qj8oKmoIPBgXkwjQMsSZV/sGgAi/7IznzLX7ZCVHUpiTUips82/D1dWBRo0CuH07kXv30qs1nSs5ObWYOHsHn2GjsQuqjV6jIevkUe5vWPWP3PiyItHQVKZWEm6oDErCCRatknwFmUzg6T5+eLkr2LwxBnWmColaj0StNxoa0iJ9pUiQJYaPrEhEqjE0c5QIJJWFnj17EhsbT2xsPDY2MurW9aVx4wC8vPyYP/97PPffRJeVjSCxLNhUgpLCTXpRQK2RGltlILWR0fyjbkSuvcTOPsvo2LEfgwaNonXr3mzYYCo9b/AeuJTJ4Zk+fTY//bS8Ur/pJk0aMHjw02zfvp0ffphPWloaM2d+SqNGoY/dPVweZGXlV7sh9QSVR6WoQ4Ig4ORkT3Z2AZ6eFXOVAwQHB3Lz5nG++OI7evfuzfTp0wED+bA8GDduLGq1io0b11qkO/0bmDfvZwAGDerDsmVRhIZ2YPv21QDk5xcyYsQbHD68ixo1fOjevTt9+/atUP/mj5QHpXvLc7C1VWywlx3dwzzJLdSy9mAiadkGD0jk2XVkJl7H3tmHN98cW6Fx/ifg5GRPWFgw167FU1CgonZtHySSqhMnPT3d+eGHL/H2rsG7J6MpjIvGp10nci+exfIbKD/MP/eSUII5ia+ikGisH1sVD7r55F7CS1A6SOk/MIDU1CL2/JWAroIeC4s+dYbPTloF+ecHMfz2H8hclXSdOpXYPzcC4OhoR+vWdfHyckahmExcfiZ/u+nJpOKpjxWFf8+6KFztiFh5HlWkgdyrVCqZPHkay5b9Tu/e3WjVqjMtW9YGIDo6jnXrNhMaWpfatQO5ezeRH3/8FYATJ86ycOFsXFycy33+Jk0a8umnU6lZ04ctW3YzY8YMJBL46681FdJteVyQnV3wrxEUobJ3+/8uKk2xMvAQKh9m8Pauwffff86oUc8xdepU/vjjjzILPplj5cqVrFu3nmXLvvvXjQOA0FCDK97d3ZU6dYIBOHjQkNbYvn07NBoNL7zwMsHBtVmyZMk/kgkgChhDEWIZCokArko5Q9p506u5JwevprHuSCLpmWokWihMS6QgPZKff55DzO19ODk5ljr+cYCdnQ3NmgVTWKjh6tW4SnuxzCGVShkxYijdu3cmbfd2pA5K8u9EoGzSDLduvVDdT+T+H2tI+3snmox0U6ZIcWgB81YFD4NR/0Bj5gUo/r9S0IulQguAkaT6ILx97HjuhVpE3Mpm395Eq8aBrEBrCnWUhBNU+jL7LA8ckvRIi0D6gBBgSRaEKsvWmKYosbXBa2xfsg9cYufO/cZ9BUFAqy1k4sSJRN+M4E1pCL0kXtg8+Igz8wLp9BJjU2lkxlYSasgpsqVQLTc0jY2paeXGlqWyxaZJCA2+fJYCdSErVqxg69atXL9+nWbNWnH8+EUSEu5iYyNj1qx5tGnTm61b9zJ58jSeemoQ48ZNpW/fvhw9epTo6Lv06/eiRQpnedCsWTgLFizl7t0ElixZwpgxLz629+/D8FjwD56EGCxQaQPBwEOoGrNcKpXSr18PAOrXr//IyXPbtm2MHj2ayZPH0qxZ4yqduzqgVqtxc3MB4KuvFpCVZQiRuLu70qpVMzp16ky/fv1o27YtQUFBFBVVXQq1MtkLNjKBro3cGNXFj4TUQn7ZE090fIEFqS328jbCwzvx/PODKlQR8d+ATCY1FoY6fz6KzMyKPVDLwvz5S8i/eRVdXi45507Syt2FI9PeoXDDSkKkGrxS4oj74Wvyb994dGfWIJiFFgr0yAoMaYXSIrHS3oUSA0Iwy1qoTKZCy1buPN3Pn4P7Erl0KhWJRm/ZismLlYGsQESeb2g2eXpjk+eJyPMqft36AsN9ZG9vmZ3k6uqMWq1mw4YNfK+LwE2w4V1ZXVpIXZD8w4RFqULOU7sm0XrpCI4cOULt2rX5+eefGTNmDIsX/4K7ez2++24RWq2WH35YQFpaGhkZGeTl5fHXX3/RsWNHjh07Tnx8YrkJhqIo8sUX3xvTGnv06IFer6drV+vqtY87VCoNer1hEfAEjwcqbSAolXYUFqqrXHXrp5+WEx4eTsOGDR+576uvvgrw2MiJbtq0k+PHz9CrVy/s7R14+umn6dy5M4cPn0Cn02Nra8v27dtZv34DjRs3JjY2thSB6VG48u2UivMNzHT4w2o68np4APYKKUv3xHM6IgvdA/2IokheVgLPPTfgP6p1UBUIgkCtWl7Uq+fHrVv3iIlJqfTvQqfTMX36bGbOnAtA587tmDHjHQ4ePEjt2rVp0CCEXbvWcuLEX7h26Eriml8pjI8xGwyldA90tqbMgsryCgCkGivcArNWqetVq7hy7leSki7goJAweIA/gYFK1q+JIjamcsZWyXjk+Xojl0JWaGiVhaAVjE2rkqFVySjItUVwM6Rc7959wGJ/d3c3HJqFoMvKI+nSTdaJ8azWx9Fe8OANaW38hfKlLptzE1RaGSqtjCKzpjZrRVq5sRVqFUj8fQkKCgIgJSUFb29vvvzyS2P1WVtbW5ycnFAoFLi6mrRFbt68yTfffENubi5JSSllDc0CcXF3mTv3R+P/N2/epFmzJtSqFViu4x83ZGUV4OJi/68+g57oIFii0nJVEolBD6Eq4h9nz15k8+adxlLKZeHUqVM4OzvTvHlzoqJu89Zb4yp1vupGo0YGoaeZM2fSpk0bADZu3Mhzzz2HIAj88suvxn2VSiXu7u7ExcVRu3btajm/ucHwIAPd382Wnk080Gr1bDxxn/tZKgsGvLnbevILAQzfoqFly7BqGdd/Em5uSlq0qMWtW/e4eDGGunV9USpL616UBY1GQ7t2fYmKigVg3LgRfPLJu9jb2+Hl5cH27X+zaNEco1clastPjBjxBoqMe1wJCq6Wa5AWmX2RUsPDsSr6CmUZDiW6F9cv/0ZmRiQ9ew5gQL/aXLuWydkTKQ+NEAhmwmglvA+9zPQgF20q/lCXF5r61DgYjneKhtyAh/clczGQ7xYvXkXv3t0s6r24P/cUEgdbEr5cQ8BnL5MQGsDP4m3CcGO0NIjbYi679PfJQYtoJgSiNSsJLZVUzlPyICIjI6lTpw7+/v7odDrUarWFd+7evXt89913nD17hiNHjuLv78evv85n4MDypVqvW7cFuVyORqNBEATs7Gz4/fef/2uM/AeRkZGLq+t/H7HyfxlV0rP08HAiLS2nwgZCZmYW69dv4ejR0zg7O9O2bdsy901KSqJdu3Y4OTnRoUN7AgNr4uZWffnEVYGtrYFubU4GGjhwIJ9//jktW7akefPmFvvXqVOH8+fPExwcbFxRlAtmD25R8vB8dyc7Gd3ru+HvZsf+6+ncjMszpLBhyMEv1bWoZ/z48bzzzuv4+fmUf0yPEWxs5DRuHMj9+5lcuRKLj48rgYGe5fqMZ82aR1RULC4uzqxe/RMdOrQ2vvfii0N48cUhFvsnJSUTHR2LnZ0Smncs1/i0tsVkPRXIC8yMNHXlJyKJ2owMWPyyPBkFGnUBMmk2M2Z8TEBgA7ZvjycluchitSOYu5iKX4qyilss8jydifVl3n/xOEV55awgTb5pfO++O4uzZ01pw5fHvw/joW/fYUScv419aAAicF7M5JqYTVehBm9L63JYn8pRMQ3tPxQozsrKIj8/Hz8/P+M2c+MgLi6OgQMHkJqaQp8+4Xz++VYaN25QoXPExMQba1A0btyAPXvWG59J/23Q6/VkZORRp86//Az6H1j1VyeqZCC4uzsSHX0fvV5foQkvKiqWDz80FDr55ptvytxPp9MxdOgQnJwcKSgoYNeu3axatbAqQ64W6PV6rly5wciREwHYsmWL0RiwsbFh2rRpVo9zc3PDzs6OxMREatasWa1jkkoldKzlTMtazpyLzmbn2VQ0ZTDQ8zLukpcej0QiI/7mHtRFOTzzzNPVOp7/NARBwMfHDTc3R+7cSeL8+Shq1/bBze3hK5IWLZoyY8Y7vP32+EeeIyUljeefH0dUVgE+fZ9Hbj7pFb/W24CsmJpjzSArL8wNAONCt4oLQ6lEoHkrPya8+gOXLmWzbl0MqPXGboUKcgxscjTobQz3vU5vuv+rmlkiLS6L4RArpcjT8DnozB5ViiA/fL96E1VELNErt3Pr1h2USiU1a5omFxcXF7IPnMShaS0cGtcCQIWe3eJ9zugz6SfxYaqkLjt0SVwTcyy9CWY11fXF1yWVmj4bc0+LtPi59yC/ITIyklq1apV6Lubn57Nw4UI+/fRTmjVrxJEjWytU5M4cc+Z8wrhxIygoKKRt2xb/lVkLJcjKysfBwRYbm3+5BsMTA8ECVfo2bGxk2NsryMoqeOSDuARqtZrAQH9atGhKWFhLpk6dWua+27dv5/TpM1y8eACl0p6zZy9VKwFn3botXLlync8++wCptPy50KtX/8GbbxqMgB49ejBo0KByH1u7dm0iIiLw8/OrtCvQPIVO0EFDXwe6h7qTkF7EsoMJZBdqree+i4bc+Oz7t4m7sat4/E/h4eFO3brVE/b4t6FQyGnY0J/09FwiI5OwtbWhVi2vMsMOgwb1eWSfCQlJNOs8CF1eHjZeXviOGofMoequUIvQQjFEWUmIoWK/DY06n/497Hjqqae4ceMGLVu2JCsrizffWYOzSxD167rQoa0naRkq/tySRFa6YRYur1kvUWsRiye7qhoAxvCWRmc0MCqqAmnj54XctwYNItNp186QOpyScsM4SX788dvsateXu5+sot6GaQhS0+o9Q1CxSoyljqhkgNSP9qI723RJ3KfqJGIwGAGpqak0bdrUuE0URW7dusULLzxPTEwMM2a8zfjxoyrmSXwAzs6OtGjR9NE7/hcgLS23VBnsJ/j3UWVzrSTMUF4DYeHCX/nsM4OQ0IoVq8vcb/bs2fz6669otVquXbtJ797d6NHjqaoO1wLr12/m0KETPPfcQNzcXKlRw+ORLrr4+ARWrFhn/P/mzZulQgkPg7e3Nzdu3CAtLQ1PT89yHXN5/hTCJn5XaruPkw2967sjl0nYfDGFhBRTUSPzOPSDaXI1Q7qQHHeWGu62bNiwtNxj/2+BIAh4eDjh5uZIUlIGV67E4u7uSECAZ4UY0kVFKlQqFVu37kKbmYHnoKE4NW+FRFK+20aqsvxfVqhHWlh5Uq+hrkLJaz0aTSEgYiPaEh29jw8PlC7127RpUwb1C8PBwZ2/D94n4Z7BvWFtijeGKATB5E2oBPFTVmA225sZE2IVYuO2SVJ0xRxD8zpx94a3gqPH8PR0t1hBBwTUpGnTRly+fI20dYfweLFnqT4jyeM77W3aStx5TVaLK/os9uiTKaD0d2TOUdDrTddRIsIkMfMgREVFERAQgFwuR6/Xs2bNGr7++iuuX79BWFgjLl068NiESR8HiKJIenouTZsG/dtD+Z8gFlYnqmwguLs7cvlyLKIoPnJFXFhYZJRFdnV1pVGjRlb3S0tL46OPTKk+1R1XU6lUjB//LocOGR6oN25E8MYbH/DVV9ONhaTKwqVL17h48arx/927d1fo3IIgUKdOHW7fvo2Hh0elvAgONlK61XUlxNOeQ7cyuBqTi0j5FPNEUSQt8SpF+eksXLuqwuf+b4JEIuDn546Xlwt376Zx4UI0bm5KAgI8cHB4OJHxzJmLDBo0ksLCIhQKBY4tWuPUqi2CIFiKVRknbLPzViW0YDb76WUl7mvr+169tpqsrBgC/TqSm3/PuH3s2BGMHfsyaWn5JCRksnr1MnSSLsjlJhZ/iTFQWelm43hVOuNfUVo57weAIkeHysngxZOZFe+U5zy8L3kNF3zefJa0n7Zx9epNYwVWe3s7Dh3aTL23JpCx/RRugzoiVRqu3zycoBfghJjORV0WPQQv3pXVY58uhRP6dIO0SPGugqR8n5NSlJGQkEDXrl1JS0tj2LBhHDt2jLFjX2LcuBcZNKjPf6VGwT+J3NxCZDIp9vaPAX/iiYFggSobCPb2CmQyKbm5hTg5lS1wodVqadmyB4mJ9wF46623ytyvY0dDGEEQBH7/fZEFS7mqKCws4quvfmDLFoOLfcKEl3njjQ8A+OCDzzl69DS//PKt1QqQAAMG9Gbr1lUMHDiS4ODgcqVnPgh/f38iIyNJSUnBy8ur3MdJBWgb4EzHIBcux+fy84G7qLT6R7qJBb0hyyH9/g3SYneSkpLCtGlT6NSpbHLo/xJkMinBwV74+3uQmJjBlStxKJW2+Pq64eamRBAE0tLSmTv3J/r370mHDm3IycmlsLAIt559cWnXCYlCUenaCuYQJYJxhW3u5TFOrtJHT656vZYzp+dTUGAoEnQ38RR6UYu9vT2TJ0+ga9du5OaqCQnx5f1pG7h++QQdu5VeQZdvwObKiIYPQCjUIRaH5CpDNBTNsh/0lch+MEdRjgJ505bIGt/i3XdnsmvXWguj+/zn39B2Xx+y9l/EfWD7MvspRMdWXRKn9BkMkPrQTurGVm0Sd6hY7Y9u+BAYGEhsbCy9evXEyUnJ8eM7/mtTD/8TSEvLxd39idH0OKJaGCHu7o6kpeU+1EBYtWoDWVk5zJ8/n2effRZfX1+r+6WmphIRcRswrHYbNQqtjiEa0avX81y9eoMmTZpw5coVjh8/Y/H+X3/9zZEjJ+nVq6vV4wsLixg4cCQAMTExHDt2jI4dy8dmL4FEIiE0NJQbN25Qo0aNR3oRRFGkvqs9PUPdSctTs+xkIlnZpUsBSnSixerWfALS63VEXdtKk4aBzJz5Ls8/P7BCY/5fgEwmJSDAEz8/d1JSsomLS+XOnSRcXGx5/fUpRETcYc2aP3n55WFGdrjC27fCVR1LQgs6W7DNNH0HsoKqp88JokEVsagoy7jtVsRJbt++S36+Bmdne0JCfHBxcUAQBHKy76F08kUikVpdHeltJFXKprAGWb4Gvby0AWFuGJQXNmblWXQlP3kzEqHGXocgCLgO7c256d+zbdtuBg408Ur27z9CSkoaNjdicevXFkH6cIMmWVSxRBNLA4kjg6W+pIgqtumSSNOa7jfRoraDKcTggYIGgitKpZJOnTrSsGFdli37vlpKx/8vIz09h3r1/B69438AT0IMlqhiNXsDPDwcH1ll78aN23Ts2JHJkyc/lKDn5eVFvXp18fMzGBB5edWjkleCUaOeA2DZsmU0bdqEy5evs3PnTk6cOEG9enXx8fGySHV7EDEx8Rb/z579ZaXG4ePjg1Qq5d69ew/dLycnh5MnT9K9nhu7rqex7nwyGfmWPuySAjhlQa/XUZCThKogE09PD154YdB/ba50dUAqleDj40rz5rVo2NCf8+ev8d57H/Dzzz8zePAzHDt2jv37j7Nq1Soc6pdOPRPNhJHMyyxL1IZWGQgaPYJGj6RIB3rR0IwnNDWtVoVer6F+/Sa89NJLLF26lOjoVPz9venSpQlt2tTH1VVp/H6HPdcIURQRJYLBO/GgNHQlIWh0CBodkgINkiJDkxZqkRZWjG2oVUiMrURaWZElVrgcttzbE5m7PV9e3MKzF38iJyeXOXMW8Morb6HT6cg/e5vMnafLLaZ1Q5/LN5o7RIv5TJbXpr/UG9tHPC57Ct4cFVN49dVX8fb25Ndf5z8xDh6BggIVWq0eR8cnn9PjiGrxIDg62qHV6igoUJUZRwoODuDs2atW3zOHRCLh0qXLCIJAjx7dWbRoJd9//3mp/dat28yaNX+yfPl8PDzcyzXOdes2M3Xqp9SuXYtGjRpx4cJF8vPzcXR0ZMqUKRQWFnD06DaUyrKLhTRoUJfExKsEBjZHo9Hw008/l+vcD0IQBBo0aMDFixfx9fUtxWZWq9XcunWLe/fuUbduXdq2bcviMd9TsnZ6FOs7Nz2OOVP74OXlRY8ePSgsNAR2J016tVLj/V+Fo6MdixcvRiKR4+bmStu27ejduzcpEgkn8wsJsldwt1BlhbZWcZSEFqQFpb+8R+kMKBQSavraY6/IoGHDWsB4jh07TEzMLS5fPsWiRStZt24x3bp1Mh6jUqm4efM2apWl8a7VFJGedI3CogyCArsgsTbxiVYIi+Zvl9PAlKi06GwNjxm93Cy0oKj82sQ+GdTFHmltnln6o4eS1KN3kNrJGXPuLfbvP4qtrS1r1vxEdHQcU9/9FG12Ph4v9ijXeXSIHNKlcV6XRR+ZF+/b1GWXNplzYqbRGSMUv6qJHYE4sPTIX9w/coRjx7aXGaZ8AhNKwguPzYLliQfBAtViIAiCgLu7wYtQloGQkZFVbuaura0tERER3LoVQYsWpWP8p09fYMKE9xFFkUOHTjBkSP9H9pmensEnnxg0FxYu/BFbW8PN6+joiCiK7N27h2HDBj80J/n48dPk5ubTq1dXQkJq0bx5SwIDKx9b9PDwQKlUEhsbS61ahlxtvV5PXFwcERER+Pj40K1bNxQVcHELekMq4+0TK+nbdwG9e/cmIyOD0aNf4J13Jljkij+BAZ07tzVW1Dt48BCfffYZJ1zdqWtvx0AvDzxt5MQWFnE3X8W9QhX3ilRkq0qbDCUrXnN5YXl+xd33ggBubgo8fO2p4WmLr48dLi42JCUVcubMFWbPns29e/ewsZFTUGBi9GVl5aBSqVi48Fdq1vSlqKiI7dv3UqfBMxb9nz72DRqNodBazcCOSCWGzA5RIrEgSVZ43EVqKOYmCOXgUjy0r+KPV54P+uKn1KPcv/7PNiN2zRluzf2bm1qD1HlU1Bns7Gzp2rUj+/cfJeJSDOJwM0K1uaNGLPlrNnZRIAc969VJ1BQyGST3poPgzlZdIjFigdEJ00fiy1+3zxO/YBMzP55KSEitKl3//xekp+cQGFi+bK7/BJ6EGCxRbaoUHh6OxMWl4e9vvWRzSEgtFi9eRWJiYpn8gxJoNBqGDh1CWFhDPvroTYv39Ho906fP5umn+7J3798PXe2b99emTR9EEbKzs3FysqwCuWXLFm7cuEl0dDSTJ48t0y3Yr99LgGEVfuNGBO+++8Ejz/0oNGjQgJMnTxIQEEBmZiZXr15FoVDQrl07nJ3LVqh8kG9grqKnLspFqzFMHCVZFh4ebk+MgzKg1+upX78+I0eOpF69egwePJiQud9xu6AQUZKBvV5KbXtbAmwUtHF3ws/WBqkgkFykJqtQS6ZKS4ZKQ55MS6FWj06jo1CjR2Vl5S2RgK29FIWtodnLBRxdFDi62+LoYoOTiw2uHrbk5mq4n5JLTGwsO/86zsULh9FqtcjlDvTq1YETJ7bj59cEgGeffZY///yTDz74nHGvfYBOa8jnl0ptcKvRAO+AVsbMAlEHGk0+UqmCZi3HGTIbrBg7ZXxQUJz1YDH9V8IZoC82ICRaEZ1t1eWlAYoatcN7djt0OfnIvv4DW1u5xSp+/PhRDBw4Ep+TN3BsX3FycYJYxEJ1LM3ljgyX+ROrL2A3ibgXglIGf3w0F8/nOjN58uNXKv1xhFqtIT9f9a+Wd36Ch6PaDAQXFwdu3EggPT0Td/fSnoJ795LIz88nJibmkQbC+vXriY+P588/l5ZSB/vqqx+4dSuSrl17sGPHX0yY8D5nz+4pc+V/714SjRp1BuDMmTOljAOAffv2AdCnTzjSh5CYwsM7sX//URYsMGgHdO1qnchYETg7O+Pq6srhw4fR6/U0bNgQHx8fqy63s8vfpt3weQ/tLyHiAPHXDBka3t7e5ORk4+fnwyuvDK/yWP8XodfrWbTsd5zDu/GLnQLuxjL1h+8QzH4GhXo91/IKuKExVS91RoqnrRx3iQxXhZzaTna4uMuwk0mwk0iwlUuwkUksVqgT3zTwGVSFWlRFOtRFOooKtORmqcnJ1ZKSlE1Otoq0Ah1Xr20mMcmSQAuGyX3Hjr3IZCai3rVrVzl8+DAHDhxg3eYInFwDSYw9hsLOhRp+zYz7JUQfJfrGdkIaPUsNn6bYiGUr74lyKUJJKW199ZAYpUU6dHaVf+RIi0zeBKPaYryEogfWJBJ7BVFRUfz2248W2zt3bkevXl3Zt2wnuvxCnDo2RlCYDAjRTA3SSFUwX1EW35IXoi9yJvI+3f0b82btMFQaFcuX/IJUkDDKr2Jyyf+fkZaWi5ubskpiUdWOJx4EC1SbgSCRSDhx4jjbtqUzZ877Fu/pdDq++OI7WrRogbv7o/kCERERNGoUiqen5b5JScnMnfsTGzduZMgQg0Z+ZmbWQ70IERGRxtfmymYlWL58OVu3bgUgNTWdzZt30qxZY+rVq1Nq388//5D9+48WjyUJb2/vR17Lw6DRaLhz5w7p6eno9XqeeuopHB0rl+5z/I+pnDt3jlat3jVuCwtrQNu2LXj11ZdwcPgXa6w/xsjNzTfE2WUVuxVytTpy83TE6A0TFxjc4SVQZBkmVft0wyT75uv1WfTVFUQRJCozkmmxIag3k5jVOcjRaA3GyNixI/jll9+M7wUE1CQ+PoFNm/6iX78eJCYmc+HCFT744APOnDmDb2AnvPyaUbvBgFIkRHtlDQDychLwCWqDvjicoLeXIS2qPMvCXEtBLL8gaSnIC0S0dqVd/+WtYmo6QMDG1Y5J33zOd4m72TfWZFQvW/Y9X331A6tWbaDutQwSXg1HYlt+8Sx1QjL33luOjbcr69yu03CMG7Vr1+Xtt99i3jyRDRu20bBhfZo0aUBCQiIODvY0b97k8YmxP0a4fz/rsQovPEFpVKvpduDAAcLCmpGRkQlAbm4ee/ceYt26zTz1VDvOnz9PaGgoubkPz3g4d+4coaEhpbbv3LkPURTp2rUrdevWBeCvv35/aIw+IyPL+Fr/wEpoy5YtvPrqq3Ts2AqAY8dO8/rr79G2bR+uXLlu3O/MmYv8+ecOPDzcWLHiB8CQjllZiKJIfHw8Bw4coKioyHg9169fr1DJYkEEQaUlOeIYTz3VmVatWhnfa9GiCcuX/8Cbb457YhyUgatXb1K/fjsQBOxCLA1CUS6WYvrr5WalXMtZflsUzWPbpd8X1FoEtRZpXhGCXo+g16O3keDiXhsbhROffDLVgqT74YeGkNvrr7/HihUL+Pvvjbz++miioyPR6XTcjT5EZtptw+9IIhibKICrVz3a95pJ7YYVS3EVpVLjhZSM0bxVBja5WmOJ6JLS5JWFrLC43XRAm61Al2dP6x+eJfNyIreXWKpLOjjY89lnH3Ds2A7i4+O4++Y80n7dTtGtWERt6UGIGi15J69QFBELgNRJCQJ49mtB00+H4x0YyJR33+Wjj6bz3HPPMXXqe3z33VJatOjOwIEj6d59CLNmPdzr9/8R+flFqFSacivw/scgVnP7L0e1VsZ4+eXn0WpFtmzZi4eHM5MmfYRKpcbLqwb37iUCMGHCBJTKh/8oHB2VqFSqUtv//PMvwECKFAQYPfoF2rdvVWo/c7Rs2ZQOHVpz/PgZIiMjjeqNe/bsYciQIXz44WSmTn2DefNmcujQcezsbElOTiU42EQ+XLRoBZs37zT+7+HhQWho5fQZMjIyuHr1KoIg0KpVK9zcDKGROnXqcOjQIZKSkh4agnlQpS/m6lZSEi7R7rm+HDmyzagk9+efO/DxacRff/3+yM/o/xvS0tL5+OM5rN++F0VQEAGvjkYil1Odd3RJ1UatvRTb1OK6B4Wm37SgLp6Myghp1fBuQmTEDpo168bIkc8TG3ueX39dy9Ch/Vm+fC1nzlxgyZJVvP76y3z55TS++OIj4uMT6N5rMlfPLqN26AD8apfW55DJy0gnK17h6mxlSItKQguVufLi7rR6Y2aGOT9GUsGCUIBVb4I8z6AzURYc/F1xaewDepF167bwwguDLN739/dl+/bVrF27icOHT3Jq5jJsbW1p2LABPj6+uLi4kJaWxsWLF0i9n4yHhwd2C99C5mJPjUFtuLf8AM85NmZP+i6yndQou/izze88jR3r8vXXX2Nvb092djZ5eXm89NJLPP/8QOrXL73o+f+K+/ez8PJyeew8K09IipaoVg9C3bq12L9/P9HRSYwaNYk333yLrKws4uLiiYuL49q1a/z444+P/FE0a9acy5dvWGxTqVRERcWyePFi9Ho9ERG3adr00UQjjUaLi4szSqXSOKnn5+czYcLrjBkznKlT3wAMK4unn+5Bt26dGDbsGRwdTUbML798y9SpE4z/p6WlER0dXe7PBaCwsJDz589z9uxZatWqRadOnYzGARhCNE2bNuXq1atGkZ5HQaspJCn2NCFhQ1i48CujcRAff49XX51SofH9f8KwYeM5ceI8Th074PnS8GLjoGIoWfUKOpMWgk4BUpWIVFW1p4wiOR+53IEa3k1JTU1n3ryfcHZ2YsqU15BKpWzevAKAU6fOm8YjCPj5+eDkGoggSIiL3M+5w9+i05Y2tEWhWMtBEEytEhDlUkOTSRBtZIYmk1S4NLQiU4tEIyLRmLwJsiIRQS+Wq4S1NUScD8SmQ2uyrt/n9dffZdOmv0rtExDgx/vvT2Lnzt+JjDzNsmXf0adPF3x9XdFq8wgO9uaFFwbx9NM9SEtLQyz2lvi92p3BG2bRuH0rIlupCPusH4EDG6HwUHJbkUh4eDju7u7IZDJatmyJv39Njhw5Vanr+F+EXi+SnJyNt7fLvz2UJ3gEKuRBiI6OIzU1nTZtTMWJrl69yY4de0lLy2Dbtj20bt2Gnj17MmrUKAuXt5+fn0Vt9IehRYsWfPLJJ6hUKmP44PffN1FQUMhzzz3HK6+8DGCR4vUg9u8/ypo1fxhX/pMmTTJWbJwyZQrR0TFs2pTNs8/2p3XrZmX2AyCVSpk2bQpr1myisLCIrKwsUlJSjGGOh0Gn0xEZGUlUVBTBwcGEh4cjKyPe7e7uTo0aNbh58yZNmjSxus/xje/QafBcAGSiHE8PN15/qT6iKHLp0jXs7e3o3fsFAM6f3/dE4vUBXL16k0uXrrF27Vreu1cielXGJFQiBaAvva3KUJupABX/HgSt5e8iMLgryUkXAPjll9WMHWvIoiksLGTr1lU0a9aY7OwcnJ0NxNtVqzYQd2c3oqinRfP6nD5zkchrW3Fxq4WbdwPkNlUINZVIK0ulVSItSswyJqRVXD2WiFJJzR4DkjwTCcI5vAXO4S144YqGN974gPr1Q2jQwPo96+bmSp8+4fTpE27cVlBQaMwUmTZtGmuLyXSiRsbT0jr8JU1AU6cWGkClMqUUyeVyGjZsSGBgIEePHuWDDz7E1lYsV72a/w/IyMjFzs7m8ai98CCeeBAsUCFT/8MPP6d37+d5992Z3L2biF6vp3fv51m0aBUZGflMnfoumzZtokaNGhWqMfAggoKC0Gg0xMebVAYXLVrJO++8g4uLC5s3bwGgeXPrk2jJ/iXGgaenJ19+aVI8jI2NASAtLYOYmHg0Gg2TJ39Eq1Y9+fPPHRb93L2baFzRz5gxhaysLLy8vB4pryyKIvfu3WP//v3k5OTQpUsXQkNDyzQOStCwYUMSExPJzMx86H4AEokUmbIu77z7JSENn6Vbt2do27YPWVnZtGnT4olx8ABEUeTNN6fTv38/nnnmGXIvXiD/2lXDilpS9TQ7c0gLdcYmKTL8fkSFHKFIg1BUPg/R/cTz+PgYUlPPn78MGEpP16nThoEDR/LMM6OpX99UXyAmJp6wsDAA2rVrSf2mL5CccI6IKxu4dfH3h5/MTF1RFASDEJLUrJUTehuZ0bNQ4p2QaPQIWhFBW7Gnr0RnaDKVaOQrlHhrKlIeeksrPUJNV/rPml6h8+/ff8T4+pVXXjG+fgpvkikkQsixdhi7d+/G09OT7t278/3333Hw4AFyc7Xs3HmS/PzqKSn934z797MeW++BQcq8+tp/OyrIQTA8KJYuXc3167dISUmnoKCQL7+cwYcffmjcKyAggOjoaAICAsjLyyM5ORk3NzdcXMoXc0pOTi7ux+BxiI9PIDb2Lq1bW0ogWyMy6vV6Fi1ayb59hxk2bBgNGjTgpZdesuA9tG3bjr//3sfZs3upXTuINWv+4LffNgIglxs+ksLCImbNmsuiRSv58MPJnDhxjrZtW9ChQxsCAx8ugpKdnW0MFTRv3hwPD+vaENZgY2NDgwYNuHz5Mp07d35kCpB/SDd0GhUFuckW27duXVnuc/5/wZYtu7h27SabN2/jwIEDpK1cg32zptg3sV5V1BpKyHR6mSnVzpwX8mCJ58pC0IlkZUSTk5MEYKwNEhlpCm2dO2cwGj7//FumT3+brKxs6tWrx7Bhw5g6dSqNWr5M41ZjSEu+TnLCGZoExXPlymUyVXVxrVEPvVyo8KRtDp2y+pQCS+qGKLJ1aJSG37yunIaJbQZoi50j8jzTMUU5hhWqrafhSymKTbE4btu23cTH36NzZ0PRstTUDMLDDUqUYZt/I378bBAEAn58lx5n1yKV6vFEQWvRk/liBFokFKoN4SltcYrkhb6f8/bbb5OWlsbgwX345ZffmD17NmvWrKFVqxa4urrh6elMUJCn8Vnz/wlqtYbs7Hzq1388ai88wcNRoV/om2+OZe/egwCcPHkOMFRlHDdunMV+3t7eXLlyheTkZBo2bEh6ejoA7733Ll9/PeeR5ylJ9cvPL0Cn0/Pqq2/TunUrevY0VKSrXbs2UVFRRtcqGCZ0X9/GtGjRxKiS+Msvv+DgUDoFsiQ9cfPmv9i58wDXrt0EwM7OlubNm7JkySref/8z4/65ufkcPnyCw4cNjOgff1xsddwGadub3L9/n/r16xMYGFgpl6K/vz93794lKiqKkBBLI0ilUjF5eCBfLDiCwtaZcwfmoNdp8KzZnLzsBAA8PNzRanVUsMbQ/zQSEpJ4551PeOeddwgMDDQatE6dilfgJZkGAgg6w3dW8leUVr7GQimoijuy5qZ/YFvtOn24eMHwW3vllTfx9/c18kzMMW/ez0yf/jYBAX5s3ryH1atXk5SUxLx58xg7dgQffriAefN+5u+/dxMREYlrjRRca9R75FB19nKTAVH+TECrkGiKLSuNSabZvCy0zrZ87ht5gWjUQih3MQmdnqL4VLxHmnRLcnPzGDVqUqldU1Nvcvr0BeJemYXMwwW/b95Eaic3nm2ItCYHxGRyKNsL9P3331O7dhBz5nxMYGBNPvroI4KDA3n22R40bFiH2NgUzp6NJDDQE19ft/9XYYfk5Gw8PJwsdDweK/z3L/qrFRVyqrZv34q7dy/x/PODsLGxoXfv3syZM6eUtoFEIqFmzZqkpqZSq1awcfu1a9cf7NIqYmNjsbe3w9FRyZIlq7h37z7r1q03uufVajUvvDAYMMQJt2/fg69vYwCaNWtirNBYlpv+1KmTAPz000pat27HnTt3OH/+PIWFRTRu3NnCOBgy5FkWLlxm/L9Hjx6l9BT0ej2RkZEcOHAAqVRKeHg4QUFBlb7xBUGgWbNmREZGkpWVZfHe559/zrBhw7h8dCHZ6VHodYYHVWrCReQ2BmMoLS2dPn1eoLDwiTuzBBMnfkBmZhbz58/n+PHjrF27FgCb4IBqDS3IikRkRSIaR4O2gLRIh1Bo+I5K/pYXLi5B2NiUGMECfQe8St+XFgIGTg3AJ59M5f79awDcv5/KrVsRFBUV8c033/Dmm2/yyy+/4eBgz+eff8i6dQZjI7CeWenn4rCC1k6KKDUUdBJlQqUqL5ZAlEqMzSLPs5yQqEUkahF5nt5YiEymAlkFvTOSAimSAim5Ce4oOzUjZdNpLl401IMZOtRUk0QqleLqahB3mzHjK/r1exEAr/dHIVGYLKNukhroETnBw1OcmzdvbgyPvvHGK0RHn+Xkyb8IC2uEXC4jJMSXJk2CSEvL5dy5KDIzq7cg3eMKURQf6/DCE5RGhX1cSqUD06e/zcaN23jrrbdKKR2WICAggJMnT3L48BEWLFhAVFQUM2bMKNc5YmNjsbW1ZcSIiezZc4DRo0cbCY45OTlkZGSg0+m4fTuKt96awcmTZ43HLl26GhsbG44cOULNmjWt9r9ixUp++ulnHBwcjJN4UFAQsbGx5OXlUVBQQFRUFBkZGbzyyit06NCRevXqkZKSQq9evSz6Sk5O5urVqzg4ONCxY8dKCx09CHt7exo3bsy5c+fYtm0bf/+9l5EjR7Fs2VK++OJD5v2wg9S7l2jUagyFBWlEXd9KnUaD2bhqHP37v0R6eiZZWdlPCsZgeDCVeH8KCwsZPnw4r732GhsyklHFJ6CoFYTwiNVoCVFRlJpqLpSEFnQ2hrS7qkLIygOlwVdeUhWxbZMJXLj9G3k595DL7bh9yiCatG7dOnr37sZrr40iKysHOztbcnLyaNWqFXZ2hlTG4cOHM3/+fCIionj//VncL/I3nKiKuhhlqSEKOsOHJCln2EKWq0JvZ5iALUIdNuUzTuT5erS2lt4euxRQuZTe133k04hFasLDn6VjxzacPm3KANHpdMbFxKJFK6kxpjeuvVsXl4Y2fMn+2NNBcGchEYBo/LXo9CXnN1mZgwYNQhRNJAkXl9KS6UqlLU2aBJKensvt24k4ONhSu7YXdnb/u26/3NxCRFHEyenx1WV5kuZoiUoFwWrW9KFevTqcPn261IRZAicnJ2xtbcnJyeG9996rUP99+vThyy+/JCbmLu+88w6vvfaa8b2vv/6a/Px8Nm7cxsaN27CxMVn4rq6udOvWjcmTJ9OmTZsy+5dIJFa1GMwLL5lnYLz11lul9s3NzeXatWvk5+fTuHHjKpEyrUGv13P8+HFOnTqFRqNh4MCeTJs2DVEUadOmBT4BqVw5/QveAa3xDWpPdkYMyQnn8fPz4cKF/dU6lv92CILAxo3L+OijL7hzJ5r4+Hi6dOnC0jcmoMvIpOaXnyB1MBl2JTyDihDhyg3zFNaSlfVDeCY2cgeatZ1A9K2/8KzfnpzUaKIvbiI1NZXp099m8eKVzJw5l4YN66N2aE70xau0H/INElEgK9WgItq//4tkZ+cC55DbOmGrdIdyrsZFuZn8sKTiXgXzSpDG15Uo5CQr0BvKVUPl3MASGzzGP4+ya2uuXbyK1/j+iGo12vQcFDU9KYy4i2PHRij8ayBztTTybZDwvBDIVu4+NLRQgqZNm/LFF188MmtBEAQ8PJxwc1OSkJDOhQsx+Pi4EBDg+fi64KuAEu/BYx1SeWIgWKDCBkJhYZHxQfvss88+dN+AgADi4+MrPHnWq1ePpKQkBEGwIOnduXOHw4cP4+Pjg42NDXFxcWzcuJHz588jlUqZMGFChQiBlYFGo+HWrVskJCQQEhJCmzZt/hEt8Q8++IAffvgBqVTKt99+S3h4K86fv8zZs5fZvfsALm618K7ZksS4kzSrryVKSCMxJZHduw/Qu3e3ah/Pfzu6d+/MlCkzGDhwIFu3buWNvzajy8hE6uSExFFZJVEgAKna8GRRKwXs0g0WRongkN7RsCoU1BULMZRAIpFRp8FAZPkapMogAIYPf4ZOnfoblTebNm1IRFYtdJpCCnNScHD0wl5ZA5ncjvbtO+Ln58fSpUsJatofQZBgfsEPKkLqFVKEYhnmyqyo9DIBibryH6hNrs7ISaiwzLIZbJMlqDwNHZRchm29YJybGTyLEompc5fuhlTnkkqOcpkpHXOgviax5HJLyEKKyWtgvr+22IOg0WjYvXs3er2+uLjWozU2JBIJAQGeeHm5EBNj4CcEB9d4LIWEKgudTk9qag4tW9b+t4fyBBVAuQ2E5cvXcvHiVVav/gNHR0f27t1Lw4YPFyqqWbMmN2/epKCgAHv78ruVzp49i1Kp5OzZswiCwIgRIwADH+DKlatMnTqVTz75hMjISMLCwhgwYEC5+64sRFEkNjaWiIgIvL29K1yGuaI4ffoUL7/8ApMnj+XGjWhu306iV69uXLhwlcOHT7Jr11qWLMln+fL1HDhwkKQkA9t9w4ZtTwyEMtCgQV1u346g5pxPkSodsPH1Ru7lVa6HsNSMpCh5IMRQrSiW+5Wl5aJ3MISHZGZ8AAdHL3wD27Nx43ZEUaRBg3qsXLmAOnWCad3rUwBE0TDx2dg50erpT8gRpGSmaGjYYSyurnUQivQW9RMqCkEU0ZuJIRnTucorl6ynlBfBJkeD1qF8jyNZoalmQ4lXQ1pkymQoL6QS02cglGEJNRRdCETJz8LNR/YniiKTJ09m/fp1/PLLvHIZB+ZQKOTUr+9HTk4BkZH3SUzMoHZtH5ydH1+XfHlx/34Wzs72KBQVFyX7T+JxDzEcP36cCRMmcOfOHerWrcvPP/9Mu3btytw/KyuLqVOnsmXLFtRqNXXr1uXIkSPlno/LvfR9++2P+e23jYiiSM+ePctVyVAulxtTHsuLqKgoWrduTYsWLRg1ahQjR440vlevnoF5HRsbi1KpNOZ8/9NITU3l0KFD3Lt3j3bt2hEWFvaPGgd6vR6l0pFly37Hzs6W8PB2+Pq64urqi6urK/n5hkI+ubl5ODk5W3A7yhKCeQJYvHgu9+7dI+G9T8ncugtFkD9SGwWCWKyBoBdALyBoDU0vpcp1Aiyg0YDCxpCtoNeDrrgVFpm2lQO1Q/tRu7Yh1fbHH7+iTh0DETg3Iw7nGiHYu5qkuiUSg6taKpXjUqNuuVekRhVDc4LhA7UpygNzPQSjvkIFICvUI9WISDUigk6stGEjZNggioKhUT5PspMop58YwB9CDGpBj14U0Jf08UDT6yXknLrNsmXLWLlyAQMG9K7UOAGcnOxp1iwYPz93bty4y82bCRSVUzvjcYQoiiQkpOPv/896d//XkZGRQb9+/Zg4cSKZmZm88cYb9OvXrxSRvQR6vZ5+/fohl8u5ffs2WVlZ/PLLLxUyXCvlGw8PD3/0TsWoXbs28fHx5ZYPPnDgAO7ubjg5GTgC5voKP/30M4sWLWLOnEenSlYH8vPzOXPmDBcvXqRu3bp06NABZ+fShKPqxo4dO9i5cycajcaYThoQ4EF2di4DBw6iZk3DBFBUVMSZM2d44403GDPmRSIjTzNlymsP6/r/DfbsOci4ce+QkpLGypXrmT9/CRkZWfzxxzJs69Wh8Pqtao03lmQvyIpEpEV6pEV6BJXO2KrUd3oBkiIdkiKdYYLUiUTcjqJz53Y0alTfuJ9Ubmv0HjwKEo2IVK1HqtYj0eqNNRIqI2hk6lQwGhaVEYopObegFY2ZDBWBTlEidw2izNDKC61OglYnQac3NFEvYagYzAlSSKDQGEqwOF9eIdoMk1iSKjqRevVq06lT2wqN2xoEQcDLy4XWrUOwtZVz/nwUsbEp6HTVU3r7P4m0tFzkcilOTmXUAXmc8BgXa9q8eTN+fn6MHTsWhULB2LFj8fb2ZvPmzVb337VrF/Hx8SxYsAA3NzckEgnNmjX75w2EEj2C8sDOzg4vLy9iYmLKtf/+/ftIT88gMzObkSNHMnPmTON7Hh4evPbaawQHBz+kh6pDq9Vy48YNDh8+jLOzM+Hh4fj5+f3H4oEllSIHDOhFhw4GcShBEJg9ezYtWrTAw8NQIrWk+EvTpo2YO/dT3N3djHLS/9/x1lvT2bhxG/XqteOtt6azcuVGunYdjEJhg16lxjakfLFQQWtoeikIGkOTqotDDhLDZFQt4kg6naHl5hnCDFqdsdLjg5BIpPgHdebatVv89dffZlVKRasGgqxQb2wlxktlIFHpQC+C3rSaN28VQYnaolDJCU8vF/i/9s47PIqqi8PvlvTee08ICSFAgFBCbwqCgMpnFxsqKqBYAEHEggoqgoigiKDYBZRmoXekJoQklCQQ0kN6z9b5/thkk0iAhOymse/zzJPd2Zm5dzY7c8+ce87vqI1ESBSC1jBoLCqlGJVSTGWVEQqlBIXy2mtmLJ5UouIgOQ0cAdRVchIfW0T6e99r18mu5NC7941l25uKRCLGz8+Fnj39qaiQceJEElevFjep6mtrIggCaWl5eHk5tot4Cm21Vh0tuiQ2NvYar3n37t2JjY1tcPv9+/cTEhLCs88+i4ODA2FhYaxfv77Bba/HLRkIM2ZMb/SAD5pKhZcuXUKluvmT1P33P8DQoUOZNWsWX3zxRZPn8ZqD5secxu7du6msrGTo0KEEBwe3+KA7duxYunQJZf/+o2ze/DcqlQqlUolarSIlJYXhw+/g11+3MGyYRu45IyOrRfvXHqiJw5gzZw4ZGRkkJSWj8Pdh8OAJyFNSsYrqV121CO1SU8K5RuJXrKuphRoUSlAoEWoWlUq7NBWfgOEY23fhiSdnEhg2AaVSyZwXRlBWkIaAgFoqap5LXiUgVqirZZLV9bIRGoPKRILauHoxkWoWC2MEUymC6c0f7esZHtVGiUSmbrQktspYs0jKxbXFqVQizXIDFEoJPdWO+AlW/KRKQ66SaL0LarUIdXWAYt5vGhlmkbHmXATA2NuF48dPN1iJtrmYmhoTGupF584epKbmceZMCqWl169F01YoLq5AqVTh6Kib9O/2iKb6sGZZsGBBg9soFAqqqqquuwiCQFlZGba2tvX2s7W1pbS0tMFjFhQUsGPHDnr06EFWVhZffvklzz//PIcOHWp03xvthCssTATg/PlEpk+fS48ePfj111+xs7MjKCjomo7XxcbGBmtra9LT0+ulEjbExIkTmThxYmO7pTMKCgqIi4tDEIR6ZZhbAxcXF6KjY/jkk0947bUFfPTRCiQSMeXlFbi5ubFz5w769u3HkSMnOXVqF+Xl5a3W17ZK37692LZtJz942/HjVk0dAsVVjWfG/oGJGLk666Qd43LNACxIRBiXVAcYVlRnL1gYIy3Qzf9GXO1JMM1WorA1RQL49ZiAa2B/4vZ8zlNPvaQxigQ1glqFSHLzS7tepkH1E2lzghfh1lIhawZ8sUKl3V9oglFeU/ZZpAbFtcKpN0SprLE2xIglAr6YM0rkykp1ErIbpLbIUjWyzVWJGRTvP4Nlv1AsIoKI33iA119/h2XLFjatI43E1taCnj39ycoq5OzZVBwcLPHzc8HYuG3KNqen5+Pp6dAuvAeAXtIcG+PtmThxItu3X1txtIbLly9jaWlJQUFBvfXFxcU4OTk1uI+lpSWenp68+OKLAERFRTFhwgS2bNly01pCNTT5V9W5cxB//fUTL744R6uBYGZmRlxcHP7+9WsUyOVyPvjgA06dOsm9997H1atX2bBhAyUlJSQkJBAXd5Zjx45jbW3dUFMtQmVlJQkJCeTm5hIaGoqXl1eb+DEbGRkxe/ZsnnzySTZu3Mjx48dxd3fXFo2xsrLGwcGBrl1D6No1tJV72/ZQKOSUlJQi+3Uzdv8bj6qoBGWmxl1sNbj/DSPu1UYCkirNb6BenYXq1xJ9CFTWDVBUaoyButUdBaOGB0wzK2dCBz9LYuJf/PPPfARBTXHORezcQ7Vz+IIIpFWaE26uAVBTflmkVjW5rDPUF1lqqlcCQF0toiSRC8ismta+UO09UJQaIzatTkU1qv0h2GDEIxIfflGnkYe8Nu5AEF2T5SDI5DjcN4hxlh6s++wnArbH0D00lDTA19e7yefVFEQiEe7u9jg725CSksuJE0l4ezvi4WGvl5TrW6W8XEZJSQUhIQ0L1rVFWiuLYdu2bTfdJjw8nKVLl9ZbFxMTw8yZMxvcvlu3bmzatKlZ/bqlX5NEImHlysVcuHCU999/g8rKSgICAvDw8OCxxx7TulNMTExYsGABW7du4/HHHyclJYVt27byzTer2bBhA+fPXyA7O7tZJ3CraJQYL7J3717MzMwYPnw43t7erWIcJCYm8uuvvzJ58mQWLlxYzyPg7OzM1KlT+frrr1m0aBGguUGsXr0aa2trcnNvD5nWpnL33Xfy6KOTKN17mLw1PyC/kgaAZf8+oBJppxNAo8KnWXSYsVBDRaVmAZArNEtNvIFKdUtSxP/FwtYDm86TsXYNw8LOEysrD8SKW51aUCOWqxDLVdqpBbFcVZvV0ASU5lKU5lIUVkYoLaSNTmMEjYZETaCjRK7WykDfDLWxZhGpNYae2qhxfTZCxOMSHw6qc7kglDUYlFivHZkCsakRn376Dh9+OI/k5Ets3bqNH35Y2WKBwlKphMBAV3r08KOoqJyTJ5PJzy9tM/EJ6el5uLvbI5G0HaOlPTNx4kTS09NZs2YNcrmcNWvWkJWVdV2P+8SJE6msrGTVqlWoVCqOHTvG5s2bmyQL0Cy/1GuvLWDLln8ACAryJzHx0jVBEJ06+fPww/dx9ux5zM3FjBgxkn379gOabIhOnVo2LU8QBLKysoiPj8fa2prBgwc3WNCppfj333+1eaxjx47i88//5syZGH799TftNleuXOGNN+ZgZGSEm5sLTz31EFlZOfzvfyM5fz6Lq1eLcXbWf3ZFe8La2oqPP15AeHgoM16ah7GnRqrbLLTzTfZsGibFtRaFUbFGIEFSqnsXQ91gRWm5xpVhdVmBwlYTnSezkRLU6wHNto18MBfL61hDzRxU6uoiNDkVUqwpCd1UaqYWxApQNGKKW1wpQW1Wfc410g1yCWIjNZOMPLkqyNivzmtU/xU5heR+v5sNg7dy9aqmGN1DD92jrbrZkpibm9C1q0a2OTk5m4wMYwICXLGwaD3ZZplMQV5eKZGRga3Wh1uijRhXDWFvb8/WrVt5/vnnefHFF+nUqRNbt27V1hFJTU0lNDSUhIQEvL29sbW1Zfv27bzwwgu88soreHp6smLFikZPL0AzDYSQkE4UFBSxZMk7BAX5k59fwOjRDzJv3sv079+bsLBBvPvuHEaNGgJoqiL+/fdxAgMDef/99xk/fnxzmm8yxcXFxMXFIZPJ6N69+3XnbvRNXFwc69atIyXlMtu2aeadbG1tWL9+Bb/+upm5cz8ANFM0ixcv1uoc3HffOFat+qhe0GRYmJTY2CuYmBh1CEEVXXP6dCymnQKQp2oqXZoGN+6Gpc1MEIO02qFjVCecwLhMR+lm1QGKQqUKUY22Rs10Q3kFmFavu4WnMLFS0KYv1os3aKInoN4xFWrURrf+RCi3lmqzKCRN6EeN90BaKSCzaVz7QvVlIlKKEG7gSbhD6oyzyIQvuYhE8p+phGpPwn/3ljrYoCqpYMqUmRw8uBUnJ3uefvqRVs0icnCwws7OkszMAs6cuYyzsw0+Ps4YXWd6Sp9kZBTg7GxzW5a01icDBgy4btaCt7c3ZWX1PcqRkZGcOHGiwe0bQ7P+e7NnT6/33sHBnuPH/9G+z8qK07rsr1xJo3v3YYwbN445c+YwadKk5jTdJGQyGefPnycrK4vg4GB8fHxaZa4uOjqaqVOf49ix40RGRhAcHMDSpe8xdeprFBUVU1xcilQqRS5XEB0dzcCBA6mqqsLHx5MrV9LJycm95gZkaWlG586exMenEh7ui6WloThTXUxNTRAZGWE1OArT4CAkpmbVGQu1j4na2gty3U8vCWW1VoVQJ7q9JnNB1MwBRVrttZAWy1FZaDJ+mjOAA1A3NuAW6ibUoDYWoa7ev7HTE+IqlbZNsUJ93cJQ/0VVXZJFpGpcyqOgkCA2UTJQak+ExIYVqiSUYgFBpaY8OpGK82lUJWUgNjPF+fE7kDrb1dvfU2xGcvVrDw9Xnnvu8Ub1U9+IxSI8PR2q4xOucuJEIr6+zri52bXY9KlKpSIrq5CICP+bb9zGaOtKii2NXs27uj/I5OQUAJKSknBzc6O8vFzvrn21Ws3ly5e5ePEinp6eDBs2rF5xp5YiMTGRN96Yw4YNG7Xrjh8/TVZWDm+++Qr33HMXmzZtZ+zYhxk6NIqSkhIiIiIAcHV15vTp3Xz11Xd4eLg1eHx7e0sCA904e/YK3bv7YWbW8ufYlhFUKkwD/TEN9G92zYUazHJroxelpZpBWlxaawCISjWGQbPvN9UBiyiVUJ3yK6qoUwugGW5kkVJd61K9BdeqSKlGXf10Wjc+QN3IaoxKCylGZdUBmbcwxSCtBFkjZ9aEas+ASC4GU01bERIbhho58oUqiXJUiNVqMj75jbJ/z9GvX2/C+gxg9er1VF5II2DNa9pjqUorSE6+xPr1K3B3d8XOzrbJfdc3xsZSOnVyx93dnqSkrGrZZlfs7K4tUqdrsrKKsLW1aJ/3IYOBUA+9+3/y8vJZtOhztm/fSf/+/di6dRs5OTlcuHBBOwjqg5ycHOLi4jAzMyMqKqrVMiUUCgV33nkHTk52/PXXz5SXV7By5Tp27z5AWloGnTr1ZeXKxWzatJ24uHPExWk03xcseI2qKhmjRg1BLBbf9AnF2dkGpVJFbGwK3bv7tXnN85bi339PYxLQeGEtaXU8oVGd1GKTIs1dw6RE9yp2Qt3shRqRo6qq2umGZiKuqo0zqMkaaKrCIQAq4ZayFmpQmom11TFvJYDSuEiBzF7zm1bdxABRG9ceX5A23FaokQXjjV34ouoK+SI1JqYqFHkllP17jv37/yA8vAuCILB69XrMgjwR6mQy/NB5In1ZRJ8+PXFycmjyubQklpamdOvmS16epqy0paUp/v6uehu8VSo1aWl5hIXpN5PDQMugNwMhLu486emZnDkTz9dff4+TkxPffbcee3t7rKys2LVrFyUlJTofuMvKyoiLi6OsrIywsDBcGlmMR18cPnyYS5cus2PHzzg4aLQVhg8fCEDPniO4dOkKoaGd6NevN/Hx5xkxYhB33TWSe+65q8ltubvbo1CoOHv2Ct26+bXK3GNr8csvm/ngg6V89dUStm79hxWr12M9ajDFsfE4duuKMicfqa0tInH1U3jd9EWZHn8fKjVClcazoK6q42Go0QuQNu8SFFfWOWadgV/d3P99tS0g3MJUnEgpoDQTV/fjFkpEK+oETzZCVAk0rmFlI2fX/I1MecjClTXyVK6Kar8/sZnGKCut9v6IRCLsJg6k8tyVevt/9dVXREX1afPGQQ0ikQgnp7plpS/h5maHt7ejzstKZ2TkY2NjjpVVO5BVboDmVA/tiOjNQFi5ci0//riJ3r27A/DPP/8QEKCRtzUyMiIoKIhz587Rp08fnbSnUCi4cOECaWlpBAYG0rt371aXHc7Ly8PGxgaxWMzevYe5775x9T5//PEHmD9/EQ888Cy//baG0NDGF9O5Ht7ejigUSuLirhAe7nvbpBilpqZx5Uo6d9zxPwCMfb0o3roTkZkped/9BID9/fdg0y9KJ+0ZZ9a6GEQ1g3RlrbKdUKUjNb0qmXZqAVGNPkLtdINgcguXsFLdoBehqYWU6iKWq7Ulmm8FtZkUSbn85hsCRhUCFU7VZZZv4jGv50GQCrhLjXnSwoP1FZmkSmr/X2q1GJGZORa9gnnppTfZunU9rq7OKK4WYeRoC8CFe+YDcN+P99K5czuLzkcj2+zj44Srqy2XL+dUl5V2wcXFRicPUQqFkvT0fLp3168UvoGWQ2+jx5w5LwFw4kQMgwcPIiwsrN7nfn5+FBcXk5+f36x2asow7969G4VCwdChQwkKCmo140AQBDZu3EjnzsE4OTkRERGBWq1mypSZZGXV13V/7LH7sba2JCsrhwEDxlJS0rBkZlMQiUQEBGhciPHxaXV0+js206ZNoVevbtr3ytx8zLp2RmxuhkVkr+qVDYscGJXVLsZFmsUsT61dLLIVWGQrkFaoMMuqwCyrQmf9FuR1XBnqWllhrU5CMxHLlYgVKsQKFaLq5ZapruZ4q2JLKhMRKhMRMjspglSEIL35oCSWqVAbiVEbiVGaibWeiRshSAUEI+GazAVniRHP2njyW2UOF5QVqOTXHsttxj04OTkzaNB43nprMcpTiVj0Cq43N61Wq9uEmNqtoikr7UmXLl5kZhYQHX2ZkpLm/6ZTU/NwdLTG3Lz10iubTRsu1tQa6M1AyMm5qn29Y8fOa2oqSCQSOnfuTEJCwi0Le+Tl5bF//37S0tLo27cvPXr0wNS0daP4586dy3333cfIkQPZtWsDu3Zt4MUXnwJg9erv621rY2PF3LkaFayePcMxM9NN30UiEZ06eSCVijl7NrVdVoBrClVVMmQyGT/8sEq7Tl1ege3dd4FKjSxRE29ecSYOcZUIcZVGGElaoVn0jVqueTKuW3tBUAsIzUg3rEFULkMkV2kWmUK7iOVKrTzzrVBTTAkxCFJxk+MPaowBQVz7+mZUuVmgMjdCZW6E2liKuhHywSIVKCwEFBYCKnM1KvOGf+vuUmNetPNiW2UuMVVl1w1Xl5ibkjdjJNzZg8OHT/HII49g2bcLAMGb3gHA1NRML/UWWpqastLu7vbEx6dx/nw6MtmtlZWuqlKQnV2Ej0/rpI7rirZcrKk10JmBcOTICQYMGMfs2e9SXl7BX3/tBmDfvn3XzRzw8vJCoVCQk9NwxbTrUVFRwYkTJzh9+jSBgYEMGDDghrUgWgqFQsEHH2g0DFxdnVEolAQG+vPuu7PZtGktjz9+/zX7+PtralPMnj1DpxkWYrGIkBBPTE2NiI29gvI6T88dgdmz3yU8fAgffLAMgMmTNd+zSCzC+cUpmId3RWxpiVnnYJ21KaqoRJRfiCi/ECG/QLNUVKIuKtEsZWXapdmo1ZpFrgCVWrNUV3zUBVqVQqm4dmkkIpVacxcRo1E8bKRnoIYSX1MU1kYorG8eVCuRCcgtRcgtRSisGieOhBi8TY2Z6uDBpvKrHJeV1PtYJRcjCCCXSVELItSCCLGRFPsJAyh9YzwHRnshNhIhEtfe7fPz87GxaT15eF0iEolwdbWld+9AjI2NOHkymStXcpv8UHHlylXc3OwMwdEdDJ3FIMhkMuLjzxMff54vv/wONzcXunULJyrq+nO+IpFIq/zUmGBCpVJJYmIily9fxt/fnx49eiBtZpCXLvnyyy+1r+fN+6DBbYYPH8jHHy/Q6rUPHz6QjRu/YdCgfjrvj8aT4E5SUjZnzqQQHu7TLoVL0tOzMDExbjAo7OOPV/Dtt78AMG/ey/zvf+Px8HDl229/QVCpMPZwx3TieBwmVotyNSByKJFpphcATIpqb4ym+ZqnKeO8Wi0DUYn+CmMJcjmiGk+bLhXdaqaZxM2rxdBcfYUqO5FWc0JmLcWovHF9kds0/jdbb1pBBAFGpjxh68ZPJTnEqRpnrKlUYsSS6w+QqalXGD5cN7FTbQWpVIK/vwtubnZcupTNyZNJ+Pu74OhofdP7cnl5Ffn5pURGBrVQb/VIG1ZSbA2a7UGoqKhkypSZHDt2miNH/tSuHzFiFNu3/3nTAdzFxQUjIyPS0tKuu03dMszl5eUMHTqUzp07txnjQKFQ8MQTTzBt2jQiIyO4fPkkx4//wxdfLKJfv171tt29+yD//LNX+14kEjFs2EC9nYtIJCIwUJP/HBOTglx+ay7EliQp6XK9aacxYx4kLGzQNdsVFhaxcOFSALZsWY+Dgz1+ft54eLhhZmaKMisPkUqEIBa0UwtG5WgXkyLNog/qlXKuSV8U1PU+F4lFtdkMzaG6jLSorEobZ1BTR6FuQaQqeQm7zi7iQuaumx5SbSxBZSpFZSpFbSxGbdy0W4VEDkozEUozEXIrzdIYyj1NKfc0pczXjCpnE6qcG57PFstAaaZZxAoRapNrb+zBxuY8YevGd8VZxCnLNAJZYqGeN6AuSrkEQd1wPy/cM58L98xn4cKFnD9/Qe8FmVoLMzNjunTxplMnD65cyeXMmRTKym4sHX758lW8vHSfEdEaGKYY6tPsUUkQBDZs2ArAokXLCQjwJTk5hXvuuQcPD4+b7l/jRTh16hQeHh7XBBcWFhZy9uxZ1Go1vXr1wsGh7aUW/fLLL6xbt46NG79h2DBNCqOtrQ1BQf48+OA99baVy+UtLtYkEonw93dBIhETE6PxJJiatk0RE5lMRu/eo3j22cf48EONxLS5uSlyuZyff/4dqVSqzQbZuHE7EokEGxsb5s79AH9/bzZv/puwsBBUKjUm/rqPphZKa59ChUrNjVOQ10bfCzoILLwGZQOxBCoV1FwrjTQulSoZKrWc3JJEOnmPguonw7opkU2ZHtDuI6otpKRqgiFR7iaq/ivFuNrzb1p0Y9e2Wtq4ks5dTSy439aZNcWZXFZUNfAoJEIkvn5bNRkL/6UmLfv77zdoJeQ7InZ2FvTsGUBWViGxsSk4Olrj6+t8TVnp4uIKysqqCA1tPxUbDTSeZhsIFhbm5OaeY+bM+axf/xshIWHMnTufO++8s9HHcHBwwMbGhpSUFG0qZFVVFefOnSMnJ4eQkJBWq7TYGEaMGAHAwYPHtAbC9WgNJccafHyc6hkJbS3a+MCBozz//CwAvvzyOyZNupusrBwuXNAEGU6d+jrOzo5aA2HEiIE4OtqTk5NLcXEx7u5ePPvss8jlcubOnc+c3IxGt22eqxnYjYtqPSxGhdVpcCIRoiJNholeHgrqujWrpwOEKhlUTwc1V465xhCwNHdmYNgMhGachcq0ti+NzRkXJPUHdXX1XUdykzi/gs7S2voXN+lyjVIiauhlacl4SydWFWWQrmygkRvYMImT5t2wnZr72sMP33vjDnUAaspKOznZcOXKVU6eTMLb2wl3d3vEYhGCIHD5cg6+vk5tqsx0s+gAT/26RCd+balUyv33T2D9+t+YN2/eLWkbhISEcOTIETw8PEhLSyMpKQlvb2+GDx9+TQZEWyMpKQmAnTv3Ex4eiomJMSNGDGpVY+B6eHo6IJVKiIm5TEiIZ4tIrzaWM2fiycjI0r4fMeK+ep+Hh4dTXl6bCurr60109B6+/vp75r+1mFOe9pyPCEBcKWFfTibSytqbVk3BJeM6MWomxS18NxCJdTOl8F9kslpvQrXuhUipQtCq5dV+D2Ymtjc8VN3aB0KdvtZUP75ZTQWxUkBmrWlPYdn4cy33qPkrrqdieSNEKlCZ1/ZHBIy2sqeXhTUrCtPJVslrJZYl1+/3pQffID8/nzlz5mD9rDXe3l7ceedoBg0aRM+ePet5QtevX4+7u2uH9h78FyMjCYGBbri52ZGcnENWlka2WRBAoVDh4mLb2l00oCdu2UAQBIHMzGxtfYDVq9czaNCgWxY+srKywsrKij179uDg4MDAgQOxtGw7g9f1yM7OZuTIkQDEx5/nySdnaD87fvwfgoLaXsESV1dbTE2NSEhIx9dX80TQFpg69XEmTryLv//eQ2FhId9++yudOwfx4otP8vvvf/Ldd78CcPJkDL16dQfAzMyUadOe5r21P1F+PBqLyB767WTdGI46BZfUiltPKbwZglxRO/Dr8Lgq81rDW90MGWXglkSSKl1qB+2bpZtWutQW1VI3cNcyEol42M4FG7GUJblplImu//9IeWxWvfe5ublERvbGxMSIxYvfJD09i/37D/PFFyuorKzi+eefZ8WKFQA4OTmRmZnNH3/8xcSJYxp5ph0DCwtTunb1pqCgjMTELBQKFX5+zm3Ws3srdIS4AV1yywbCli1/8/jj0/nxx1V06dKZK1fSMTK6NXnNkpIS4uLiqKysRBAEQkND24VxALB69WqqqqrIyIglOTmF8vIK4uPP8+qrC/jkk5WsWvVRa3exQWxtLejRw4+4uCtUVMgICHBt9QtdKpVSWFiIj48nnp5uvP76i8TExCGXK1i69D0OHz5BcvJlZsyYx+rVSzh06F8KC4txdnZEfjkVl9efb1J7JsW1PnLj4uqBXwTSEo1bWlReJzhL1jiVv1tCLUDN03rd6QYd6VeIlGrUZrXGgNAMdU2FlVSbCSFWNv5uKlKBojozUGnW+P0qnW++jY1EwhMOrmSr5Hyen4EKAf4zK5Py+KwG91UoFNx3371YW1vy558/YmGhKZn+6qvPo1QqGTfuUX7/fROff/45IpGIadOmkZOTw5w5C+nbtydubi6NPpeOgEgkwsHBiooKGZmZBaSkXKWqSoGPj1OHCFI0ZDHU55YNhLCwEAAeeug5pFIp5ubmLFq0qEnHkMvlnD9/noyMDIKDg/H19eXy5cvExsbSv3//Vh+wbsbGjRtZsGABS5e+h7m5GV27ar6Tvn17MnLkECws2rYeuZmZMT16+JOQkMbZs6mEhnq26kWenX2VQYPGX7P+ypV0Ro0awvPPP84rr7zF+StpREXdhcTOFomFBfL0DCy6hmPpGADFIKnS/G7qKOnWzmUDxiUtcxP4b+yAdnpBJK7/VxfUHFuhgJqprVuYF1aZiFHXCVQUbqHcs9K09vuX2d1k42rkjiqo9hDI7UBSPT3UkGdBZSZoXSmexsY84ebK4bISdlYUXLPtladeb7C9uLg4pkx5mn//PQbAsWN/a42DGqKjz3Ls2Cm2bNlS7140d+5c9uzZzaRJT7Njx6+Ym7ft61zXyGQKUlPz6NHDD6lUQkrKVY4fT8LX16lFy0ob0D+NNhDGjHkIU1NjNm1aB8CJE9GYmZlQWSnD1taWtLS0RqsYqtVqUlJSuHDhAh4eHgwfPlw7X+/v709aWhrp6el4eXk1/YxaiD/++IOHHnqIuXNf1grzKJVKqqpkWFpa4O198wyOtoBUKqFrVx+SkrKJjr5MWJh3q5VpdXV15uOPF5CSkoaNjRXffPMTWVk5dOumUbJ77LH/MX/+IoxHD8Mk0B9jbw/ESgmq0lKMxPotHV6DyMK8ts6CpG7AXo3RIamXzqhrBJWq+UGL1SjNJNo4g1vJXpDZSpDI6hSIauTdRCSAqiYt8TrVFhtCYVV/23ALC+5zcuLXgqvEVpaTMu3VRh/r8OHDWuMAYNiwe1ix4kPGjx+tXffWWx8xadJ9jB07tt6+ZmZmbN26DTc3N3bu3Fdvn9uBpKQsPDzstUHOnTq54+ZWSXJyNpmZhQQGumJr2zLXo64xTDHUp9EGwtGjJwBN7IFIJGL69LnVg7qM0aPvbLRxcPXqVeLi4jAxMWmwDLNIJKJbt24cO3YMFxeXNhfoJwgCb7zxBosXL2b27Gm8/PKzAKhUKpycQujduwc7dvzayr1sGiKRiKAgNzIy8omOvkxwsDsODo2RqdM9Tz31MKD5no8di642EEIBzRTEzJlTeXfhp7gveA1R9ROyxMoKUVXTBzhJZW1KYr2yyDUSxS0pUV391CWo1drz0iXKuvEGt1Bhsa6OgVh5a0+IKtPG331VZurqvyBW1AReVrcP3GFvTy8rK77MzOTAiy82uS/PPvssEydOpKKiAplMxk8//cRTT72MWi1oYwuuXs3j4YcnN7j/+fPnUSgUhIbqTp2zPZCXV0p5uYyQkPppjVZWZnTr5ktubgnnz2dgZWVGQIBLm02nNtA4mjTFYGVlqXUf9egRRkREH6ZMmUK3bt1usqemDHN8fDwlJSWEhYXh6nr9OW87Ozvc3d1JSEige/fuTemi3lm8eDEffvghU6Y8ikKhxN6+E+HhXQgK0uTc/7diY3vCw8MBS0tTzp3LoKioHD8/51ZJX9q5cz//+9/T2vdmZrUu3LvvvoN33/0EoVyOSCGqdUXXmUKQ1qk7I62qWVc7ODVWwa+5iIyNNfEFNe+lDWTj6CqroU6mjzZ7QRBQWTQ9lVVlKtJOMzTWK1CXummNdWMPbkpdFURFw9+LrVTKoy7O9PHxoUePHjzejNorzs61AQ4LFixAIpHw8stv0r9/b1xcnPDycic9Pb3BfRcvXsSYMSPaZBCyvlCp1CQlZREc7N7gfUEkEuHsbIODgxVpaXmcOnUJd3c7vL2d2k9VWYMHoR5NuvxLS8uoqpKRkZFFXNx5Xn75dSIiIm64j0Kh4OLFi6SmphIQEECvXr0aVWkxJCSEPXv2kJ+f36bEkebP1wiorF69XrsuNjae2Nh4AJ555tFW6ZeusLGxoGdPfy5cyKxOhfRq8SkHGxtr7OxsKSwsAmDHjn3atLKff/4dIzdXjD3cW7RPdREZG2n/1lRjrOv214dYkqhuvELNzVmtrmcY3AoKqzr9voWZiwpnMeLq+E6hKWNATdqhUOf1dbg0Q1PQLDMzk9jYWAICAggMDNT5XPecOXPYuHEDc+d+wNdfLyE4OIDvv/+e6OhoTpw4wcCBA3j66Sn89NOPbNmytd15CptLSspVbGzMb5oaLZGI8fV1xtXVrrqsdCJ+fi44O+umrLQ+MUwx1KfJzwcREcPJysohLKzLNXNzdREEgdTUVM6dO4eLiwtDhw5tUqVFIyMjwsLCOHPmDEOGDGkTQhxqtRp5tWreE088SO/e3bXCPoC2amN7x8hIWqcU7CUCA91wdrZpsfYjI3uQnHycCRMmc+jQMdau/YlRo4bQrVsX1qz5EauRw5p1o5FWadzXamMxRmUav3VdSeKaSGbBwgRRZXX2Ql2jVg8ltOvFFdT9revohqo2EqE0r21DfSsxBzZ1pxkav5/cto7EdCMv45Tna+MJVCoV8fHx5OTkEBkZib29ftJypVIpK1euon///rzwwhO8/vqLCIKAWCxm3LjX+Oeffdx7771YW1vx009f0ru3nlNq2xBlZVXk5BTRq1dgo/cxNTUiJMST4uIKkpKyyMwsICDADWvr2yuosz3TaAPh/vvvZ/To0axf/x0//fQLAwcOvO6gnZ+fz9mzZxGLxfTp0wc7u0aGMv8Hd3d3UlNTSUpKolOnTrd0DF1RXl7O7Nmzte+vXs2jb9+enD17gC+//JbPP19Dfv61UdTtFZFIhIeHA9bW5pw7l05hYRmBgW46dRV+9dV6Dhw4yldffXJNJLhIJGL27OmMGfMgo0eP5sGnXwYERMbGePXui6jaBS2pnkIwuu4Ug2awl1a2/qNBjedBL6lUglA7taBWo7LSfJ+NqZLYEAqLWmNAdQuHkNnTYH2EhkiZ8tp1PystLeXUqVNYWFgwZMgQvYum9evXj7Fjx7JgwUf88ce3zJ//qja74eGH76OysgqJRNzmYqP0iSAIXLyY2aDUcmOwsTEnIsKfnJwi4uNTsbOzxM/PuW1WftRBCfaORKP/20OGDGHy5MlMntxw0A5AZWUl8fHx5OfnExoaiqenZ7Oe9EQiEeHh4Rw4cAAPDw8sLFonMraqqooBA6JITU1l6tTHWblyHdu372T79p3cd984bS2KV15pWh5+e8DKyoyICH8SE7M4ffoSwcHuWFub33zHRrBv3xH++msXHh7hfP31p9x7b32PVE26aEFBPurqGgge709D1NpFuuoMUjW/bkFVaziJVHrwNohF9T0LNd+BcfNuslW2zTf4yuvM9qgb2Z2U526ccSAIAleuXOHcuXOEhITg4+PTYu7pTz75hO7du+PhEU5lZRX9+vXiyy8/wcvLHTOzW495aK9kZRUiEoGb26096EFNWWk7HB2tSU3N5eTJZLy8HPD0dGgT3mEtBvugHiJBuPnjjEgk4kabKZVKkpKSuHz5Mn5+fgQGBuq0OuHFixfJz8+nb9++rTKH9e233zJjxnROntyBo6MDVVUyli9fzfvvL2PYsAFERfUhJCSI0aOHt3jfWgpBEMjNLSEpKRtnZ2v8/JwbFUtSd/+YmDhCQjphaqoJnMvPL2Dy5OkcPqxJN/vnn1+J/I8S4sWLyfTrNwbTXuGYdQnGsl9PxGW17RqVan4PdSWUb+ZBMC2o9Y9LKpX1/gKIZLVqiaKq6teKOgqKdVUTq9fXizuom/1QbSBM/W48Kx/bXPNlcA1Sab2ARW3MQd0gxoYMBJPaJ1mhTqxIQx6EMo+6yok3uY7qNFXjQVBYgapuzKPWOqpdVWMgqMrLqCrIwtjFhejp08nPzycgIIB//vmHvn37Ymtre92mS0tLOXPmDGq1mu7du1+T6dQSHDt2jIMHD9K7d2/mz3+Ty5cv8d13n9O9e1iL96U1kcuVnDyZRHi4L5aWujOOKitlJCfnUF5eRUCAKw4OVtfc2+3sgm447ugakUjEoNFN0/K5GQf+mtWi56BrmmUgaOSWM4mPj8fOzo4uXbpgbq6bp8u6qNVq9u3bR+fOnXF3b/ngtKFDh+Dj48rSpe/VW5+YeAlnZydsbFonJbA1UCiUJCdnU1xcQVCQO/b2jVO8zMvLJyioLwA7d/6mlUoGeOONhaxcuY5HHrmP5cs/uGbfF16YxaZTsbhM16SUGpXUGgjGRZq/JsW129fNUpDUGAgydZ11dV63oIGw6um/NNvW1Umo69JspoGgsq/9HSpsa0dyma1m27qpijczEBQWaI2EukbBzQyEC/Nf5u+//2b06FptACMjIxQKBVKpFGV1ZcrOnYOZMGEi77zzjnbaQK1Wk5SURHJyMp06dcLf37/BBwKVSkVhYSEymQyFQoFYLEYsFiORSLC3t8fEpH7mhlqt5sMPPyQkJIQ77rgDc3NzqqqqMDY2btTTa0VFBZMnP8aRI4eJjt59W00vnDuXjrGxlIAAV70cv7CwjKSkbIyNpQQGumJhUWuEtIaBMPhO3RoI+/9u3wbCLT/mFxUVcfbsWVQqFRERETg6OuqyX/UQi8V069aNEydOYG9v36Rgx+Zy6NAh9u3bz8GDW6/57HZKcarByEhK586eFBSUcvFiJra25gQEuGJkdOOfkrW1FWKxGLVazbhxj/Dee3Po0qUzCQkX2LhxO56enmzZ8g9z576Mq2t9fV0LCwuqLiRRlXQZ00Ddl3BuMnXVJqsHMBHUTifUNRb0dXMwrR0EhWZOM8jrPKCLbiEB499pj7N3715cXFyQy+X8+eefiMViNm/+jnHjHkGhULBmzVKysnJQKBSkp2fh6enG229/SGhoKI8++ij5+fkcO3YMqVSKs7MzNjbXRrwrFAoeeughduzYQUlJSYN9MTY2pnv37vTo0YMzZ2JQKlWYmppw6NBhQGOshIaGcO7ceQIDA/jzz7/w8fG54fmZm5uzevXXeHl5sXXrjmumwjoqeXkllJRUNCkwsanY2VnSq1cAmZkFnDmTgpOTpqz0ze4nBlqGJv8XWqsMs4ODAz4+PkRHR7foVMPy5Z8xevRwwsI6t0h77QV7eyt69zbn8uWrnDyZTECAK05O1vX+L6mpGQwdOhGFQoGtrQ0SiQS1Wo1MJmfWrHdRqVRIJBKioqLYvn07/fr1ZcWKb3j33dpg0DVrftCmlBq5NkKY/zqI1CCWawbwmr+Atq6A2liCWFbtGaj726oxBqSSWs9BXW+CDqkXW9FQVoMOAkTl1nW8CDV2RRNsmAvzX75m3ZAhg9m//wAAnp6eVFVVaQ3BGszMTHnhhSe17//8cxdSqZTw8HDi4uJISkpi6dKl7N+/HwBvby8SE5OQSqVkZWXx2WefsXPnDmJizrB06XtERIRjamqCkZEUtVqNWi2gUqlIS8vk5MkY9u49TFWVjOHDB6JSqQgP78QDD0wkMzObs2cTeP75x1i37hciI3uzatWXjBw5sl79l+LiYtRqtTbA2tbWlkmTJrFq1bdMnDimbc2b6wGZTMHFi5mEhXnrXcOgJiDa2dmGlJRcTpxIwsfHSa9tXpd2/LSvDxptIKjVai5dukRiYiJeXl6tUoY5ODiYgwcPcvnyZfz99f/0XllZye+//8G6dZ/pva32iEQi0aZAXryYSVZWIQEBLlhaaua/pVIJBQWFAFRWVqFUKtm27XucnBz54YeNFBeXEBMTR1ZWJpaWlkyYMJHdu/+p18arry7QvhaLjRCpRNq8ewBpdb0FlTGYFmoubqPyOlMI8jZ0wWsrMoprb0Q6LH0hEgSUlhr3t9Ki9sB1pxaawtmPrzUG6iIIAgsXLuTq1VwAvLy8SEtL036+ZMk77Np1gD//3MXvv/+pjdGJjY1n8eIVvPLKK+Tk5GjTFmuMA4DU1DTtVIGFhQV+fl6MGjWUZcve0dY8aYhOnQIYPnwgs2ZNa/Dzrl1DuOOOoQCMH38nb721mHvuuQd3d3eio6NxdnampKQEW1tbXF1dycrK4tdff2Xv3r0oFApOnoxh+PB72b17Y4c1EgRB4Pz5DDw87HUWkNwYjIykBAW54e5uR1JSdou1WxeDDkJ9Gm0g7NmzB0tLSwYMGICVVevMuYvFYnr27MnBgwdxdHTUe/DSpUuXUCgUdO4cpNd22jvW1uZERASQlVVIbGwq9vaaNCZ3d1cKCxP57LPVvPXWYgDGjXuUnj278fnnH+Dh4cbXX//A8uVrAEhMvFivOl5lpSaH0d/fh+LiUkQtbJBeFzNTUFb74sV14wmq1xlJa+MQ9KCZAPUDEoVmpovFfXRjQ+B6XLhwgTfffFP7vq5xAFBWVs769StwcAjmt9+28MADE7j33icJDQ3lySefxNPTk927d7Nnz25iY8/i4uKEg4M9CQkX6h2nvLycvXt/12ngM4CJiQkffDCP++4bx5NPzmDGjOn89NPPWFlZsWzZMgoKCpg5cybLly9n+PCB/PPPXgBiYuK4eDG5w94X0tPzUasFvL1b5ynewsKU8PAbT/sYaBkafcV17doVF5fWL21qaWlJaGgoJ0+eZPDgwU2KpG8q8+bNA6BnzxFERUWyZcv6DvvU0FzEYhEeHva4uNiQmprHyZPJuLvb4+3twPTpU/D19WLq1NepqKjk1Kkz9O1bG8S2YMECAA4cOMDcuTO0683MTElOPs6TT77E4MHB7L2F715SUafGQvWgXbdMsaihvOc6Uwx1qxmKbkVq8FapG1dQd2BsZrXN2E9vzRioi1KpJD4+nnPnzgFw+PB2/vprN++9twSA6dOn8NlnqwkM9EMsFrN8+fscO3aaQ4dOMHv2bPz9/fn+++85ePAggiDQvXsYX375Md27d8HX15sTJ6Lx9/ehpKSUiIgRADo3DmoQiUT06tWd1as/5c4772fhwvfx9/fHycmJGTNm4O7uytq1yxg7dhQ///w7Pj5ehIQEYWvbcsJhLUlpaSVpaXlERDQcINpStFrbBg9CPRp91bUF46AGb29vrl69SkJCAl27dtX58VUqFevXr+ePP/7QrjtzJh65XKFN0TPQMFKpBH9/F9zd7bh8WVMGtrAwhyeemIG6+mlaEATGjRvHXXfdRe/evenRowdKpZKsrGx8fTUVPDMysti69R/uuGMo+/cf4eOPl7HvsGaeWyyvbU8iq9N2dSqjpLIFiyw1heupMdY1fJppgO7eO6dZ+zeGadOmsWrVKu37ffsOY1KdTWFtbcXLLz+Lp6e71pV///0T6dt3ADk5xbi62uDj48zHHy9CEAR69uzGhg1r6g24NQqFDg72fPTRAoybGYTZGCIje2BmZkpCQgL+/v6oVCocHOyJizugHaweeGCi3vvRmqhUas6fTycgwNVQZMkA0IwshtakpuLjvn37cHZ21rnx8vPPP/PEE0/w5puv8PLLz7Z5/fC2iKmpMSEhnpSWVrJjRyaffvopiYnnyMnJYtOmbWzdupWtW7cyc+ZMunbtilgsxsTEhLw8jRplWNggAEpKSuncOZiePXtCtYHQJrjZk3yNZ0Ii0cs0w9+x7918Iz0wd+7cesYBgIODHZ6emvTj8vIKbG1tmDLlERQKFWlpV8nIKMDJyYbevQO1SnwHD24hL68Ad/cbp889/fTD+jmR/6AR8nEhMzMTgIiICPLzC8jMzMbDw61F+tDaJCdnY2lphouLbWt3pdUQGYIU69EuDQTQpDP16NGDU6dOMXTo0Gtyn5tDZmYm4eFdmDnzOZ0d83bFysqM0aP7EhNzga5dO6NQqJg/fzYuLrYcOHCUZ555hbS0VH7++Rcee+wx3nrrI17augUAk04+LNm4HWMPN/xWfoJRhWZQrpFXBpDIai9osUJdvU5dZ12dKYbqqQVR3QG7gbFbkIqhOruhbunlunUERHqKLfgrbZlejqsLZs6cyaeffgqgTVmVSMT07x+JtbUmA0ClUlFRUUV2dhFZWUU4OFjRvbsf5ub1r09jY+ObGgctjZubCxkZGQDY2Gg8GjVxMB2dvLwSCgvL6NkzoLW70rq0Uedja9FuDQQAJycnvLy8iI6Opk+fPjp70ndzcyMlJRW5XH5biaLoC3NzM/r3744gCBQXV5Camkt6ej7BwaH88ce3jBnzIK+//jqLFy+mqKiQ337bAICqpAxldj42o4a18hnohr8ylrd2F5rF8OHD+fTTT7G3t6egQOPpCQkJxsvLHUEQGDlyGEOGDCU6OgVnZxt69vRvV65qkUiEqlrD4ty5c0ilUpyc9Kfv0lbQpDRm0aWLF9JmxrgY6Fi0awMBNGWhDxw4QEpKCn5+zRfRSU1N5dVXX6WkpJTs7Fy8vT100Mv2TXT0WfLyChg5cnCzjiMSibC1tcDW1oLS0kpSU/MoLRXx3XereeaZaVy4cJ6FC9/naJQ/lWeTKP7zAMZ+3pgE+OrmRHTIX+euVXy8EZs3b9ZTT1qOu+66i1WrVvHcc7WeNR8fD8rLq0hLy2PGjJdxc7PF09Pxlor6tCZKpZLz5xN55hlNPZVPP/2UQYP6dXiVVEEQuHAhA3d3O2xsWi6lsa1imGKoT/u6ihugJvXx0KFDODg4NDv1cePGjeTk5HD33XcYrGmgqKiYYcPuAaCg4KLOvDRWVmZ06eJFRYWM1NQ81qxZQ3T0aSZOnIi9pQXffLOWnl9v1ElbBnTDE088wbp163BycuDnn1czd+5ievbsz+nTyfj4OBMY6NZur5k//9xFeXkFY8aMobKykj///JMNG75p7W7pnYyMfJRKdesJE7U1DPZBPTpEzp6VlRVdunTh+PHjKJqpcnfs2L8AbNnyDz17jtBF99o133zzk/Z1WlqmTo+tyVzI4ttv1xIbe5z09Axmz57No48+xrlz57S6/a2FWk9xBu2F3bt3k5uby5QpUxg4cCB///03zs7OvPnmG8hkxsyf/wbm5lLCwjzx9nZqt8aBIAisWvUtDz30EI6OjpiZmWFnZ0dpdQXRjkpRUTmpqXmEhDSv6q6Bjku79yDU4O3tTXFxMSdPnrxlKebFixfzyy+/snTpe0RHn22TmgeCINzw3CZPfhEPDzfef3/uLbdRVFRMdvZV4uMvVJe0vpf9+/ezd+8hxo0bhUQiwcameZ4amUzG3Xc/yvHj0QCYmppWB55GEB4ejo2NDTt27MDDwwMfH58bVv/TNYIg8NFHHzFr1iz++OMPxo8f32JttwWUSiUTJkxg+/btgEYxs1evXsybNw9ra2v27duHnZ05Y8eOoF+/66sathe+/voHTp8+y5o13wEgl8upqqrSpm52RKqq5Jw7l05IiCdmZh33PJuMYYqhHh3GQADo0qULR48eJSEhgS5dujRp36qqKmbNmkWvXt2YPPl+Jk++X0+9bDxlZeVkZeVoi0Lt33+Ehx56juXLP2DixDFaQyE3N58LF5Lo1q0LW7ZopIqjoiK5666RTWqvqKiYWbPe5ddfNfPlNjY29OwZwQcffMjKlStZsmQVL72kEY96/fUX8fPz4f77xzfJGJs69XV27z5IeXk5FRWVuLq6MmfOHKZNm4YgCPWMssrKSlJTUzl+/DgmJiZ4enri5uaml4qhNVy5cgVfX1/t+9YoNdza1BRc6tSpE/3792f48OGkpqby22+/cf58Aubm5oSEeLd2N5uNWq3mxx83Mnfu+3z++eeEhGiMnVOnTlFZWUmfPhGt3EP9oFKpiYtLw8vLETu7xlVjNXB70qEMBLFYTO/evdm/fz82NjZ4eno2et8aVbh582bqq3tN5oknZrBr136WL3+fRx6ZhFQqpaKikqeeeomffvqdhQvn0KlTAC+9NI8//9yFo6ODdt/XXnu7SQbCH3/8xXPPvYaXlyd///03ISEheHl5aQf/BQsWcOHCBfLyCqioqGDr1l1cvpzCjz9uJDw8FAcHe1xcHImKisTd3bVenQ5BENi69R9effVtcnPz6NevH6+99hoDBgzAyal27vO/hoaZmRnBwcF06tSJ3NxcMjMzuXjxIubm5ri7u+Pu7o6FhcWtfr0N8uGHHwIwbNgw3njjDYYOHarT47dlBEGgoKCAS5cusXr1aioqKjh9+jRz5swhPT2dqKhITp7ciaWlbr/zliQ1NYMdO/aRk3OVHTv2c/FiMh988AFTpkzRblPzmzpxIkYr9tRRqAlKtLQ0xcPDvrW70+Yw1GKoT4cyEECTX92nTx8OHz6MpaVlo13T06dPo2/fXgwa1E+/HWwk6elZ7NqlKV4zY8Y8jIyMycjIAuDtt9/mwIH9DBx4N9OnP83ly6kA5OXlA3D//RN48MFa1beysnIKC4vx8nK/pp3S0jIWLVrOypXrmD59Oh9++GGDmhJWVlZs27at3rro6Gi++uorkpIuc/z4WVJTr5CTcxUAFxdnbGyscXFxJDY2geLiEp577jmefvppjehRExCJRDg7O+Ps7Ex4eDh5eXlkZWVx8OBBTE1NtcZC3Wp8t8qSJUt49dVXCQi4PfLBBUEgPz+fzMxMMjMzMTExoaSkhAULFpCenl5v28OHj5OdfZXAtlByu4lcvZrHokXLWbv2J7y8PPH19WPo0BFs3fon3t71vSHh4eHMnj2bBx54hjvvHMYjj9xH//69sbOzbZ3O65DU1DyqqhR07+5riDtoCMMUQz1EgnDzb0QkEtGIzdoUmZmZxMXFMWjQIExNTW+6/UsvvcS2bVs4ceKfNnHhyOVyBg4cR15eEffddx/ffvst3t5e9OjRgw8/XISvry9r165lyZJPiI9PACAiIpyff/4KJyeHescaPHg8sbEJFBYm1lu/b99hpk17A7FYwuefr2DcuHHN6rNarebixYtcvXqVlJQU7d9BgwYRHh5O5866LZn938FNk7fuhJOTEw4ODjoVz2oumzdvbhOxDIIgUFZWRl5ennYxMzPD3d0dNzc3rKys6NmzJ6dPnwY0BrdcXqttvWjRfJ555tHW6r4WmUzG8ePR2Npa07VrqHZ9RUUlmZnZbNiwFQsLcywszNm16wA7duzDz8+Xzz9fwahRoxp1jR8+fJjlyz/j99//wMhIyrx5L/Pcc4/r8az0S35+KRcvZhIR4Y9JMwt8tQR2dkEtOu6IRCKGD9StQunug/Pa3dhZlw5rIACcP3+e3NxcoqKibhpwuGDBAj76aDGpqdF6LQB1Pf799xSjRz/AmTP7tNoLY8c+gr9/EN99t/6GwYkTJoxn8+YthIYGk5Bwgeeff4LY2AReeWUqUVGRODtrbqAJCYcoKSnl00+/5Jdf/gDghRdeYNGiRTp31bc0giBQUlJCbm4ueXl55OfnY2FhgaOjI05OTtjb27d4efK6tKaBUFlZSW5urva7AY3IWM13Y2amKc+tVqtJTk6mU6dO2n1nzpzKkiUrte//a2S2NIIg8Nprb7NmzQ+ApiLjsmULyc7O4d9/T/H333u02/bo0Z3i4mL69OnDE088ybBhw27p2pbJZJiZmVW754/i7Nz+xJPKy2WcOXOZsDDvFi3h3Bxaw0AYEaVbA2HX4fZtIHS4KYa6BAcHU1xcTGxsLN26dbvuAFtSUsLbb79N797dW8U4ALCw0Fy0AweO4/vvvyAysgdnzyYwbZqm+t6Nnnjeffc9qqpk/POPJkDxiy/WAnDo0LF624WGDgAgKCiQOXPmMH78ePr06aPzc2kNRCIRNjY22NjYEBgYiFqtpqioiNzcXJKSkigsLMTa2hpbW1vtdtbW1m0yU6U5KBQKiouLKSoqori4mMLCQhQKBY6Ojjg6OhIcHIyFhUWDv6f58+ezcOHCel6DoCB/li9/n9jYcwwe3PrTb3l5BVrjADSD93PPvQrAuHHjWLduHYmJiYwYMYIhQ4bopE2FQoEgCKxcubhdGgdKpYr4+FT8/V3ajXFgoG3QoQ0EkUhEREQEBw8evKHSYk2A0okTMezZc5Bhwwa2ZDcBCAvTuN9LSkq5+26NC9fExIS+ffvedN+uXbsyY8YM/vnnHyZPnsydd97J9u3b6dOnD506daJbt26Ymppy4cIFPDw8cHNz63AD438Ri8XY29tjb29PcHAwKpWKwsJCioqKyMvLIzk5mYqKCiwtLbUGQ43R0JqehsYiCAJVVVWUlJRojYHi4mJkMpn2XBwdHQkMDMTa2rpRLvWFCxdWH7tW/yEx8RJvvtl2AnednBy0XoyVK9eyYcM2Tp+OBTQloU+fPs1HH31Ebm5us6XSVSoVZ86cITFR0157+F38F0EQSEhIx97eEldXu9buTtunHT/t64MOPcVQQ1lZGYcOHaJXr144Ol77BODh4U5mpiYAcNu2H4iKimzpLgLw1VfrmTXrHd58802GDx9Op06dcHNrfCW5goIC7Ozs2kQMRXtAqVRSUlKiHVyLi4spLS1FLBZjbm5+3UUqbbpd3dQpBkEQkMvlVFRUXLOUl5dTWVmJkZERVlZW9bwilpaWTfr/C4JAXl4e1tbWmJqaEhjoR1LSZQDOnNmLt3fjM4Fai6tX8/jtty28/fbH9YTSTE1NmTTpPmbPnkNoaOh19z916hR79uyhsrKSbt26oVQqWblyJWfPxnL1ai42NtYEBweydu2yNldg6mZcupRNaWkV4eE+7e6+0CpTDP3e1ekxdx19s12PnbeFgQBw9epVTp8+Tf/+/a/JbV+7di1PPvkkAN9+u5y7775Tb/04dOgYkZE9rnmyKS+voGfPEQwdOoz167+/pUHIQPO50cBcs4hEIoyMjK67SKXSa27G8fHx9bQ51Go1CoXihotUKtW5ofJfFi9ezKxZszhx4gSDBw+moqICAF9fbw4d2qqd+moPHDt2mo8+WsHUqY/j6enG+fOJrFnzIydOxHDmzJl6sRU1JCcnExgYSGhoMObmZiQkXKCiopI+fXoyadI4xo4dhYtL+5QhzswsIC0tj4gIf4yM2t/9xGAgtD63jYEAkJaWRkJCAgMHDrxGbKesrIyHH36YgwcP8PrrLxAaGky/fr2a5VaUyWT8+OMmHnroHkxMTLhwIYm+fUfz2Wfv8+ijk1Cr1axY8Q1XrqRz9OgJ8vOLuHTpsl6FgAw0D0EQUKlUNx3c/0tycnK91Mn/GhnGxsZIpdJ6r1siHiYysjcnTpxk+/btPPjgg5SUlCCRSPjxx1WMGjVE7+3rG0EQGD78PgYNGsrSpUuv+Tw9PR0vLy82bvyGYcMGolKpKCuraPdFmnJzi0lKyqZ7d792q5TYGgbCyL7v6PSYO/+d367HzvZnVjYDLy8v5HI5R44cYeDAgfXS4CwtLfn+++8ZM2YMc+YsRCQSYW9vR7duoaSmZrBly3rc3Fya1F58/AVmzpzPjz9uZPPm9ajVmh/KX3/tJioqkkcffYGEhAuAphDOM888YzAO2jgikQipVIpUKtVG/zeG5ORkwsLC9NizpqFWq/ntt984ceIkAElJSWzevBkrKyuGDRtGZWVlK/dQN4hEIh57bBLvv7+MTz75BIlEQkxMDP/73yTmz39LO+1z/Hg0w4YNrJYRb9/GQUFBGYmJWYSH+7Zb46DVaMeDuT7o2JFqDRAQEICHhwdHjx695knPysqKp556CqjJsS9gz55DJCVdxszs5loK/6VbN41L+eTJMzz66POsX/8roDEQevYcgbGxKefOnUOlUvHNN980KiDRgAFdcPz4cR544AHt+xkzZjB06FA++ugjqqqq6NOnaWJWbZnQ0GByc/OIiYkB4ODBgyQmJvHoo4+iVqsJDAxkxYpvmDr1df799xSFhUWMGfMgXbsOZufO/a3b+SZSUlLB+fPpdOnihaVl0+9ZBgzU5bYzEAA6d+6MnZ0dx44dQ6VS1fusf//+GBkZIRaLiYrqww8/rCI7Ow5bW5smtyORSLRyx2fOnOP48VjeeOMNDh8+zOnTpzl9OprOnTt3+IwCA20LQRCIiopq8LNNmzbxzDOPMn/+Ii5dutLCPdMPnTr5M2zYQCIjI3nttdeYMmUKa9euZd68eVhaWhITE8OSJZ9SVFTJmDEPEhAQSXFxOXfeOYYHHniGr7/+4eaNtAHKy6uIi0sjONgDG5v2rWvSaqh1vLRzbqsYhLoIgsCpU6dQqVT07t273iD91ltvsW7dN8TE7LnlyF+lUsnSpV+xcOGnPP/88yxfvtxgCNzGtBUlRYALFy5oVS3rXtsSiaSewbx27WdMmDC6VfqoawRB4O+/9/DCC7OJihrAH3/80WCMR1paGmfOnGHIkCFYWlry+uuv8/PPPxIbu6/lO90EqqrkxMRcxs/PBRcX29bujk5olRiE3m/r9Jg7T7zVrsfO23bEqtFIUKvVxMTE1Psn9u3bl8zMbDIysm/5+EuWrOTzz7/hhx9+YMWKFQbjwECbITAwkDfeeIOBAwciCII2wt3JSZMCbGNjzYYN33QY4wA01/vo0cP5559f2LZtG0OGDG5wOy8vL8aOHaut67F79642IRB1I+RyJbGxV/DycuwwxkFrIRIEnS7tndt61Kqp/lhWVkZ8fLzWSLjzzjsxMTFh1ap1pKdnUVhY1KjjyeVyfvhhAykpqfzwwyamTp3KQw89pMczMGCg6UgkEu677z4OHjwIgEKhxMnJiezsHO66aySXL59k+PCWFwtrCYKC/Fm16mMOHTrMsmXLOHLkCOHhXXFxcWbgwAGsX7+eo0eP8tprr9G/f39On47m8ccfuPmBWwmlUsXZs1dwdrbBw8Ph5jsYuDGCoNulnXNbGwigUV/r27cvV69e1SqmLV26lPLyclas+IauXQfh79+bgoLCmx4rKSmFF1+cQ48ewyktLeeFF17Qd/cNGGgS6enpTJ48mdGja7U+nnvuOYqLiwHYvn2nVpmwo3L//eNZtGg+b701n6ioKIyNJbz99ut07RrEM888Q//+/dm7dycDB/bkxx9X0bNnt9bucoOoVGri4lKxtjbHx6d9ajUYaNvcVmmO18PY2Jh+/fpx6NAhjIyMmD9/Pl26dCYw0JfCwmIee+x/2NvfWKb0zJl4nn5aI0k7f/58nnrqKTw9274KnYHbB0EQuPvuu4mOjgYgNDSUzz//nGHDhgHQu3d3TpyIITU1o80OirrimWce5fHH76e8vAJbWxtEIhEPPDCBV16ZilotXFMRta2hVgucO5eOiYkRgYGu7U4lsc3SAZ76dYnBQKjGzMyM/v37c/jwYZ5++mnKyvL46KO3tJ9funSFb7/9hTlzZmBqWqufIJfL+eSTlSxZsor77ruX48dPYmdn0Dw30PZYv3691jhYt24dkydPZu/evdrPZ8+eTmLiJW16bkfH2Nj4GkVTBwf7VupN41Gr1SQkpAMQHOxhMA4M6A2DgVAHCwsLoqKiKCkpYdOmTbz44mxOnYrl/fffIDHxEp99tpqqqioWLZoPaDTgH354Kikp6fz4449MmjSplc/AgIHr8957mlK2s2bNYvLkyQAcOXJE+7m7u2urFCoz0HhqphWMjCR07uyJWGwwDnRKB0hN1CW3fQzCf7GwsGDQoEH0798ftdqY8+cTkcnk3H//BEBTUOnPP3fx5ZffMnLkJEBCbGyswTi4ATKZjJycnNbuxm1PSUkJAB9++KF2XY8ePbSv+/Ubw6ZN21u8XwYah1KpIjb2CiYmRoSEGIwDfWDIYqiPwUBoACcnJ+bNm0dkZCSffLKIkSMHY2NjrY1mfvjhqaxe/SN33z2B/fsPNKni4u2EQqEgIyMDJycnXF1dufvuu6mqqmrtbt22HDt2jNzc3HrrevXqVe/9jh37WrBHBhqLQqHkzJkULC1NCQ52N0wr3KYcPnyYbt26YW5uTvfu3Tl69Oh1t33//fextLTULhYWFohEIjZt2tTo9gwGQgOIRCJ8fX2ZN28eSiUcOBDD5ctX+OOPv5g1axb5+fkkJSWzfPlyQ+2E67B8+XKMjY0JDAyktLQUgK1bt7Jt27ZW7tnti4+PzzXlznfu3AnA008/AtDkeiPNYf/+I8jl8hZrr70ilys4cyYFOztLQ0CivmnDaY4FBQWMHTuWF198kcLCQl544QXGjh1LUVFRg9u/8cYblJWVaZfvvvsOGxsbRo9uvL6JwUC4Dps2bcLExIS33nqLCxcu88svO4mIiGDhwoXY27f9QKbWQqlUcvLkSaZPnw5Qz2Pg6enOu+++066VxToaZ86cAeDrr78HYMCAPnpvs7i4lDlz3mPChMm89NI8Dh06RnFxid7bbY9oFBJTcHKywc/P2WAc6Js2bCD8/vvveHh4MGXKFExMTJgyZQqurq78/vvvjdp/zZo1PPjgg00qMmcwEK6Dv78/ubm5JCcnU1xcTHh4OG+/rdtSoB2NixcvMnHiRHr37g1Ar17d6No1VPv5jz+uIjb2rHZQMtC6pKen89VXX2FiYsIPP6wkKytObwJJyckp5OXl8/TTL+PrG8Eff/yDra0tv/yymbvvfpSwsEHExMTppe32SmWljJiYFNzd7fDxcTIYB+0UkUikXRYsWHDLx4mNjaV79+711nXv3p3Y2JvrlqSnp/PPP//w9NNPN6lNQxbDDRCLxbi7u/PBBx+gUqk4deoUx48fJzIyskEd99uZ3NxcgoOD663LzMxm166NhIYOwM3Nha5dQzAzM+XDDz/g559/ATQBjHXLbhtoOZYtW4ZKpeTSpROYmzf+qaKpTJgwmf37NdkSPj4+fPvtt4wfPx4bGxvUajUymYyRI0ewdu1PLFu2UG/9aE+Ul1cRG3sFHx8n3N0NHssWQw/ezcZ4TBUKxTWFA+tiYmJCWVkZtra29dbb2tpqp3BvxNq1awkPD6dnz6ZVaTV4EBqJRCKhV69eGBsbN1gq+nbH0dGRKVOmaN+Hh4cyatRQEhMvceHCUc6c2YsgCPj6enHw4CEAPv30UywsLNiwYQNVVVWcO3eOv/7667oX1L59+/jtt9+00fgGmsfHH39MWVk5SqVSr+3s338EGxsbvvjiC7Zv385jjz2GjY2mOqpYLMbMzIypU5/nl182k5VlyHYpLa0kNvYK/v4uBuPgNmHixImYmZldd7ly5QqWlpZaxdMaiouLsbKyuuGxBUFg7dq1PPXUU03ul8FAaAJisZiIiAisrKw4dOgQlZWVrd2lNoNIJGLVqlW89NJLTJw4AVdXT/78cw/jxz/GV199h5GREb6+EZw7l8hbb72FWq3mww81npmvvvoKX19fQkNDGTNmDPfddx8LFy6sdzEcO3aMoUOH8uijj/Lcc8+24pl2DI4dOwaAkZGRXgMFKyo018ioUaOYOnUqXbpcK8J05coVTp06hbm5OTNnvnXN57cT+fmlnD17haAgN0Phpdaglco9b9u2DUEQrrv4+voSHh5OTExMvf1iYmLo2rXrDY+9e/dusrKyePjhhxvfoWoMUwxNRCQSER4eTnJyMgcOHCAyMtKgnFiNWCzm008/1b4XBIFVq1bx/PPPc/HiJUpKygDIyclh/Pjx5OXl89JLz7J06Ze4uDhz7NjfLFjwEZs2bWLTpk0cOnSI4OBg9u3by4gRI7GwMGfFig959tnXqKio4PDhw7i6ut70AjFwLS+88AKDBvXj99/X6bXSaE3a5JAhQ667zYIFC1i3bh0Af/+9G7VafdtVPxUEgYyMfNLS8unSxRsbG0N2VGvQlrULJk6cyKuvvsqaNWt49NFHWb9+PVlZWUycOPGG+61Zs4Z77rnnlsap2+sq1BEikYjAwEDCw8P5999/SU9Pb+0utTrnz59n+/btVFZWal3WmzZt4p13NPXVY2MTtNvOnz+fbdu28eCD9/DEEw9iaWnB//53N506BdC/vybAcdy4Ufz999+sW7eWS5cusWzZMh5//AF8fb2RyWS4u7szatQowsPDycrKavkTbufExcXh4eEKwNmz51CrdS8hp1AoeP31t5FIJDz++OPX3e6JJ57A398fBwc7Xn31+dsuGE+tVpOYmEV2dhE9evgZjAMDDWJvb8/WrVtZtmwZNjY2fPbZZ2zdulU78KempmJpaUlqaqp2n4KCAn7//fcmByfWYPAgNAM3NzfMzc05duwYZWVlBAcH33Y3txomTpzA+fMXtO99fX1JSUkBoHfvHsyb9zKPPDKV0tJyNmz4hpycq9x9951YWlpw7txhLCw0N8WwsM4AjBt3B926hTFu3Ci8vT2Ry+VYW2vm2lau/IipU1/D2NiYbdu2GYSqboF+/fpy7lwiPj4RlJWV8/ffv9CnT4RO28jMzCY3Nx/ghnohAwcO5MqVK8yf/wrTp0+57nYdEYVCSXx8GhKJmO7d/ZBKDcHPrUob9iAADBgw4LpZC97e3pSVldVbZ29v3yxxOoOB0ExsbGwYNGgQx48fp7S0lIiIiNsyw8HNza2egeDt7YapqRHnzydy4kQ0mZk5zJv3Ckql8ppUOktLC+3rHj3CeemlZxk37o56RbHqvn7ggQmsXfsTx4+fxtvbW49n1fFQq9V89NFHhISEsnLlSgC6dOlMr166r97o7e3J0KFR7N17+IbbiUQiBEGga9cQnfehLVNRISMuLhUHByv8/V1u24cLA20Xg4GgA0xNTYmKiiImJoZDhw7Rp08fTE1NW7tbLcrWrdtISkoiIyODV199hePHo/ngg7n069eLjIwshg4d0KgboI2NFW+99epNt5s372XuvvtRQ6BoE4mPj2f27Nna/8XWrd/Tr18vvRi1IpGIO+8cRmrqjaeAysvLAZBKb5/bUWFhGefOpePn54KbmyGGqc2gbtsehJbGEIOgIyQSCREREbi6unLgwIHryl92VCwsLOjWrRtjxozhzJlYgoKCWLRoOcHBgQwbNlDnT0dLl34JaEoYG2g8MpkMqM3NjozsoVeP14kTMXTpEnbDbY4ePYpIJKJnT917MdoimZkFnDuXQWiol8E4aGu0YSXF1sBgIOgQkUhEcHAwXbp04ejRo7dt8JyRkRE+Pj5kZ1/Fzi6In39unBRoU1i6VCOos2TJknoliw3cmF69evHQQw8BsHbtZxgbG+u1vS5dgtmyZQt79uy57jaa4CoLvYo1tQUEQSApKYuMjHx69PDF1tbi5jsZMNCK3D4+vRbEw8MDc3Nzjh8/TklJCZ06dbrt5hf9/f21r729PXV+fAcHO0JCOlFRUUFUVBTR0dHXyJAaqE9paSkff/wxAQEBODjYM2bMcL23+dJLz5KRkc3999/Ptm3b6NPn2loPx48fp1+/Xg3s3XFQKJScO5cBCPTo4W8IRmyrdICnfl1i8CDoCTs7OwYNGsTVq1c5evTobVHmuLi4WPukuGHDBu16Gxtrnbdlbm7GkSPb+eyz9wFISEi4yR4Gjh8/zjvvvMPPP//E+PF36t17UMPChXNwdLRj9erVDX6+f//+JhWQaW8UFZVz6lQyFhYmdO3qYzAO2jKGKYZ6GAwEPWJmZkZUVBR2dnbs27ePq1evtnaX9MrUqVMZPnw4M2bM0M51r1mzlIAAX721+euvmwGYNGmS3troKAwePJjff/8dIyMjgoL8+PjjL1i1ap3e2y0tLSM5OYW77rrrms+uXLnChQsXmDLlEb33o6URBIGUlKskJKQTFOROQIChVLOB9oXBQNAzYrGYkJAQevbsSXR0NAkJCXoRpWkL7Nq1C4Dff9/IfffdxaVLJ7jnnrvqpSjqmoKCIkAT92DgxkilUiZMmIBEImHOnIUsXPgp3377i97b3bPnEJaWlowbN+6azz788EO6dw8jMrKH3vvRkshkCs6cSaG4uIKePf1xcLixXr6BNoJa0O3SzjEYCC2Ek5MTQ4YMobi4mEOHDlFRUdHaXdI5s2fPJjAwgLS0DGJjz7Fo0XIeeug5ysrK9dLe7t0H+euv3URG9tbL8TsiCoWCS5cua99/881nem9TLpdjY2N9TRpjdnY2mzZt5OGH7+1Q2iH5+aWcOnUJOzsLwsN9MDExGK8G2icGA6EFMTExoW/fvri5ubF//34yMzNbu0s6ZebMmVy8mMixY8eIiIjkyy+/46+/dnP06EmdtpOcnMKbb37IokXL6datGzt37tLp8TsiarWayspKnnjicYyNjZg48S6++WYZISFBem9bJBI1WP10zZo1XL2ay6RJd+u9Dy2BWq0mOTmbxMRMQkM98fFxNkwptDcEtW6Xdo5IaESx6hqlMwO6o6CggFOnTuHs7ExYWFiHeoKqQRAEBg0axKFDhxg4sC9btuhGs2D8+Mc4cOAo/fv34+eff8HLy0snx9UnmzdvZvz48a3StkKhYMiQwRw5chSAX35ZzahRQ1qkbZVKxZAhE/HzC2TLli31PqsZPAsLE1ukL/qkslLOuXPpGBtLCQ52x8jIkCDWXOzsglp03BGJRNzp85JOj/n3laXteuw0eBBaCXt7e4YMGYJcLufAgQOUlpa2dpd0jkgkYtu2bQBcuXLrBa1yc/P5999TnD2bwMKFn3L48HF++eUXDh8+0i6Mg9YmMTFRaxwALRJ3UMP332/g4sVkraxzXfr3799i/dAnV68WEx19CWdnG7p08TIYBwY6DAYDoRUxMjKiV69e+Pn5cejQIVJSUtq1tdkQNjY2vPvuuxQXl/DJJyu1lR5vhkwmY8WKb+jf/y46derL6NEPMGjQeLZu3cWSJUsMWQtNIDQ0lLi4OCIjIwGYNu3WKrs1lRMnopk5cz4ff/wxHh4eABQWFhIdHc0XX3xBSkoKI0YMapG+6AOlUsWFCxmkpFyla1cfPD0dDFMK7R1DkGI9DKZuKyMSifD19cXe3p6YmBjS09Pp1q0bVlYdJ+p51qxZWFtbs2DBAs6ciWflysXa6o0A27fvZN++I5iamiASiTA2NmL79l3k5RUybdo0Ro8eTVhYGFlZWfj4+HTI6Rh9Ex8fz+nTp9m27Xv69u2p9/b+/HM3Dz/8HKGhIUybNk27vnPnztp032HDBvD115/qvS/6IC+vhMTELBwdrYiIMAgfGeiYGAyENoK1tTUDBw7k0qVLHDp0iICAAAIDAxGL27+Tx8jIiOnTpzNs2DDGjr2LXr1GMm3a05SUlHLy5Bl27z7A4MGDMTMzQ6lUUllZyciRdzJ//nwcHR21x6mrzmig8aSmpvL0008zZcojREVdq2SoD5Yv/xqA995bWG/9999/z6hRowBNFU99iGjpE5lMQVJSFuXlMkJCPA1yyR2NDubBbS4GA6ENIRKJCAgIwM3NjTNnzpCRkUH37t2xs+sYBV3CwsKIi4vn888/Z9mypWRn5wDw7LPPsnLlSoN7Vk988803uLk58957c1qkvX//PcW//55k4cKFTJw4sd5nI0eORC6XY2xszF13jWyR/ugCQRDIzi7i8uUc3NzsCAnx7BDGu4H/YDAQ6mH4hbdBzM3N6du3L4GBgRw7doy4uLhGz923dSwtLZk9ezZZWdkIgoAgCKxatcpgHOiJkpISvv56NQ8+OBGxWMzOnfuZOvV1cnJy9dJeUVExo0c/AMCTTz7Z4DanT58GYPjwgXrpg66prJQRG3uFrKxCwsN98fNzMRgHBm4LDB6ENopIJMLLywtnZ2fi4uLYu3cv3bp1w9nZubW7ZqAdoal/IPDUUw8TH3+B//1PE6D4+OMP4OLipPP29u49DGhiHlxdXRvcRqVS6bxdfSAIAmlpeaSl5ePj44iHhyEIscNj8CDUw2AGt3FMTEzo2bMnXbt2JSYmhujoaORyeWt3y0A7QKlUsnHjBgYO7IuVlSWFhUXazwoKCvXS5saNmrTWG2Xj9O7dm6CgQN59d0mbNRZKSys5ffoSRUXlRET44+npaDAObgfUat0u7RyDgdBOcHV1ZejQoUgkEvbs2UNaWlqHS4k00HxkMhkfffQR+fn57Nmzh6NH/+Wppx5CoVDw2GMvAhAe3oUhQ6J03vbrr7/D9u07AXBxcbnudkZGRixduowff9zEzJnzdd6PhlCr1bzzzids2rT9htsplSqSk7M5e/YKHh4OdO3qg5lZy1S9NGCgrWGYYmhHGBkZER4ejqenJ7GxsVy6dImwsDAcHBxau2sG2gBZWVm4u7sDEBMTg5+fHwAjR05i7NhRFBYWIZVK2bXrN70Ut8rNzQM0Esp1s08aYsyYMfz888/cf//9fPTRW3ovPf3rr5v59NNVAERGRuDp6YYgCHz99Q+cO3eRe+4Zi4+PH2lpBdjbW9KrVyDGxobb422H4aGrHoYroB1ib2/P4MGDSU9P59SpU9ja2hIaGoqlpWVrd81AK3L16lWtLPqPP/5Y77Nt23YAEBDgq7fKl2+/PYs//viLtLS0Rm0fFRWFUqlk797D3HHHUL30CeD7739j5sy3GD58OLt376Zr10EMHToAtVrNiRMx3HvvPaSkFBAdncz48UPx9m44dsKAgdsNwxRDO6UmiHH48OHY2tpy8OBBzp49a4hPuE1JSEhg5syXsbGxxsbGmsmT76d37x7k5Z3nzjuHMWzYALZt+54dO37VS/s7d+6nR49hADz66KON2sfFxYWnnnqKxx57kQMHjt58h0ZSUlKKIAhs2rSdSZOeZvr0uSxevJhdu3aRlpbGzz//TFBQKI6ObixcuJC+ffuxbt06Fi9ehEjU/ueNDTQDQdDt0s4xeBDaORKJhE6dOuHj48P58+fZvXs3QUFB+Pn5GRQHbyNWrVrFnj17sbKyorS0lIkTx7B06XsA/PTTl3pvv6CgCLVazbvvvtskQavVq1djaWnJY4+9yNGjf+Lmdv3Yhcbi4xPB6NHD+fvvPQwaNJAPP/yQl156CQBPT0/uvvtugoKCuHjxIps3/86wYX346acVODkZpupuezqAPLIuMVRz7GCUlpaSkJBASUkJoaGhuLu7G6Kv2wD6ruaYm5vLrFmzWLt2LatXL+Hee8e26P9dpVIRGjqAq1fzkMvlTZrGkMlkmJqa8vDD9/L55x82qw/x8ecZPHgCAM899xxffPGF9ntQKBQkJSVx+fJlABYsWEBoqL/WkDLQtmiVao6Oz+r0mH/nfdmux07DFEMHw8rKij59+tC9e3cSExM5ePAg+fn5rd0tA3qkRpp77dq1ALzxxkKqqmQt2geJRMI778zG1dWlyTEOJiYm1Wm88c3qw+bNf2uNg+nTp2vVOdVqNSkpKezevZuKigpMTU256667yM7OZOrUx5vVpoGOhSCodbq0dwwGQgfFycmJwYMH4+fnx6lTpzh69KjBUOiAvPjiiwwaNIiJE0cTH3+Qrl1DyM3NZ9iwe1q8L46O9uTnF9zSE9M777xDUtLlWzZsqqpkfPXVegB++OEHli1bhkql4sqVK+zZs4eMjAz69u1LSUkJw4cPB+C3374mODjwltozYOB2wBCD0IGpCWR0d3cnPT2d6OhoTExM6NSpE87Ozoaph3ZOQkICK1as4MEHJzJ69HCGD78XuVzB6tVLUCpbXoAoIMAHhULB7t27GTFiRJP2jYyMRCaTkZKSSufOQU3aVxAEXnllPseOnWLGjBn873//Izk5maSkJKytrenevTsODhoVxE6dOgEwZswIg3Fg4FoMMQj1MBgItwESiQQfHx+8vLzIzMwkISGBc+fOERQUZIhRaMd8++23APz00+/89NPvAPj6ejNq1BCsrVu+XPjRoycB+OWXX5psIFhaWiKRSMjMzG6SgaCp5bGOn376nR07duDt7c2uXbuwt7enT58+2Nra1tvexcWFSZMmkZFxpUn9M3Cb0I7jBfSBwUC4jRCLxXh6euLh4UFOTg4XL17UGgpeXl6GAjTtiPHjx7Nly5Zr1kdH726F3miwtNSUPl66dGmT97W2tmbChPEsW7aaYcMaX8Tpgw+W8e23v7F+/XoUCgXl5eVERUVhZaUxkNRqNWlpaZiZmfHFF1/w1VdfkpeXz3vvzW5yHw0YuN0wGAi3ISKRCFdXV1xcXMjPz+fixYtcuHCBgIAAfHx8kEpvr5+FIAhUVFRQVlaGjY0Npqamrd2l6yKXy1m4cKHWOOjduzs7dvzG2bPn9FJ8qSkMGRKFkZERv/zyy3UrOd6Il156mYEDBzJ06EQsLMx57rnJmJqakpdXwAMPTKi3rSAIfPvtbxQVyVm5ciWBgYEEBgZibm5OcXExX331FUeOHGH//n2kpGi8BZ6e7kyf/hSTJt2Ng4O9Lk7ZQEejA9RP0CW310hgoB4ikQhHR0ccHR0pLCwkMTGRxMRE/Pz88PX1xcTEpLW7qHfUajWDBw/m0KFDAISHh3PmzJlW7lXDVFVVMWTIYI4dO65d9/zzmoG4a9eQ1uqWFisrS8aOHcUPP3x/SwZCjQJjTEwcAIcP157nxo3bGDKkPy+88CSXL6ezZ88JXFy86dXLkWHDhmmnEi5cuEDnzp2xsbFm2LCBPPvsI0RFRaJQKOnSJfi2+E0baAaGKYZ6GAwEAwDY2dkRGRlJSUkJSUlJ7Nq1C1dXV3x8fLQBXh2RAQOiOHr0X+17fckQN5fS0lLuvvtujh8/QXT0bsrKKggJCWpzYliPPHIv99//DDk5OTcs2NQQ48aNY8SI4dxxx52sX7+e2NhY7WcHDhxFpRIjkVjj5OTExYuJDB06nIiICO028fHxzJmjmTr4+++fmxzsaMCAgfo02kBQqVRt7mZkQPdYW1sTERGBXC4nLS1N+zTt4+ODt7e33ovqtDQPPvhQPQPh5MmTrdib6/Prr7+yb98+3nlnFr6+3q3dnesyeHB/XFycWLduHbNmzbrhtmq1mvLyciwtLRGJRFhaWrJz5y6Ki4vZsmUzAHPnziUnJ4dBgwZRVlbG2rVrUalUHD9+XHs/EgSBP/74g0mTJtG3by82bvzGYBwYuCUEwxRDPRodlXby5EnUhi/vtsHY2JiAgACGDRtG9+7dKS4uZufOnZw6dYq8vLx2rQ5Wl2nTpnHs2DEAHnzwwVbuzfWpeZqeP38RTk4hzJ37PhMnTsbOLohDh461cu9qkUgkPPfcZD744APKyspQKpWUlJQ0uO2sWbOwtrbGx8e7nrfg8uXLSKVGfPHFFwwcOJCnnnqKvn374uXlRXx8PGvWrKn3sPLyyy9zzz33MHPmc2zb9n2TghwNGDBwfRottXzkyBFMTEzo0aNHh3U3G7gxNV6FlJQUAHx9ffHy8mr3XoXs7Gzc3NwYOnQIe/bs1UsbzZVatrOzo6ioqMHP4uMP4u7edioQ5ubm06XLQBQKBaCpPrpv3z66du1ab7u695EZM2ZgY2PD+PHjyc7OxtbWFj8/P1xcXG6YXXPw4EEGDRrEypUfXRPIaKB90xpSy6PMG1dorLHsqFjfrh+mGj3F0Lt3b44cOUJ8fDxdunQxGAm3ITVeBX9/fwoKCkhJSeH8+fO4urri7e2Ng4NDu0yVnDp1KgBr165r3Y7cAGdnJ8aPv4NPP32X/PwCzp49R1BQAB4erm3uWnRycuDAgc0cPHiMP//cRWFhET169CAsrAuff76CAQMGkJWVBYCFhQV9+vQhLCwMiURSHYg5BHNz85u2k52dzb333gvAyJGD9HpOBlqW1hD6AgxCSf+h0QaCVCqlb9++HDp0CGNjY60imYHbD5FIhIODAw4ODlqvQnx8PJWVlbi5ueHu7o6jo2O7MRYcHDRV/IqKivDx8Wnl3jTM4sUfMWHCBJydHXnjjZcYOnRAvc8LC4sYMGAc33//BT16dL3OUVqOzp2D6Nw5iClTHkEQBA4cOMqKFd9w77338uabbzJ27Fi2b9+OTCbD2tqa0NDQm3oL/susWa9jYiLl4sV/DWmLHQiVSk1cXGprd8MATcxiMDY2pl+/flojwdfXV0/dMtBeqPEqBAQEUF5eTlZWFufPn6esrExrLDg5ObVpY2HJkiWUlJTg6tp23PT/pcZdf+JETL3127fvxMvLnUOHjpOZmc3GjdvahIFQF5FIRP/+kTg5uXH2bBLW1rbs3r2bO+64AxeXphd3qsHBwRGJRIqDg52Oe2ygtVCrBc6dS8fEpJWyiTpAgSVdckvlnsvKyjh06BBdunTBy8tLrx000D6pqKggKyuLzMxMSktLcXFxwcPDAycnp9syG6a5MQjffvstTz31FElJxygsLOLAgX8pKCjinXc+vmbbwsLE5nRVZ8jlSvLySsjNLaG0tBJ7e0ucnKw5ceIUDz/8LJcuXcLPz69Jx1y/fj2ff76cu+4aS2RkJKNHj+a99zcVRQMAAAWpSURBVOYwZcoj7T4W5nZHEATOn89AqVTRpYs3Dg6dWj4GweQhnR5zh+zH2yMGoS6Wlpb079+fo0ePolar26xb1kDrYW5urvUsVFZWkpWVRVJSEqdPn8bFxQU3NzecnJzarO5AW2PBgrdQqVT4+fW67jbOzo4cOrStBXt1LVVVcvLzS8nNLaGsrAoHByvc3e2xt7dEItF4kbKysrCwsMDCwqJJx05OTmb69OkUFRVx/PgJnnzyScLDw5k37wMiIsLp1+/6342Bto1arebcuXRUKoEuXbwQi1snrkYwxCDU45aFkqytrYmKiuLIkSMolUoCAgJ02S8DHQgzMzP8/f3x9/enqqqKrKwsUlJSOH36NNbWGuEbR0dH7O3tb0vvQmPo27evVjLYzMyUzz57HxcXJ6ysLAkI8GXo0IksXjwfJyeHFu2XXK6kqKhcuyiVKuzsLPH0dMDe3vKaqSWVSsXSpV/Rp08fnJ2dG92OUqkkMFBTfdHLy4O0tAwqKipIT08HYNOm7UREdCUpKYXXXlvA/fdPYPLk+3V3ogb0hkqlJiEhDZFIRFhYK9eEMUwx1OOWphjqUlFRwZEjR/Dy8iI4OFjnHTTQcVGpVBQUFJCbm0teXh4lJSXY2dlpDQZbW9s2HbvQFJo7xaBWq5FIJGze/B2DBvXTYc+ahlKpori4gsLCMoqKyqmqUmBjY46dnQW2tpZYWJhcN6tCEATmz1/E55+vwcHBgby8vCa1fejQIU6dOsVLL70EaAKnlUolzs7OyGQygoMDyM8vIDk5haAgf44f/6e5p2tAzyiVKuLiUjExMSI42KOe56A10hxHSnVrVO5U/tKupxiaffc1NzdnwIABZGRkkJCQ0K6/DAMti0QiwcnJidDQUAYNGsQdd9xBQEAAMpmMM2fO8Ndff3Hs2DGSk5MpLi5uN78tmUxGUFAQb775ps6OKRaLCQjw5/jx03TvPoz163+r93lVlUwv349KpaawsIzLl3M4ffoSR49eJD09HyMjKZ06uRMV1ZmuXX3w9HTE0tL0himXP//8O59/vgaAysrKJvd3wIABWiOrW7cuLFz4BgB+fr7s2LGDLl26ERnZj3fffZfExEvk5xfc4lkbaAkUChWxsVcwNzehc2ePVptWqIugFnS6tHd0UovB1NSUqKgojh49ilKppGvXrm0uN9tA28fIyAhXV1dtNoFMJiMvL4/c3FwuX76MQqHA1tYWGxsb7V9zc/M29VuLi4tj8uTJJCUlUVlZqdNjT5nyDLNna2oNODpq0voSEy/x4IPPkpycwvvvv8HUqU/c8vE10scyysqqqpdKyspkWFiYYGdngZ+fMzY25rfs1TE1NSUkpBPnzl2kZ8+eTf6//fHHH0ycOBFrayu2bv2eTZu2Y25uzh9/bMbV1ZXIyEgA8vPzefPNN8nMzDGkP7ZR5HIlsbFXsLU1JyCgDWl5GKYY6qGzYk0mJiZERUXx77//EhMTQ/fu3dvOP91Au8TExAQPDw88PDwAzVNnUVERxcXFpKWlcfbsWZRKZT2DwcbGBkvLa+e+W4L4+Ph6aoEff3xthkFz2LBhAwArVy5m9OjhHDhwlPHjH9N+fs89Yxt9LJVKRVmZrNoI0BgEFRUyTE2NsbQ0xcrKFCcnaywtTZFKdRMXMnHiGGxsrJg06WkOHjyIXC5vUuZBTfGnxx9/gKVLv2LJkpW8/PLL16Sn2tnZ4eBgT3T02TZR5dJAfWQyBbGxKTg6WuPr62wYJ9owjYpB8PX15cqVKy3RHwMGDBgwYAAfHx+trHtLoI9xrqXPQdc0ykAwYMCAAQMGDNxedIwQcQMGDBgwYMCATjEYCAYMGDBgwICBazAYCAYMGDBgwICBazAYCAYMGDBgwICBazAYCAYMGDBgwICBazAYCAYMGDBgwICBazAYCAYMGDBgwICBa/g/SN8NiqX/XVUAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 720x540 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tile_num=6\n",
    "time_ind=1\n",
    "\n",
    "# use lower-left grid corner coordinates for flat pcolormesh shading --\n",
    "# this avoids some funky effects when plot is transformed into \n",
    "# the polar stereographic projection\n",
    "lon_corners = ecco_ds.XG.isel(tile=tile_num)\n",
    "lat_corners = ecco_ds.YG.isel(tile=tile_num)\n",
    "\n",
    "\n",
    "tile_to_plot = ecco_ds.SSH.isel(tile=tile_num, time=time_ind)\n",
    "\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tile_to_plot = tile_to_plot.where(ecco_ds.hFacC.isel(tile=tile_num,k=0) !=0, \\\n",
    "                       np.nan)\n",
    "\n",
    "plt.figure(figsize=(8,6), dpi= 90)\n",
    "\n",
    "\n",
    "# Make a new projection, time of class \"NorthPolarStereo\"\n",
    "ax = plt.axes(projection=ccrs.NorthPolarStereo(true_scale_latitude=70))\n",
    "\n",
    "# here is here you tell Cartopy that the projection \n",
    "# of your 'x' and 'y' are geographic (lons and lats)\n",
    "# and that you want to transform those lats and lons \n",
    "# into 'x' and 'y' in the projection\n",
    "plt.pcolormesh(lon_corners, lat_corners, tile_to_plot[:-1,:-1],\n",
    "               transform=ccrs.PlateCarree(),shading='flat');\n",
    "\n",
    "# plot land\n",
    "ax.add_feature(cfeature.LAND)\n",
    "ax.gridlines()\n",
    "ax.coastlines()\n",
    "plt.colorbar()\n",
    "\n",
    "# Limit the map to 60 degrees latitude and above.\n",
    "ax.set_extent([-180, 180, 60, 90], ccrs.PlateCarree())\n",
    "\n",
    "# Compute a circle in axes coordinates, which we can use as a boundary\n",
    "# for the map. We can pan/zoom as much as we like - the boundary will be\n",
    "# permanently circular.\n",
    "theta = np.linspace(0, 2*np.pi, 100)\n",
    "center, radius = [0.5, 0.5], 0.5\n",
    "verts = np.vstack([np.sin(theta), np.cos(theta)]).T\n",
    "circle = mpath.Path(verts * radius + center)\n",
    "\n",
    "#ax.set_boundary(circle, transform=ax.transAxes)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plotting all 13 tiles simultaneously: No Projection\n",
    "\n",
    "### Plotting all 13 tiles with `plot_tiles`\n",
    "\n",
    "The `plot_tiles` routine in the ``ecco_v4_py`` package makes plots of all 13 tiles of a field.  By default the routine will plot all of the tiles in the lat-lon-cap layout shown earlier.   \n",
    "\n",
    "This routine will accept ``numpy arrays`` of dimension 13x90x90 or 2D slices of DataArrays with the same 13x90x90 dimension.  \n",
    "\n",
    "There are several additional arguments which we can access using the ``help`` command.  Take a second to familiarize yourself with some of them."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Help on function plot_tiles in module ecco_v4_py.tile_plot:\n",
      "\n",
      "plot_tiles(tiles, cmap=None, layout='llc', rotate_to_latlon=False, Arctic_cap_tile_location=2, show_colorbar=False, show_cbar_label=False, show_tile_labels=True, cbar_label='', fig_size=9, less_output=True, **kwargs)\n",
      "    Plots the 13 tiles of the lat-lon-cap (LLC) grid\n",
      "    \n",
      "    Parameters\n",
      "    ----------\n",
      "    tiles : numpy.ndarray or dask.array.core.Array or xarray.core.dataarray.DataArray\n",
      "        an array of n=1..13 tiles of dimension n x llc x llc \n",
      "    \n",
      "            - If *xarray DataArray* or *dask Array* tiles are accessed via *tiles.sel(tile=n)*\n",
      "            - If *numpy ndarray* tiles are acceed via [tile,:,:] and thus n must be 13.\n",
      "    \n",
      "    cmap : matplotlib.colors.Colormap, optional\n",
      "        see plot_utils.assign_colormap for default\n",
      "        a colormap for the figure\n",
      "    \n",
      "    layout : string, optional, default 'llc'\n",
      "        a code indicating the layout of the tiles\n",
      "    \n",
      "        :llc:    situates tiles in a fan-like manner which conveys how the tiles \n",
      "                 are oriented in the model in terms of x an y\n",
      "    \n",
      "        :latlon: situates tiles in a more geographically recognizable manner.  \n",
      "                 Note, this does not rotate tiles 7..12, it just places tiles \n",
      "                 7..12 adjacent to tiles 0..5.  To rotate tiles 7..12 \n",
      "                 specifiy *rotate_to_latlon* as True\n",
      "                     \n",
      "    rotate_to_latlon : boolean, default False\n",
      "        rotate tiles 7..12 so that columns correspond with\n",
      "        longitude and rows correspond to latitude.  Note, this rotates\n",
      "        vector fields (vectors positive in x in tiles 7..12 will be -y \n",
      "        after rotation).  \n",
      "    \n",
      "    Arctic_cap_tile_location : int, default 2\n",
      "        integer, which lat-lon tile to place the Arctic tile over. can be \n",
      "        2, 5, 7 or 10.\n",
      "        \n",
      "    show_colorbar : boolean, optional, default False\n",
      "        add a colorbar\n",
      "        \n",
      "    show_cbar_label : boolean, optional, default False\n",
      "        add a label on the colorbar\n",
      "        \n",
      "    show_tile_labels : boolean, optional, default True\n",
      "        show tiles numbers in subplot titles\n",
      "        \n",
      "    cbar_label : str, optional, default '' (empty string)\n",
      "        the label to use for the colorbar\n",
      "      \n",
      "    less_output : boolean, optional, default True\n",
      "        A debugging flag.  True = less debugging output\n",
      "                \n",
      "    cmin/cmax : floats, optional, default calculate using the min/max of the data\n",
      "        the minimum and maximum values to use for the colormap\n",
      "        \n",
      "    fig_size : float, optional, default 9 inches\n",
      "        size of the figure in inches\n",
      "        \n",
      "    fig_num : int, optional, default none\n",
      "        the figure number to make the plot in.  By default make a new figure.\n",
      "        \n",
      "    Returns\n",
      "    -------\n",
      "    f : matplotlib figure object\n",
      "    \n",
      "    cur_arr : numpy ndarray\n",
      "        numpy array of size:\n",
      "            (llc*nrows, llc*ncols)\n",
      "        where llc is the size of tile for llc geometry (e.g. 90)\n",
      "        nrows, ncols refers to the subplot size\n",
      "        For now, only implemented for llc90, otherwise None is returned\n",
      "\n"
     ]
    }
   ],
   "source": [
    "help(ecco.plot_tiles)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We've seen this routine used in a few earlier tutorials.  We'll provide some additional examples below:\n",
    "\n",
    "#### Default 'native grid' layout"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# optional arguments:\n",
    "#   cbar       - show the colorbar\n",
    "#   cmin, cmax - color range min and max\n",
    "#   fsize      - figure size in inches\n",
    "\n",
    "# pull out surface salinity\n",
    "tmp_plt = ecco_ds.SSS.isel(time=3)\n",
    "\n",
    "# mask to NaN where hFacC is == 0 \n",
    "# syntax is actually \"keep where hFacC is not equal to zero\"\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) != 0, np.nan)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x1035 with 26 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ecco.plot_tiles(tmp_plt, \\\n",
    "                cmin=32, \\\n",
    "                cmax=35.5, \\\n",
    "                cmap='RdYlBu_r', \\\n",
    "                show_colorbar=True);\n",
    "\n",
    "# use `suptitle` (super title) to make a title over subplots.\n",
    "plt.suptitle('SSS ' + str(ecco_ds.time[3].values)[0:7]);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### lat-lon layout\n",
    "\n",
    "Another option of `plot_tiles` is to show tiles 7-12 rotated and lined up tiles 0-5\n",
    "\n",
    "> **Note:** *Rotation of tiles 7-13 is only for **plotting**.  These arrays are not rotated using this routine.  We'll show to how actually rotate these tiles in a later tutorial.*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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QqVTwi1/8AnfccQfOP/98rFq1CldccQU++MEPYvv27Tj//PNn8u0QERERzRgGytiPfvQjPOtZz8LBBx+MMAzT7SeccEI6Wny8QKm1BmCbzH/605+m/TiPPfZYPPnkk/jP//xP/Mu//Au6u7un/40QERERzTA2eceeeuop/OEPf4DrurlLT08PjDHYsmXLuM9duHAhhBDo7e1tGBR00kknoVwu47777pvut0BEREQ0K1ihjC1ZsgTFYhHf+ta3xn18PMViEfvuuy+efPLJhseS/pNSMrsTERHR/MRAGXvZy16GT37yk1i8eDH23HPPlp//yle+Ep/61Kfwm9/8Bs973vPS7T/5yU/Q3d2NAw88sJOnS0RERLTTYKCMvfe978WVV16Jo48+Gu973/uwbt06aK2xYcMG3HDDDTj77LNxxBFHjPv8D3zgA/je976H0047Deeddx5WrVqFH/zgB/h//+//4XOf+xyKxeIMvhsiIiKimcNAGSuVSrjllltwwQUX4Otf/zoeeeQRFItFrFmzBi9+8Ysnncdy0aJF+PWvf40PfehD+MAHPoCRkRHsv//++Na3voWzzjprZt4EERER0SwQhpMkEhEREVEbOFKEiIiIiNrCQElEREREbWGgJCIiIqK2MFASERERUVsYKImIiIioLQyURERERNSWKc1DqbXGE088gZ6eHgghpvucaAYYYzA0NIQVK1ZwWUgiIiJqy5QC5RNPPIHVq1dP97nQLNi4cSNWrVo126dBREREc9iUAmVPTw8AGz56e3vbesEXHHtRW8+fr2658U0z+nqDg4NYvXp1+m9LREREtKOmFCiTZu7e3t4dDpSHHvFlAIBSXNO6mXaD+o5iFwYiIiJq14ys5Z2ESRpf9jP63e1vn8UzISIiImoNR2MQERERUVumvULJ6mTr6j8zViyJiIhoZ8YKJRERERG1ZdoC5aFHfJnVyQ7h50hEREQ7M1YoiYiIiKgt0xIoWVEjIiIi2nWwQklEREREbenIKO/nnfo/0OUQ4XAVuhJ14pBERERENEd0pEIpXQmhBITkqivThYOciIiIaGfVkQqlcBWkb6AiAwCIxsJOHJaIiIiI5oC2AuWL338tdDmE8lVDdZKhkoiIiGjX0FaglK4EIhkfJoQp5A/HUNl5SbM3V88hIiKinUXLgfKfvvobVMZCjAxV4DgSYcHBzy986YTPYd+/qUuC4nifGYMkERER7WxaDpSe50BHBsWSC+VIaG0mf5IUwFT2IyIiIqI5p6VR3h+64m4oV8LzFfyCi66Sh66SN+nz/CXFHT7BXdXvbn/7lKqR9ZVMVoOJiIhoprVUoXQcCeXYPpNSSoTh1OacvPXaM3HUyd9F5cnhHTlHmkSzUMmmcSIiIpopLVUoP3nKOni+gy+tPwxf/afn4htvPgqlHn9Kz134rN3gLWalcjJTrTBONi8lK5VEREQ0U1qe2LyrbiR37xQD5bHH74vlz1uN0r6LIByu+EhEREQ0XwhjzKSjZQYHB9HX14eBgQH09va2/aLPO/V/UH58qO3jzGfjNVm3UnmcqNm70/+mREREtOualVKh0+1BdU8+mIcatdI3kss1EhER0UyY8UD54vdfC+k7cPt8O50QEREREc1pHVnLuxVCCjhdDqALAIDypmHOUUlEREQ0h814oAQA4So43R6MNtDlENWtY7NxGju1TiyxyKmDiIiIaCbMSKB8wesug/IVVJcL6TtQrsT1n3tZ+vhzj/8mwsHKTJzKziVp8p+gQls/p+RU+0QyTBIREdFMmfZAedTJ34UqKBi31l3z+k/9ff4kejxEowFMqKf7dHYawpGQ8WditIGujD9JfKsDaxgmiYiIaCZNe6DUlRBCCcjIwETNK3Funw8TRKhsHp3u05l9UkC6EsJVkK60n4k2EJHZpQI1ERERzR8dDZT1lTThSKguF7/54foJn6eKLlSXC+HI+RmqpIDIBEmh7G1ICWidBu1ouDrLJ0pERETUummrULbS7Hrjl0/B0a+/HKrLnR99KeMAKZS9hrLN28k2SJk+ZrQApIHUBsZXEzZ9ExEREe2MOhIoOzF5tnRtNVNXwp0qVCXLRBptJp7eKKlA1gVIAA0hMrkPAEJrGGkALaFdBQS67WmU6gfyEBEREU2njgTKJLy0GyxVQSHyHegOhKp2qaIDWXDSgTM6sE3TJohsuARqgbGuGbtpcEyqlTGhhD1eUqGE/ccQUuxyA5SIiIhobpuVeSjHJW1lT7pyVquU3uIinB7PBsU4BOpAp2Ey6fMolH0sCZLSrYXJJEhm96uXDlLSGjqI+1e6oQ3W5YjBkoiIiOaEWQmUL3rTlQCQ6UdYq0aOF75mitPrw+krwOn20oBoIhNXTXVDoEzCYy5MqimuaBnZsGi0saPgtYEJHBhtEJUj6EqIaDRAOFRtOVhmq8Vs/iYiIqLpNC2BcqIAk4TJmy56ZbrtmLf+MLePmKU1voUj4fb5cPt8Owl7Mk9kZAfNINL58Jtp8lauhJQCMt4mZT5Uat0YCHXmWFob6DisGm3gBJGtUnYFkL6DYPvYTtW3lIiIiCjRUqB8wbEXQaliblur1a+bLnplGioT0pWIIlOrTk61wtdJUsBbVEgDpecpOHGTt9EGOq5KZoOhlBJSCShHwnHs7fogmXuJuqCcBEqtNXRk0lCptUEUaFSrIcJRB6pow+3YxsGW3hIrk0RERDQTZqXJ24T5SpuJw6SQIu63GNllCWdwYI63sAB3YRHuwiJKPbVAWR8CE0l10okrk67nxIEyW6WsXcs4JGcPF4YaWpv0Ogo0tNYIQ40w0KiMBagUXZS7grRa2mqoJCIiIppuLQfK+qrXjozsrl8x58Yvn5Lefv6rLmnat3I6SV/B6fHgdHvwiw4KRQeu56Rh0V4yg2ykyIVHJ65QOo6EFLXtSor0vqNkGjCVFIi0QTWIEEYaQajj2wZhECEMNYK4eVtmRofrQCMaDVDdOjYjnwsRERHRVLQUKG+58U1T2q9ZyEz6J6ouF7Lg4IVn/S+k70BIkQuUyfQ70pWIZmiEs+py04vrO3AcBc9XcJx838j6iqMUsEFSSfhxNTMJjipz224XcJ2kSikQRhqVwAbJSjWy10GE0JWoBhpSCoRxJVdHBka7CHsiuIuKiCoRV9UhIiKinUbbTd7ZiuVEI4sPO/prEErg/37wOgDAi/75ivSx4951tR1JXQntdDvSTqGDsbDd05sSt8+HKrpwfQXPU3B9lVYoHUfapm+BWrCMq45uHCYdJeF7yt527OPJY1IKuErCiwOoFDaUhtpgLIxQroSoBBHKlQhOJUQ1iCCFDZLVSmQH6mgHWht4RQe614cuhxibQqBM/j3Yl5KIiIim04z1oXT7/PzcjPGAl2QgjlC2/6R0NVBQMEE0I2t7e4uLcHoLcHo8+EUXnu/Ai8Ok56lac3am8iiFSLe5joTnKviuvXYcCVcKOFLCkQKOFPCUhK9EGiYBoBJpFEKJsqMwFkbw3RCOkhirhJBCQBsDx5UIqrbJ23El/KIbB0w7jVHlyeFp/WyIiIiIpqLjgXK8apjqcvOBMrvWdWabdCWMVnaVmmlu2nV6fbiL7CTmhYKbVieVm4zalrlmbDdzP61OOhK+K1HwnbQSmYRIT4k0XBaS/pXxWCMv0pAiSrcByI3yHquETZvaHUci6vbgLSqgumWUE58TERHRrJuxtbyTiuSL3nQlpCtz/SazjnnrDyECnYbLaBpGewtHwunx4Pb5cLo9eEUHftGB5zv5ACeQG0gjm1wcFQdMla9IekrAz4TLJFAmMyLJANAmMw+lAUJXI4g0wigOtOlgoNqoeMdVtkq5sIjimj5UNo8gGq42DfKdWGOdiIiIaDIz1uSdBEShxLhhErBzUhpXwhQcyEoI5StEHexLqYqOXQknGdW9sIBiyYPnO3DjgTjZUAkg12/ShkKR9pdMg6ZAGigdmVQmk3Ap4SkDKQII2Ipi0S3kcnKoNXxXIYw0wtCk1dBkRHl6/o6EL104joLjKxRX9uBnn3tZ0/fKvpNEREQ0E2YsUOpAp3MpTkS4CtK3Sct0uXbJQ6C9UCkFVJcLp8uGSbfXjjb3iw6KJQ+FeECO48jaqO5khLbIz0OZq1CKutvpBXCkTMOk7wgoUYEjK2mglCaC8IqQQtlR39og1AaR7yAIddofUzZZitJxJApFB4sKJfQtKjY8TkRERDSTOhoox6uIHX7cN+AvmTj4nHbBjQiqEbyigyCuZiYiVwJKIhoNWmr+zk5VlFySuSZd34HnqbQy6Xl2CiOZqTjWN3ePJ9dEHo/kdmQtXEqEUCKAFAGUCCGgoUxcrXRLkEIh1CZtAtdFF9VAY2jUQbls+1ImK+nU5r5UKBRdXHjGoVP+PIiIiIimw4xUKO/4xRvxgtddBkiJX3711Nxjp3/mlwAQrzZj+1k6jkIYRnG10kHoV6G6QoRDCuFwddI1raWvavNKxlMCyYIDx7chzI2DpHJkPJrbSUdSZwfjJOeVHleI3PV425KiYhIuhdAQQkOJEFIEkNBQIqidsFNCNZIItbR9KbVB2VfwkyqlFOno7mQEj5ACagoVXyIiIqLp1vJa3vfcefYOvZAqurW1ujPq1792XA0U7WTeYagRlDyUezxEo4GdCN1V0JUQuhxCBzpdTScZNZ6tRGYrko6roBwJLzPHZFLpU+ltmatOZvtNZquVE8k2e2cH4QhoCGgbJmXjyPUut6dWoTQKlaKLQlxFTT4fHRkIadI1wKUU+OJvHsG7nrdni/8aRERERJ3TcoXy0CO+3NC0PZXBH06PByEFXvZv18MvurjynOMAAJee/aKm+7/t4jsglUAUaIRhhMpYiOGhCoa2jSEcKCMcDWGCCDrQaVCVroTTbQfbOF0uCkUXfsGO3k4qkEmIbLZ8Ynb1myREZpu78wN1GsNltlqZhEoRVyOFiCBEBClCKAT2WtprKUIYSACleP5KGyBHe31UgwjlcgjHlRgaCCFDgchR9jN1JcMkERERzboZG5RTKLkAADeemmcyq1f2pk292hhUqhHK1QhbNw9jYNsYxkaqqI6FQFSbh1G4Cn7RiScot5XIZAnF+gAJZAbYJKvYpFMB5Scxzw7OaTYCXGUqkkk/yqQPpUAUh8qw1uQtQrjSrsetTAWOqKRh01NFeMqFp2w/zJ4uD33dPjxPIQw0xkaqKJcDjA5V0L9ltGP/PkRERLRz+8pXvoKvfOUrePTRRwEABx54ID760Y/ipJNOAgCceeaZ+M53vpN7zhFHHIHbbrtt3GNefPHFOOussxq2j42NoVAoTPncWl7Lu7e3t5WnpH503okA7OCbK/6/Yyfd/5zj98NFd20AAGgNhKGOV5EBPM/ByFAF5bEAYWZibylFrknb85x0kvLk8TRMqmRd7brt2cpkXZN3s23pazdUJ21zd9J/MtvkLUUAmBDQGo4MoZQdwS6h4YgKXOnDVyUUnAL6fAe9voOirzA8XMWWTUMIt4/hhv98+Q79OxAREdHctGrVKlxwwQXYZ599AADf+c53cPLJJ+P3v/89DjzwQADAiSeeiG9/+9vpczzPm/S4vb29uP/++3PbWgmTQAcqlM2awCd8wRYGkizqsW8mMrY/ZaGioI0d6ez6CpU4UOqoNvLbDqzJ94t0XNtEnOS/ZnNMprfrg2N2W5PKatLnMjl+dkBOEiIFdNzkbcOlFNpWVqMqoCWECOE7GlKEcOQYIuPDkyPochz0+T4OXbo7sHYRzjx41ZQ/OyIiIppfXv7yfDHp/PPPx1e+8hXcdtttaaD0fR/Lli1r6bhCiJafU29amrz/74kBPH9FX9PHXG/qL/nKZyxNb1/70BY4jkQYGUgh4LkK5S7XBkpdG6gCjN+UnT4uRMO+ABqCZLJvbfLy5DE0VCtr0wSJXHN30n9SQkMgqk1urkMgigATAEYDQQWuMwpXOoCSQFxVRRQCOH7KnxkRERHNf1EU4YorrsDIyAiOOuqodPtNN92EpUuXYsGCBXjhC1+I888/H0uXLp3gSMDw8DDWrl2LKIpw8MEH47zzzsMhhxzS0vnMWB/KhOerHXpesvpM0VfQ2oWUAr6rUAmitJ9lfagE0Ng0nbmtMvvknlPfzJ2ERkdCSthlFuN1vFUmQCar5NQ3d0vUri1tQ6QOa8ESFaACIDuRerI048Id+siIiIiow8rlMqrVxtladpQxBqJuERXf9+H7ftP97733Xhx11FEol8vo7u7GVVddhQMOOAAAcNJJJ+G0007D2rVr8cgjj+Df/u3fcOyxx+Kuu+4a93j7778/Lr74Yhx00EEYHBzEhRdeiOc///m45557sO+++075fQhjzKQzhQ8ODqKvrw8DAwMNfSibNXlPVKHcUdc9shXlMMJIOcRYNUS1qlEJIlSDCGGkEcVhUtdNfN5sup/6CmXuusno7mSQjpT2cdepBUo/Xg2ny1UoOrXbBcfAlWNQogpHVuDJETiiAkeOQaEMVMeAoGwrkFFgO4qa+ALYMBmFwO57QziNFcrsOt07ssTiRP+mRERE1KhcLmN5sRv9mHg+7FZ0d3djeHg4t+1jH/sYzj333Kb7V6tVbNiwAf39/bjyyivxjW98AzfffHMaKrM2bdqEtWvX4rLLLsOpp57a5GiNtNY49NBDcfTRR+MLX/jClN/HtFQoOx0mAeCkPRfjmgeftv0nlYR2kFYl09Hg2kDLxnzcbPnE3HWmQqmaVCmzYVJlqpVuk8qkI0W+/6SI0uUWhdBoYIwNkzoEdJTeFqvf2fRzeO7x30Q4WMlta7UfKxEREbWuWq2iHxG+gD1RRPuLi4xB493Dj2Djxo254s541UTADrJJBuUcdthhuOOOO3DhhRfia1/7WsO+y5cvx9q1a/HAAw9M+ZyklDj88MNbeg4wC03e7Th5n90AAN/9w+NwlIDWEvCAINTQwobJ+gplvWYhEsgvr9jQjzJu5s42fdumbpmGSRVPFeRIAVcJSBFmmrujdKR3OiAnW5E0GmL3f57SZ9BscngiIiKaOSUh0SV2rAtfljQAjB1lvaOthcYYVCqVpo9t3boVGzduxPLly1s63t13342DDjqopfOYU4EykVQKHUcA8V8IWhvb7K0am70bnj/FENl8QI6A79jJx+1ckbaZO7k4UqSTmUsR1EIloly1Msc02TYOd2EROtCIhjvXf4OIiIh2fueccw5OOukkrF69GkNDQ7jssstw00034frrr8fw8DDOPfdcvPKVr8Ty5cvx6KOP4pxzzsGSJUtwyimnpMd4/etfj5UrV+JTn/oUAODjH/84jjzySOy7774YHBzEF77wBdx999340pe+1NK5zclACcRN0to2RTuQ0MJATqFCmW3SBtDQrJ1sa96H0g4MyodJkfajrI30zgZJnbudDsjZQYXl3QCA0dEAmOS9EhERUefZolMHjmOAVrpjPvXUU1i/fj02bdqEvr4+rFu3Dtdffz2OP/54jI2N4d5778V3v/td9Pf3Y/ny5TjmmGNw+eWXo6enJz3Ghg0bckte9/f3481vfjOefPJJ9PX14ZBDDsGvfvUrPPe5z23pvUzLoJzP3fQgPvCifVo6kVZ99w+PQ2uDINK222HSh9I0H5yTaNbk3dBHsknYdJNlGccJkwUnCZUaSlThyjE4sgIpAjjxfSUqUKIKhFUgqABhGQgDe78yAjM4AHngvzY97y/+5hHc99ct2PLkELY9PoiRh7ajunWsYb+p9qXkoBwiIqLWJL87v6327kiT96iJcFb00Lz4XdyRCuWhR3wZ/tIuLFy3O1asXYDlK6b/Q5FCABKQWsQRP/5TIS7+SSXScJl7DuqmB8oEyXRb3aTm9YNvHGkDpCtFrqnbkXZyciUCO/9kvORirv+kqRvNnRAS6OqCfuTz9jz2fF/60C2P96Ony8WyZbY6GYYa1e3lpoGSiIiIptdsVSh3Zh1r8lZdLhxH2RHXkxc9O0ZJYUNkHCqTEd8AINH4rz2VPpL163Nng6QjBXwl0hCZBEpXhrUwKSvxqjf2WiHuT4kwPxinbqog4fqA4wF+KXfORUdh975iej+ohhh4Ymh6PlAiIiKiFrUdKFXRgSw4cHoL8IsOlKMghcCXbn0UC3t9lHwH3Z6DHk9hUdHFPplg1A6ZBsl4gwakQro0o27STbG+j2RynGwfySRIOjJp4s6P5m6sSgq4shYekyZuOygnCZMhlAjtvJI6tFMFGV2buDwrrqKa6nUYEWswHCzFgkJ3HG6BINIYHQvwxMLma2xyCiEiIqLp1dEK5TzRVqB8/qsugbekC7LgwO3zUSi68HwFx8nPzZStWG4a3Wr7EQKIjIfIuFhV2rEm8oZQCaRN3vX/Stm5KMerSjabV1IKAU/VBuPUqpLx9ECohUlHVCCEbgiTUgRIB+MYbYNlrkoZB0yReSNGw1MjKDj9EELDVyVI4aMaGQwMVbFwSQlP7tCnRkRERNRZLQfKd/zPnejfMoqnNg7AX2qbZmXBQfeCAoolF57v1OZsjENZ1vKuxbn7G4ZH8fBgGXv1Nq+4jSdp2m4aKgGoJs3dyfOA8Qfc1Jq3a+HSlflmb08JeMpAxn0lVbYiGV87olaxzFUno6ixuTvbn9IYu19QgesOoeRE8OQIQlWEI5cg1D6Gdivhb0tLcHr9hknOiYiIaHolrYZtH6f9Q+w0Wg6UnqdQ6vGweFl32lfRcSVKPT56+groKjgo+A4cJz9aejwGEuEOTn+TXZe7VpkcZ9+65RYnGnCTVCSz25MmbleJXIBMAmNSncxWJh1ZsVMFRdX4EmXW7w7ikBnVwiVgt6XvKYSjhuAoB1AuCv4ABPZEJerCYyt6ce+aXgz+8ekd+uyIiIiIOqXlQFko2KcopzZc3nElCkUX3V0uir4D31XwXZX2RzxuzcJxj7e2u4CHB8v4y/ZRVCONdUu6p3Qesu5Pg7RiOU5lMvuc+r6S2cBoB90kc0rWHvcd27xdG2xjg2Tt2gZJGyrtNoG6ymQSJsOgtoZ3pl+liQIIGdnwGVbtet9SAdIBHA9uSaPL6cPi4mosXVhE94oeDN63pWE+SvajJCIimj7sQ9mopUD5uRsfQKHQZQeyuDZQSmEDWsF3UIwvniftQBcBvHSvJZMed6/eAv42XIanplb8veqBzVBxxTGKB+FMRf3o7aQC2SxMZi/NqpLJwJv6qqQQUWOY1NnKZNLkHaWPmygCQluZTL9bMoBwXduvUjr2OWEA5VVRdCW6ii76FnVh65IiKptHp/T+iYiIiKZDS4HScyUcV0FJAc+10UfFTcOeq+B7yl67Cq89cOrrRgK2UtkKKWxhTmUH2yiBaJwpi5L9siO4s03avhJNq5VKAkpU0z6RaR/JuDk7W6lM5p0EtK0wZoOj0bUqZRSmFUoThjZM6rhfZfoGJYzWgONAKA0oGyoVAkiEKLkKvQuL8JeWUN1Whgnzw9oPPeLL6W1WK4mIiGg6tRYoPQXfd+ya2bFkxLSjJDxXwnUkPLf92eMncsq+S3HVA5ublpvH66+ZbK+N3s40Z6tsiKyN4LaB0faPVLKSBkdHVDPN2rVQCWRGcOeqkdlqpU4rliYMgWoVCKN8oJSyVgeXElC1z1MIDUdW0O05WLq0hMdX9SEYqGBs42AnP2IiIiIaB5u8G7UWKB2Fgp9/SnaCcM9V6ajp6TbRQJ/x9k3mlcxWJl2ZD5NJE3fSXzKZqDw7t2R2BLcUuta8nYRHYzJ9I+sqk2lTd9zMHUa1CmWDOEgKaeenFDKuglbR5/dg2eISlizvxmj/GMLhKoLt5Q58skREREStaSlQOkrAUbVJwYH8UoVOvByhFALXPbIVXa7CC1ct6PQ5AwBO3me3hm3XPrSl6b61PpNoCJO2+VsgO5F5NkzaAFmNg2W1cQS3yYbJpNIYZuabNPkwGU8TZJKKZPZiP1B7O5mFPZ1eyABRFY6swFPD6HIXoK/bw8LFXdi+WwmVrWMMlERERDOAFcpGLQVK17FN2tk1sSdaYWamvXzv2gCgHz9cC5fjhcla03ftWknEA22iNFSK5HYuTGZCY7Z5O6lSJk3b9XNO5pq+M1XJuv6T0NpWLwEYKSFEGQgqEMEwPDmCLjdAX9HFwr4C+hYWMbiwgArnpSQiIqJZ0FKglKJxmUK7vXGgSxLWZstL91qC6x7Zmp5DMqo7e6lfEUcK228y6TuZBEknMygnXZM7O+hmvKpkbt3uxlHd8sB/BQDoOz5iT1IbALpWodQaCCVQDWCcMkQcUIu9Er1uEbt1Lcfui7swMFzF0EAZlS1jTQNlMkCHg3OIiIjaJzpUoRS7aoVSORKOIxum3mkWJJPHZlN2GqLsOdavfFO7rTNN3XagTXI7V5kMq80H3SRLKGaXVkz6U8b7pVMEhZkJzONKpA2myQkbAFGtcqk1TP8gsGAYojyCnt00lnevxFMLujAwVMXQsh4MbBlFNFzhNEJEREQ0o1qrUNbN49gsQCbNx1IIqNnNk+mE6jc/1p87p3yl0oZNJZFWJ4XQkPHobRswa9MCNUxUnjZjZ5q3dSZcJlXKZJvWtcE4iWy4TGSCZO4ShjDaQHhFdPVsQ7fXg56Sh54FBXQvKKDSV0A4VEU01uSYRERE1DY7B3cHjtNsPO4c1VqFcoIwWX9/tsNkliNr55MNkUmoTKYISvpOZkOlEEkTeDwAR2eatOvDZFqZzFQqgdpKOGEIuffZ6Xnpn73LfiOdcf4ZklAZhrY5PAmiUgK9PfAXDMFTffDdeMomT0H5CqrLZaAkIiKiGdNiH8p8dS8/p6PIBckjl/dNx/nuEL9J03c2WKZ9JpFv8hYinkg86TcZhfng2CxMZtfmzjR7m/pm7kT94Jz6x+r3q1YBAGbbdjgrK7ngrrUBpIRwFaSvoCsRVNGB0+Ph1mvP7MAnSURERFJ2qELZ/iF2Gq1NGyQk6udxTIJZMmoaaG2OyJmQHXFeH4ptdTKK53cM0lAp04E5cXWy2Wo32TDZ0OQdB8lMUzWqQf7EtImX/JkkUNat1Y1qFRgeQWCKGKiE2NJfxratYxgaKENXQggl4HR7EH0C/tISulf0dPDTJCIiIsprLVBmQmT2WtVV/Q5dunMFmIN368YftgwDGL86qdL+kvXTBAW1KYJ0dmqg+mbufJg0UX5ATdNK5ERDxLJhMhNK5SnfSnfpAfDYto14evso+reOIByqQgcaQgrIggPpO3AXFrFoaXcHP00iIqJdGyuUjVoKlKKuv2Q2TCZVwJ0tTGZlV8ypTRMU2X6TQteCZDIIJ+4/mQuMRueDYtJnMtfMbdA4mMaO7ta3/outMMZN1+lxmtH549Sv1w0Am7aMYOvTIxjqL0MHtceFFJCuhF90UCg6+MQNf8FHXrJ/xz5LIiIiokRbFcrs5OBSCBy8285VCfvL9lGEcXNxtjk+OedkEvPsetyqbmS3EnHfx2x1Mhl0Y+IAV99fstkqOGEI+Zx/BwDoX7xn4hNPmrjrR3cHUcOujz02iK2bR1AerOSqoP/3g9d14BMkIiIimtwOBcpakMyP8t7ZJOenjcndT24n/SaTAOmICpS0k5grUbFhMhnZHWWuJxiEY+pCYG10dmZATjWYvFZeF0hNqGHKjYHyyccGMLx1FMFgBSay71PsTEPsiYiI5hkhBEQHxot04hg7i5YDZTZMAjt3E/czFhRz9/+yfTQzoCgefBNPWO7KMXtb2NvpqO7snJPJ4Jvs9EATNnVnwmQ5s4LNeE3cWfX9LyMDBI3PG946inC4iqgc2SDZiU4dRERERC1ocR5KW9l77rLe6TqfabX/wi78bbicDsRxRCUNkEpU7BKLsgJhqs3DZLapO3e7SVN3mFkRJ+k/+dN3xlXLJoEyCYJN1vc22h5bjwYNTwtHQ0QVWyU1cfdeoQRe8LrLcMslr+n4Z0hERLSr46CcRi0Oypm7YTLhiDIAQIkASlbsJQ6VjqgCUbysYrYSGVbHH9WdbepOwmJynWv6rhvpnQ2Oybrd9dszlU7ntf/T9B8rGgtggggmMnYAUfwNF1LghWf9L4QUuOmbp03DJ0lERERktTix+dxv6y86/QCQ9p/05Ag8NQIRlW2YjCJ7nU4DNMEqOEmYTNbnzi6rWK02VimbhcZm9+NtRhtAm6aDcdLdynYpxoSo+3PH1M9hSURERG1hhbJRy30o5yqjf4EIBRRUCQDSictdOQJUR4EwsEEyDGph0T6xFiKBpqvg1FaxCWoBMnu7vkqZHKfpeSYjvA0Q2TBpmvSdTCRTBU00EIeVSiIiIppOLQXKdUu6cd+2URywqGu6zmdamOCngHKgRAhPjgBAbQR3tQxUx4CgYoNkFOTnmgSaTA9kINbWpv4xf/5U82pktj9lkzDZtHqYbMuGyQkCZXosSIg48AspIJRI7wPgYB0iIqIOYYWyUUuBEsCcCpPa3GJHa4ukj2IVSsaVwqR5OywDlTEbJMO4/6Rp3kycDZE5yZKK9f0mk2mD6vpF5oJkfaiMp/4xycju+H71v0+DKUfwP/DD3O4mMhNPEyRrA3WOe9fVUF0ubvj0S8ffn4iIiKhF8ykcp0bDu1EOf4dQ+wDiPyOMtmExKAOVEWBsCBgbAEYHgbEBmJEBmJEhmJERmOFhexkdTS/jhkmg+bKK9Y8l80lmm7SzYTIOj0brNEzmgqcUkD1ew+Fv+8lZuftJuBRSQLgK0pVQBXstXAXHkTjtghun8jESERFRE0mFshOX+aLlCuVcYKAANBvoEtkqZHUsbuYuw5TH7ByR1WqteRqYeJ3tep5bm3NSSgDxMbLVyfowmYhqt02ybxwuhRQwAIQrIaAAb+JvXhomVS1MClelTeCOI+EXXTjuPPoGExER0aybV4FyOPgTDGSaBYVIgl1cndTxFEBBuRYmR8eActk2W9dN7SOPu3BqL+x5+ZVwsiO649dvCJNRvqnbjFPhFHH4E66C8FXz15cyX5nMXKQr4TgSjqOgXIlC0YHrzat/diIiohnFPpSN5tN7gTbNglJ2NHY8v2QYwFQrtjJZLtddx5fRsUlfz2z8b5gNX4DwPMBxGquaDXNPTiFMRo39N4WrAFcCjgP947c2PH7rNa+3A3CSYBlfJ03cnu/A9RUKRQd+wYU3XjAlIiIi2gHzKlBGxoUxcUVPaDuSO7sGd1iNL0mAzITIamCbvatVmHIFZqQyyasBYvU7a3cm+3OlSZhM+0vW3kD+Won0IqSwodVzm5+Lq9KR3dK1I76VG4dJT6FQdFEseemFiIiIdozoUP/J+rmj57J51faZLj2ICFIE8Xrc8dySQdmO5A4qMEkTdxIiM/NFGm3XzJ5oMvHca0bxfs2mC8oOxMmO3k7UVyObVCdTk/Tgla7M9Z2UBQeOI+F6CsWSh0LRQanHR6HgwFHz6BtMREREs27eBMqt5Q0QwlYmJbRdhjAKG8KkDZhhJkhG+TAZr5s9YbjLkHu+L72t7/roOHNR1k0FlJUGzSZN3YCtUOZeUELf8kHIF3w2t/lX3z0dAHDcu65Om7odV8HzHXSVPPQsKGC3hUU4SkJz9RwiIiLqoHkTKLPS5m4dZvpN2uZuE8SVyUyQzIbJ7NyPwUVn2MnFR8OG+R+bKlfyq+KEYVqdzIXJXLN3836VAJqPNJ+kaf0XX3wFTvyXn0Amg3KkQLHkYnFfAR86Zt90v8HBwcnfDxERETWIhy20f5x5VN+Z04Gyv/oAjFF2lRhh1+cGkmtdW3M7TJZUrGvijquI2TBZP9paKAnTZJqd0Q+egK7P/hSADZ5q1ULAUfYbFofVtPm8bpLypiGySdXQaIOmkxdJCX3HRwDHgTzk3IaHr//U3zds+/6fNjU7EhEREVHb5nSgNMaOVk6DpIggRWinC0qbuyu232Q1nh5oNDPvZHY1m2wVsW5ScdEkUKpVPbnHzegYRBIotYaphunyibnjNQmRJqobBQ4AcYURVZ0eMzdi3HGAgj/lz+qFexSnvC8RERGNr2PTBrFCufNI5pqU0JAihCMqcETZjuQO7HUaJtMR3dW42TuECXVDmMyRAqLJYHjZ5SK46Ax7RwmgEubW3M4FyeSYdVXIbJA02X2kqDuPEEZrexbJt9hzbaicooX+ozCjG2Ae+gOw4THgBZ+Z8nOJiIiIJjKnh/sqEUDC9peUIoQUAZSopBOXpyviNAuTWsOEUdMw2WyATBoeay9eux0ZmHIEUw4zlwimEqUjxk0QwUQ6d0mWX8yFycg2k0MbmEDDVELo0QBmKIAeqMAMj9SqrFrDbPzvKX1WRbXdDkiSYtyph4iIiGhyUnTuMl/M2QrlSHgvhHAgoO0gHARQsgKFTJCsjsGMjuabuePKZNLU3bSZu0mVEgCCb70WgF2NJqWNDYcBkH2WCer7YjZ+a0x983e2D2d8ZZLzUQJCSshKBNmnbfO6XjDhZ2Sq19UmudKh7VPqeUChMOHziIiIiFoxZwOlQAQlIluhlBU4ogqEZaAyAowNAeUhmNERIKnohWE676QJo9xgmTT81Qe8cf50SJux4zBpAp02dzccE3EfTFc1TgGU1awPZzIfZuZ4osuBXODD0RpyQR/Q3TP+MZvMmCo8D6aL/SmJiIh2FPtQNpqzgVIJu3a2K8cgorjPZHUUKI/YMDk2VguTuT6TTcJkHA4TJtIQSta2JcGyLnAmYdJUbBM3grg5uxJBl+35SSUhfAXR5dpg6cWTr2e+iWlVMnM+phLCjIaIggg6qK0F7sQTrusuF3J4xC4h+dQ3gWIP4BQApWpBUsTT8JtMtVQqW6UkIiIi6pA5GyjtSjjahsnqmA2T1TGgMmLD5OhYpnk7O+ekaRom0wEygL2PTIWxSVfTbB9IVDXMaABTjhBVQkSVCGHZBj/lSihfwdHGBssgrlS6jROcp1XJcghTiRCMBjDaQGeqndrRUEFcFU3WIPcrgFsAZPzPKQ0gMtXQZC1zwAZMh2t5ExER7ShWKBvNqUBpwp+li186AjYoxSEyCZRmdKRuaqDMSjhhpkm5PkymU/jY62zjtNGRrVLmqpi1Jmk9GiAcqCAcDRFWbKjUgYaQAqESkK6CF2o4RQfSVRAFBfhO48CeIEqrm1ElQlSJoDN9O4UUMNreN0Fk31+5AtNVgQjKtvroADASUA5qHTHj+TijKA6Uc+qfnYiIiHZycyJZmMqP7Q0hbVgyyaTlEVAesoEyKNcqk9l5JrMr4QD5Ed2ZMGnqm72z0/3UPS/Xh7Icorq9jPL2MnSgEYU6N9hGKAFUIkTlEKrgQDoSTkHB6/YAV9oBPkrEzdy2KqkDjSjTzJ2QSuQGBJkwgihXgNHRWlO3jmyw1E6t6TsOlGLhGcDCOCxzpRwiIqIdwgplozkRKNPm2iiw4SgZsRwGcXVyDCaZGqguSObUjeZuCJNRXeiEHa1tynF/xrg5OxgNa6emDaKyrUwm93Onrg2EFIhgm8WFFIgqEsFoCMdXEJmQmPSVjOpHiMePCyly+yPQ8WTtLoyUEELaz0i5Nkwqp1adNHWfBREREVGHzI1AqXWtKhlWbRUuCm14CsowuRA5xbifbeKun7In0yxugghmOEBloJI2ZyfhMWHikJqbBigmlEhDpo5f12QuIllzW4lc83b9Y8mxmn42YQSEEUwY2Oqj1jZM6tCGcdMkXBMRERF1yE4dKE35R7UwqUMbIoOKvR0GgA5hgiC3LndLMvNOjhsmR0NUh6uoDldtv8ZA5wbJ5M63LswKKWAikwuVQgnoePBNso9QEkaLhuMkYTJbmVSuipvK62rtWgNhCLHn+2rHefyraWVSrHp7a58NERERNSWlgOzArOTSzJ+ZzXfqQJlKmm2Dip0eKK5SmjCsDbxpFialBBA1bo9M8/WzM03iSZgMhqsoby8jrMTT99St8z3xaZtcqATQcNvuF6XBMpGESelKSEdCKBsmha8gCg5ElwPhKzvAJvlSh2H+BKIqYAzE2vdM6XyJiIiIdsTOHyiT6qSO4spkJkzW95XMhkopm4fM7ECb+j6TSZgsh4gGKgiGA1QGKwhGw7R/41TCpJjgrxah7F819f0hhZK5vpJSiXhUuLQjw11pg2SPC9VXgFxUALpLdtUbx2naO9hENkzPn79/iIiIZp9Qonk3tFaPM49+Q+/cgTJt7k76UNr+gCYJkRP1mWwSJmvLGpraJTuNUKDtFEBDVVSHg7S/ZLbP42SyoTDdlmm2zoZJ6arGfpLJY46E0+VCFBRE3MwtezzIPh+yx4Po7Qa6u4GCbwOloxpCpcw0fxMRERFNl507UJpMkExCZTPNRnRnt2eCp0lWuEmCZDyJeHYy8epwgHA0QBTa/pLZlWqSpvJs83SifjR2dnsSJu1zbZiUjoRyZRogk+AplbQBssu1/SXjUCn7fMg+H6K7BPT2AL3dDdVJff+nIff7cOufNREREU1JUgxq+zi7Wh9KE0/bMzhDcxea4f9Xu5MOwIls/8mgYgfiGJ3pP2ls87fRtYnMwxAINRBUYaqBnYS8Ek8cXgnT5RJNJUI0WEE4FiIci1e5yVQl06buKB9YhWkcgAMdf8mEgNCZL5s2kBDpF0dKQDkCjiMhHUB5tkkbSgBS2OZtR0L4NlgKJSA8CekKCNcHvCJQ6IJQXYCBfZ86sk3cUQjc9XEgDCGf+cFxP+Pk39KYqfUHJSIiIhrPlALl0NAQAGD16tXTejLUaZ+YdI+hoSH09fXNwLkQERHNE6IzFUroXaxCuWLFCmzcuBE9PT0QYv68+V2ZMQZDQ0NYsWLFbJ8KERERzXFTCpRSSqxatWq6z4VmGCuTRERErevYKO951IeyAytREhEREdGubOce5U1ERES0k+nYKO9O9MPcSbBCSURERERtYaAkIiIiorawyZuIiIioBRyU04gVSiIiIiJqCyuURERERC2QsraccrvHmS9YoSQiIiKitrBCSURERNQCThvUiBVKIiIiojngK1/5CtatW4fe3l709vbiqKOOwnXXXZc+fuaZZ0IIkbsceeSRkx73yiuvxAEHHADf93HAAQfgqquuavncGCiJiIiIWpCM8u7EpRWrVq3CBRdcgDvvvBN33nknjj32WJx88sn405/+lO5z4oknYtOmTenlJz/5yYTHvPXWW3H66adj/fr1uOeee7B+/Xq8+tWvxu23397aZ2KMMS09g4iIiGgXNDg4iL6+PvzpuHXocVTbxxsKIxz4iz9gYGAAvb29O3SMRYsW4bOf/Sz++Z//GWeeeSb6+/tx9dVXT/n5p59+OgYHB3OVzhNPPBELFy7EpZdeOuXjsEJJRERE1AIhJITswEXYGDY4OJi7VCqVSc8hiiJcdtllGBkZwVFHHZVuv+mmm7B06VI84xnPwJve9CZs3rx5wuPceuuteMlLXpLbdsIJJ+A3v/lNS58JAyURERHRLFq9ejX6+vrSy6c+9alx97333nvR3d0N3/fx1re+FVdddRUOOOAAAMBJJ52E733ve7jxxhvxH//xH7jjjjtw7LHHThhQn3zySey+++65bbvvvjuefPLJlt4DR3kTERERtaBjK+Voe4yNGzfmmrx93x/3Ofvttx/uvvtu9Pf348orr8Qb3vAG3HzzzTjggANw+umnp/s961nPwmGHHYa1a9fixz/+MU499dTxz0Pk34sxpmHbZBgoiYiIiGZRMmp7KjzPwz777AMAOOyww3DHHXfgwgsvxNe+9rWGfZcvX461a9figQceGPd4y5Yta6hGbt68uaFqORk2eRMRERG1IJmHshOXdhljxm3S3rp1KzZu3Ijly5eP+/yjjjoKP/vZz3LbbrjhBjzvec9r6TxYoSQiIiKaA8455xycdNJJWL16NYaGhnDZZZfhpptuwvXXX4/h4WGce+65eOUrX4nly5fj0UcfxTnnnIMlS5bglFNOSY/x+te/HitXrkz7ab7nPe/B0UcfjU9/+tM4+eSTcc011+DnP/85fv3rX7d0bgyURERERHPAU089hfXr12PTpk3o6+vDunXrcP311+P444/H2NgY7r33Xnz3u99Ff38/li9fjmOOOQaXX345enp60mNs2LABUtYaqJ/3vOfhsssuw0c+8hH827/9G/bee29cfvnlOOKII1o6N85DSURERDQFyTyU97/0OehxOzAPZRBhvx/f1dY8lDsL9qEkIiIiorawyZuIiIioBUKhQ9MGdeBkdhKsUBIRERFRW1ihJCIiImqBlAKyA1P+dOIYOwtWKImIiIioLaxQEhEREbWgU5OSd+IYOwtWKImIiIioLaxQEhEREbVAKNGhUd6sUBIRERERAWCFkoiIiKglQnSoD6VghZKIiIiICAADJRERERG1iU3eRERERK3o0KAcdOIYOwlWKImIiIioLaxQEhEREbVASAkh26/JdeIYO4v5806IiIiIaFawQklERETUAi692IgVSiIiIiJqCyuURERERC2QSkB2YIR2J46xs2CFkoiIiIjawgolERERUQvYh7IRK5RERERE1BZWKImIiIhaIDq0Uk5HVtvZSbBCSURERERtmbOBUggxpctNN92EM888E3vssUfu+XvssQfOPPPMjp3PN77xDbziFa/AHnvsgWKxiH322Qdve9vbsGnTpo69BrVnZ/vOnHvuuU1fv1AodOw1qD0723dmjz32GPcc+L2ZWTvbd+NPf/oT3v72t+Ooo45CqVRKX3s8l112GQ4++GAUCgWsWLEC733vezE8PNyx85nvkj6UnbjMF3O2yfvWW2/N3T/vvPPwy1/+EjfeeGNu+wEHHIDVq1fjPe95z7Sez8c+9jEcc8wx+OQnP4mVK1fi/vvvx3nnnYdrrrkGv//977H77rtP6+vT5Ha270zi+uuvR19fX3pfzqOluOa6ne07c9VVV6FSqeS2bdiwAaeffjpOOeWUaX1tytvZvht33nknrr76ahxyyCE47rjjcO2114677/e+9z287nWvwxvf+EZ8/vOfx1//+ld8+MMfxn333YcbbrhhWs+T5q85GyiPPPLI3P3ddtsNUsqG7QDQ29s77efz+9//HkuXLk3vv/CFL8Shhx6Kww8/HBdddBE+8pGPTPs50MR2tu9M4jnPeQ6WLFkyY69HU7ezfWcOOeSQhm0//elPAQBvfOMbp/31qWZn+26sX78eb3jDGwAAP/jBD8YNlFEU4YMf/CBe8pKX4KKLLgIAHHPMMejp6cE//uM/4rrrrsNJJ5007edL888uUQpp1tzQzODgID7wgQ9gzz33hOd5WLlyJd773vdiZGRk0udmw2TiOc95DpRS2Lhx446cNs2imfjO0PwyG98ZYwy+/e1vY6+99sKxxx67A2dNM2EmvhtTbdm47bbbsGnTJpx11lm57aeddhq6u7tx1VVXTek4uzwpANWBC5u855/R0VG88IUvxGOPPYZzzjkH69atw5/+9Cd89KMfxb333ouf//znEKK1f/ibb74ZURThwAMPnKazptnUqe/MQQcdhM2bN2PJkiU44YQT8IlPfAJr1qyZgXdAM63TP2d+/vOf429/+xs+8YlPtPzziXYu0/E7qJk//vGPAIB169bltruui/333z99nKhVDJSxL3zhC/jDH/6A22+/HYcddhgA4LjjjsPKlSvxqle9Ctdff31LzQBDQ0N4+9vfjtWrV+Of/umfpuu0aRa1+53Ze++9cf755+OQQw5BoVDAb3/7W3zmM5/BDTfcgLvuugsrV66cqbdCM6TTP2e++c1vQinV0cEdNDs6/d0Yz9atWwEAixYtanhs0aJFePTRR9t+jV0BJzZvtEs0eU/Fj370IzzrWc/CwQcfjDAM08sJJ5ww6Wi5euVyGaeeeir+9re/4YorrkB3d/f0nTjNmna/M+vXr8c555yDk046Cccccww+/OEP47rrrsPTTz+Nz3zmMzPzJmhGdfLnzLZt23D11VfjxBNP5B8f80AnvxtTMV61k5Vu2lGsUMaeeuopPPjgg3Bdt+njW7ZsmdJxKpUKTjnlFPz617/Gj370IxxxxBGdPE3aiXTqO5P13Oc+F894xjNw2223tXt6tBPq5HfmkksuQaVS4WCceWI6fp40s3jxYgC2Ulk/+8i2bduaVi6pCSXtpRPHmScYKGNLlixBsVjEt771rXEfn0ylUsErXvEK/PKXv8Q111yD4447rtOnSTuRTnxnmjHGcOqgeaqT35lvfvOb2H333fGyl72sU6dHs2i6fp7UO+iggwAA9957Lw444IB0exiG+Mtf/oIzzjijI69Dux4GytjLXvYyfPKTn8TixYux5557tvz8pDJ544034oc//CFOOOGEaThL2pm0+51p5rbbbsMDDzyAd7/73R05Hu1cOvWdufPOO/GHP/wBH/rQh+A4/DE+H0zHz5NmjjjiCCxfvhwXX3wxTj/99HT7D37wAwwPD+PUU0+dtteeV2SHRmjPoz6U/EkUe+9734srr7wSRx99NN73vvdh3bp10Fpjw4YNuOGGG3D22WdP2Hz9qle9Ctdddx3+9V//FYsXL841Wfb29ub+EqT5od3vzLOf/Wy87nWvwzOf+cx0UM5nP/tZLFu2DB/60Idm8J3QTGn3O5P45je/CQD453/+5+k+ZZoh7X43RkdH8ZOf/AQA0t8/N998M7Zs2YJSqZQO6FFK4TOf+QzWr1+Pt7zlLTjjjDPwwAMP4EMf+hCOP/54nHjiidP/ZmleYqCMlUol3HLLLbjgggvw9a9/HY888giKxSLWrFmDF7/4xZPOIfajH/0IAHD++efj/PPPzz32whe+sOMdqmn2tfudOeCAA/D1r38dmzZtQrVaxYoVK/Ca17wGH/3oR7F8+fKZeRM0o9r9zgDA2NgYLr30Uhx99NF4xjOeMf0nTTOi3e/G5s2bcdppp+W2nXvuuQCAtWvX5kZvv+51r4NSChdccAEuvvhiLFq0CK9//esbfnfR+IQChOrAKG/VgZPZSQhjjJntkyAiIiLa2Q0ODqKvrw9Pnv1i9PrNB1C1dLxKgGX/8XMMDAzM6Apt04EVSiIiIqJWsA9lAw4lJSIiIqK2MFASERERUVvY5E1ERETUCiXspRPHmSdYoSQiIiKitrBCSURERNQCIQREBwbUzKe106cUKLXWeOKJJ9DT0zOv3vyuzBiDoaEhrFixYlqW+eN3Zv7hd4Zaxe8MtWq6vzM0faYUKJ944gmsXr16us+FZsHGjRuxatWqjh+X35n5i98ZahW/M9Sq6frOdIyS9tKJ48wTUwqUPT09AOw/8HRNvGkGf5jfoDWgIwAGiEJ7O6wCUQgTVIFqFaiGQFAFqgEQhkAYAVEEVKswYQQEGno4QNQ/Bj1QhRkJUBmoICyHiMoRolDDaAMd2GsAMNrARLp2Xrpx3nchBaSrIKSAULbsLaSAciSkK7H7JTe2/P71j98JSFm7CGnnp3IU4DiA7wOLF0Es2B1h7xpsGl2H6+97Cm9+7trmx7vrPMjn/Nu4rzc4OIjVq1en/7adNhPfGZpZ8/0784JjL+rYsW658U0dP7a3pAtda/tw7Wdf1vaxZsp8/85Mptm/e/13o36/Zo93yqV/fAIAIDPNtY4joYSAIwSkEHCVgCMbLwfvNj3/hvWm+ztD02dKgTJpSujt7e34f1oz+L/2Rm+XDZEAYAxgtL1EIWBUHCgFTCiBKgBHANIAkHbtImUAYZ9jHAkTapgIiMoh9FCIYChAdTgAyhHcwCDSgIGwLyUlDOIgKQR0tswuARPZUJkssySlgHQUpCshpIDjqzRYLrvy9h37IM747rgP6d+fCxR8iMXLgN32wObyAXi8X+EPfx7Asf9+Ke781Vsan6OrkFP4t5quZqLp/M7Q7Jqv35l77jy7pf0PPeLL4z72ouMvyd1XqrhD5yQcCW9RAd6SLtz87Vfv0DF2BvP1OzOZe+48u+F70uw8s/tN5/t4y/PssS+5Nw6WUqQXV9pA6SkJT0k4UkAKwJV222OhQsmT8OQICmoAQkRY4O07bee6s3dhSApJnTjOfLFzDMqpD5KAvdZxqDSmdjsMbUWyWm24NmEEMxrAlCPo0QBmqIpo8yjK28sIKxGicogo1LYiGRlbjcxUJHVSpYyar0ZpImODo5Lpl8nxFZwuFyoOl9OitwfC84He3fB0eX/8dZuPex55Ghv/tBm6EjV9it64hUP4ieYg6SuU9l6IvjUL0LeoiN5FRSxauGOBlKgZHa+4rCMDqQUcRyIA4Er7mL3YSmZWpGGLLJAQaP67h3ZdHQ+Uf9w6kn5ZZVxCd6SA7wgU1XYUnX74cgiuGQCqY4B0AIT2yTr+tqa0bfo18RfXmLhpO75Uq0C5YsNkJYIph9CjAfRwFWYkhB6o2CbuSgQdRHF4NA1hslmQHK+pO0u5tol76WW/6dTH15Tcu1Y5WQrgkocewj13b8LA759sun/l868EpNhJ/logmp9+d/vbm26fqHI5EeFI9D17dyzfdzHW7LUQe6zow9IFBXR7Do5fu6idU6VZNt53ZbbozO83jfj3tRSAI+GkoVKg/tdg0t3PGIkF/vRVJ+cEzkPZoKOZ449bRwDk/6pJMpiArQIaI2EgAeUAStmqo4xPI26yToOllPGfRLBN2Tp+LK1SBs3D5FAAPRogHA0QViKYyFYktc4EyXHCZH2QTO5nw6R0JIQSkK7c8SbuNrz/6L3xgq/fMe7j/vuunMGzIaIdJRwJ1eXCW1RA7z6LsOf+u2Htqj6sWdaD/Zd0Y2VPP3YrLJ3t06QWZf+oaDVMJs+dzhB65sGrcNFdGwAkv681HEhobTJh0gAQ6T71v8uJ6nUkUP5l+2jDXzJALVjWtwTbUOlASMeeQVzRtANxQhsso9BWJ4FaMzgAaGMH38QVSlOJm7fjpm4zYoNlNBogqkS5AAmgVp2sC5PZINmsOmm0sYNxpA2SQgkof/ZqgLdc8ppZe20iGl82CIxXrezaow/F1X3wiw6KJQ+lHh+r1y7AHit6sWxBEbuXfOzRtwl9w78FCv84U6dOs6j+ezNRsDzq5Hyf+1uveX3Lr5f0NEsqlICGlAKhNnCkbfKuD5UCGkIwUAJghbKJjiai+gCZ/FXjKgEpAgCAhkRofCAClHKgnDD+i0fbUdwBgKhqD2AyFUudaeaOK5SmGkAPVW1VshzCjNbCZHbkdiLbpN0sTNZfZwkpoFwJp8tFYWEBXrcLt9vr1EdHRLsAd2EBpb0WYtUzd8PipSV4nkLBd1D0HfR1+yj6TvqLvCCHYDY+BMHWbqpT2WxbA9vptx+GNhhKKRDCfueSATrJyO6EFPYioCGgIUXY1vnT/NT2uI2/bB+1BxJIv4RJv0lH2ikIki8hAETaR6CLqOoSytECjEULUNUlRMaLR3VXgTAAgkrtElZgKpW4v2QAlMtAuQwzVIUeqNhQOVS1Td7lMA2JOmreNzIZhJPrSzlBmARsM3cSJgsLfSz4xs0o/dfP2v34iGgeq68u+UtL6N6thELRQRhqVKsRhkeqGBiuYPP2UTy9fQybB8bw3GW9KDiHQj77o7N05rSjdrQPbdakzd32rw47m0mod+g133HUHrZ5W5u0wJLcTgblAIh/n8u4QBRCiAhCcEAONWqrQnnfttGGamRSpVSy9teMEBpKBFAigBQhlAgayuYy6T9p4mpkFABhFSao1EZyl8vA6ChQrkCPVGxTdzm0zd2Bhi6HaWUy7ROZGcGda9aOmveVtPvG5xTHbSEFnIIDt+jA7/XgLCy087ER0S7kd7e/Pf2FL30HyrU/WMJAIwzsD5tqNUK1GuUGS9Dc1Km+jzMxkOddz9szvf21OzYgEo3fv+R3uyM1pIggoaFYoeS0QU3sUKC8++nhtBKZfNk8ZWphMQ6RSVVSiAhKhPDkCBxRSf/KibQPITSkCCAQ5vtSGm1DZbmcqUraKqUZqcCM1Jq4TdmO4k7DZF14zDKZv8aa7aubdA+RjoSKpwdyu1yoRZzCg4imLhsOXvnJX9gqUDWE1raZMQpFGi5dhxN+7eoOPeLLbQXKHXn+Ww5fk96+6oHNucds/8kIUoSQIoQrxnb43Gj+ailQ3vHkAPrGbIDUxjZxFxwDT46g292MLmcbRFS2zdZRXBJPynwGwMgwUBkBdASx/M1wMz83jf4FoFxAeYAT2SolYAfgJNMDDY/ADI3VmrkHKjZU1oVJHWjoaPxQaV+v8fHxwqRTcOx8k76C8NW86kRLRDPL81WtiTGyXXOkEtDaYEQbOI7Ehb9+GM/fdzes6iljWddus3zGNNNme5qhU/Zdiuse2Qqg1p1NihCOqMBTI/DDJwDn0Gl57TufGpyW43YcB+U0aClQRnFn8WQ2/T5/DD3ukyjhMWDT/TCP/A1mcMhWEDPpTEhpZ0wN7NQ/wnegXvnm/MFFvNyg49aavaWy3+ZkuqCqDZHRQNlODTRURVTJN3Pn+k7mpgjKNoPn+1Q2DZKyVtJWvoLy7co4Rhv7QRAR7aAkREoVD4JwFJQrEQUaA9vLGB6uon+4gsOesRteutdsny3tipIubFIIu2y1CODKMXTJzcDWx4CV0/O61YijyOeqlgJlMmG5pyQW+CNY6P8N3tgGmKceAe67H8GDW6H7K7ZPY13wEplyZNdnf9pwbCGOsWfjAPABdANYnExYAOgfvxV6zM4vmUwNlKtMTtAnMrc9GZCTVDMn+O6mI7t9Ba/bg9vno/QfN0z2MRERjevSs1+Uu//Wb/0Wrq/gOBJV2LAZBRrbto/h0aeG8TMlObE5TaoTg4GyauMikI7sVrIKlEdgRodgbj8H8ohPdvQ1ATSdgnCnJGStBbbd48wTLfehtJVJgwXeRngjD8NsegT460Oo3vMkqo8PIRwN7WTi2tjVaeLlCgFAugoA0LUDJypf+lWEX3419FAVJh7Nnc4zmWne1nWr4DQzUVM4UKtOSldCurY66TNMEtE0+Oo/PRfvu/z38Dz787FajRBpg2olwjuO2mN2T47mpE40mSfVScAGSiUCOKICVEdrM6502M2P9SOcM4mS6rUUKD0lsagosXvxj3A33w3z6CMwj21CcP82lB8dQHl7GVElQlTXBA3URjIJJfDosQdjjxvvbvlko6dGbZN3JQ6TdUESaOwbWb9CTnZATjqxa92obiAeiOMqOF0O/D4fanmp5fMlIpqKz59+CADggz/8Q3qbqJlOVyLH40gBFTd7CxFByQo8OQKMDdrZVqpV6OveDnlS584njKcsmguEEmmxrN3jzBctBcpVPSFWdP0e6ol7YH5/N8K/bUf4xDCqm0cxtnUsXjM7XuYw1A0VQqFkumz3jihvHERYjiYfbFPXrJ1bvztqPqo7CZNSAspTcLtcGyZ7ffiLi/DWLd/xEycimgJnHv1yobnNziUt7bWooCCHgLEBmOEBYHgkrlJWO/qa1UiDXSjnrpYC5e7u76Ce2gJzv+0vGT0xjOr2MiqDVTuyOg6T+cCWCX/ajvyWOzjv0ujm0dx9Ie1fCNl5nOqXWKyffzLZJxnnY8+ndp2O6u5y4HV78Hs9yD4fKPg7dM5ERFO1oz8badfW6VHhtzzeD1eKdIS3knZ0N8pDwOAQMDoGU67CBBH0/7wOphzBfdOlbb+uFECPrzrwDmZA0sG0E8eZJ1oKlObx+2GG+hE9vBnhY0Oobi8jGA0RlcNccMyulV0/WAYAosjgr889AMqV2Pv//jjl168M2r+GktHXQgk7lU/dP0jaDN5QnWxcjjGRHdUtHTsQxy06cHo8iJILedyFUz5PIiIAuOTeJ7Bbj48T9lg87j7/+auHoLVBuWqbb/7lmnvxqZMPmqlTJAIA3PnUEEKtERnAzVQnXSXgyjGIYBgYHQD6B+xMLuXQ/j4NNPRoZ/pTFhyFXsUljeeq1gLl7+9FOBIifGQAlS1jCMZsmMytTNMksI0X4qJg6rXte5+1n60gxlXEZPUaExlIV+b6IWTPJbu8ok6vm885mYzqVgUFp+jC7XY5EIeIWvau792FsZEqpBQoljzc88g2HLLX4qajtYdG7R/KYahRDTQ02/xoAtmVlzrpsN178NsnBwGYzOo4EkpUbd/JoX6Y7dtgtg0g2jZml36MaoFy7GMvQ/HjP2rrHBYWHOwm/9yZNzTdOA9lg5YCZeWup+BEBtXBKoJ4aqAJ+zNmmr+brZU90ZQ99cK476XjAFJrSGmP5fgKOpQNyyBlXy9bLW02VVC2OimUhHIk3C4Hqsud+gkSEcU2PrQN5bEAUtp5Jjc8tA2P/K0fx5/ZGCjDUENKAW0MwiBCGDJQ0uxJRnfbPpS2OlnE0zD9TwIbHkP42BDMSFD7XR4ZmErYkfmZ1/RugvjbnW0fh2ZHa4Fy2xhcIdNpgZo1Zyfqm8Cz19nR1fc+az8AwEF/vD/3/N/vv19u36SfYzYMCm0QViJI18T7NCZ93VClzB9nvGmkhBTILeVDRDQFZ/zHTRjuL8MEts+4kAJlFSCohHj9F3+N777r79J9k+mCHEdCa2OnDAo03nbxHSgUHSzoK0DFP9fGKrZrEZvDabqqlMk0QUl10nfsgByMbgc2P43oiQHobWU78DX7O76F1sZmvv+nTdhncQmH7/4EBjZvautYM4VreTdqKVCGYyFCpcad33EizcJk9vqeA/ZrqBxm7zetZoYGUtqgKKSAafIPU79e93jN3VlRqNH39ZsmeUdERI2G+svQZbuCV0IogbEgwhZtcMonfo5C0YHjKPzPe17Q8Pw3fv1WW7HUCtUgghQCYaQZJOe54z/wI2y9ZQOA1gbZ1O+bDZo7OljHiQfkSIRQsgKMDgLb+hFtGW3eX9Iuo4eRd78YpS/8vPXXcyS6PccG1+39O3TONPta60OpDQwa01g6t+MkJe/6MDdRYKwPnICtJjbbT0oDwKRN1/XnnLxus+pkfYVyr1/9YcL3QEQ0kR+ddyJe9KYrYcIo3WZCwAQCo+UIZVdiqODAGWc0q9YmbW2pBhqfPXXdjJw3zZ5/+NgN2HbrY+n9Q4/4ci4M7mg1MnneVINl8uszafKWIoQryzBD26G3D0EPVBqbttO5oDWk2rFWvZKr0OdXgZHtwNDwDh2DZt+0tOk2zANZNxBmvNvNHsvKBsMwtFNgJZcwtJcoNOklqJqGfZLrXNN5PLLbZZ9JIuoAoQRMZBCVI0SjAcKhKoKBCsLBsp0dY/sYwnFGxup4MYYw1AiDqOk+NL888ctHYHaCvrNJv0kp7OhuR1Zsk/fwCMxQYJu2tUkvOoigo/YHknV7Dvq8x2EGtkD3lzv0bqaZkp27tOArX/kK1q1bh97eXvT29uKoo47Cdddd13Tft7zlLRBC4L/+678mPObFF18MIUTDpVxu7d+i5aUXhZJNm7wbBt+MU62cSlVyouc1q1ICwCF/qfXBTJrP6yuTWfVzT3rd3g6t3kNEVC83IDGzqAICQCid9q887l1XQ3W5KBRcKFdCSgHHkfB8+6P5S+sPm7X3QDNHVxr/cJhqVbK+mtmsGlm/TzN/7R/L9aEU0PEa3gFQrdrf+5FpGh7TLmXQGHnv8ZA9Horn/XhK5w8AK3t8lMwGmC3bEA1Wpvy8XdGqVatwwQUXYJ999gEAfOc738HJJ5+M3//+9zjwwAPT/a6++mrcfvvtWLFixZSO29vbi/vvz49lKRQKLZ1bS4Fyss6jzSYQH2+anlbuN7udbapu9tykCtlsELoUtebu5D0xTBLNX6byYwj/pdNy7PUX3oLyWIDKWIhqNURYifILLmhhfzbqeOGHwFYwA22gAw01GiD0Hci4GdzzHI703kU879T/QfnxoWl/nWaDeOoD5mj8R44zxUEiE83wAilQ+fwr4b/vykmP89jIIHq9EWB4GzA4ZEeMzwUKHZo2qLXdX/7yl+fun3/++fjKV76C2267LQ2Ujz/+ON75znfipz/9KV760qn93BNCYNmyZa2dTJ2WK5RTocf5ojVrym5WPZx0ME6T7bfvVZunMpliKP4Z3kDG/4DpdEHzaB4oIqrZWt4AITSMOQjjTy2+Y/7x87+C1hphoBFUI+j4h42QAtKVML4DE0bQAERkYIBcpRLlCLocInQVpCshCw7CooswXqWL5q9P/ux+/OzKP6G8aeb6C9aHykOP+DL2PHk/HPW8tVixWwk9BReeEuj2HPR4Cp5yoKUDbVwoz7NLJ8caikeRsd08kuZwAGKKK974ahBdznZgy3ZgdBSmvGt28xgcHMzd930fvj/xCn1RFOGKK67AyMgIjjrqKACA1hrr16/HBz/4wVzFcjLDw8NYu3YtoijCwQcfjPPOOw+HHHJIS++hIxXKbPN2ff/JVgbijLdtIg0rO0aTHyOdIL3JIB4imj8eGViY9gtb3FrrzaS01tCRHUDjegqup6DjBRSCSohqNbJL0pZDhFKkq4oYbaCTVUZQ+6NW+g7cPh8m9Cau/tCcd9uv/4bhv2xp3oQ2gx655n48dc+T8BZ3wenxUOrxse7QFThw78VY01vA8p4eBLoIb/EiyD4fwpUNFcR0IZE4VAIAtMkF0IkU1QC61BaYwQHosc6suDMThOjQtEFxN4PVq1fntn/sYx/Dueee2/Q59957L4466iiUy2V0d3fjqquuwgEHHAAA+PSnPw3HcfDud797yuew//774+KLL8ZBBx2EwcFBXHjhhXj+85+Pe+65B/vuu++Uj9N2hVLX9RNKbjfuN/Fgm2b7p7cn+T830fPrR3E3C5NcP5do/rnmwacBAF2uQpfbufWBz/iPmyClhOs5ts+jK+EXXXieiqf7sfNJjo1U40uA4a2j9o/swIbMbCXHaAMT2n50Jm4G14GedNYMmrtGhyqImvSbnG5JM3e2Ujn66ABGHx0AAGwB8Ldr/4r7Ttkff/d3e+CwvRaje1EPSguWQSzuhejaCgxX0+fWf0dNZKClBkYDRE+PAl97DdTSLmDJYmDRAsgD/7XhnFw5BlRGgNGxjkyOPldt3LgRvb296f2JqpP77bcf7r77bvT39+PKK6/EG97wBtx8880YGxvDhRdeiN/97ndpUJ2KI488EkceeWR6//nPfz4OPfRQfPGLX8QXvvCFKR+n403eOvNDcvJ9J98+3mGmEkqbhknROF3QVP+SIqK54bt/eBxAdqJmgTufGsJhu/fs8DGTIOk4CqUeH6UeD56n4LkKPV0efM+GVq0NKkGEkbEAwyNVDA2U4XoK29MjlYFIIxpr7CsWjQZApHHrNa/f4fNsxZF//20UlncDAG765mkz8pq7urddfIf9d97JZPtUvuhNV+KxZyzBM1b2ITQ+4JeA7m6IkmPnfJ5gYZPc+t7bxgAAynGAriL0I5+H3PN9uf09s91OF1Su1EaRzwUdXnoxGbU9FZ7npYNyDjvsMNxxxx248MIL8cxnPhObN2/GmjVr0n2jKMLZZ5+N//qv/8Kjjz46peNLKXH44YfjgQceaOmtTEsfyolMtR/lRM+dyvbsKG47V2V+e25fh4GSaD4ZicOa4wgUfQeh1uOGyX/70Z+w6YlBVMbCuMnaNmVnSVVrzXB9hYWLi1jcV0TRd1DwFUpFF378c0QboBJEGBoNMNRVRVfRhZTSDrRREtK1f9HqYLRxqhhtmgbNTjvy778Nb0kXimv6bDN7ZPDi918LRDoNCzrQMGGEqBzh15eeMe3ntKsY3D6WjvKfLfX9KesH6FQ2j2D7lhEMlANo4wJuASj4EP7kkSGpUsrR0M5aHRnAlVBdA0DBh3n8q0Cxxw5mkBKIIhsoh0dgyuHcCZQ7EWMMKpUK1q9fjxe/+MW5x0444QSsX78eZ511VkvHu/vuu3HQQa0tpjDjgRIYv+k7fbzJ96mVAJqtQEqBdLbNbMu2HbhjIKSBKnSuOYyI2nPHkwPwhjTCuh8ESbVRGwNtgOPWLBz3GGOVMF6yUCEy4/+C+todGzA6FkDHq23ZHxUy/kPU/qDRkYGODBxXwS866FtYxKqlPVi8oICS58BTAo6UkML+7Aq1RsGRcBwJ35Xw46UV/aKDoSVlDPWX0b9lFGMFheq2MsLhasMPvYmmjNnR1U8A4LnHfxNun4+uPRagsLCAnr4CpBLp3JeAXVs8CrQdsT4aQMgqjn795fjVd0/f4delmmrcBzGp9O2Mbr3m9TjtghsxMFxFZLoA4QCOAzHOcsTZ9yGkSFeJkqNxq+VTI/b/VzWAGR4BeuM/7pJRtIPDduL04WrbyzjOGCnyoaKd47TgnHPOwUknnYTVq1djaGgIl112GW666SZcf/31WLx4MRYvzg8/dF0Xy5Ytw3777Zdue/3rX4+VK1fiU5/6FADg4x//OI488kjsu+++GBwcxBe+8AXcfffd+NKXvtTSubW8Uo5wbUIz2v6FJaVAtAP9HtJQOYWnNguT41UlHScz23/y3R+neTwMAeUYuMVZydVE1MRYqKFDGyhDbaDjQKiNQRD3TwwjDUwQKLMzTbhSoOCMvypNuRymfSGzZKaPtZQ2EHZ1uVjcV8TiBQX0FVx4StZNs2Li4GvgShE3h9swXCq4KC/usk3hw1VsXlrCts0jqG4dRXXLKCpbxqa9OiNdCW9JF7oWF7FwSQm9i4pwHJnrRx6GGpWxwPb9HKpgSEmEQ9UJjkqtkFJAuMqOit6JZ8jR2mBopIpq5CHQRTgFH6LgQCqJSOcrrNlwnCyFnPQVFkEEU45gRkPILWOQfdshF/hAZi1sPRYgemIEur8CMwMV+rnsqaeewvr167Fp0yb09fVh3bp1uP7663H88cdP+RgbNmyAzDTX9vf3481vfjOefPJJ9PX14ZBDDsGvfvUrPPe5z23p3HZ4lLeQYsJO41P56ys3QnsKf5SMN2I8qUg6DuAo4PAH85Nz3rHPfrn72WNEoR2NNvr/nYiuC66f/CSIaFqF2kDFYTLUGtoAQaTt6jGRRiWIEIYGX7r1URsy42ZjnQmfUggoKWxQlBIvXLWg6WsNjdqg5HoOpLL7F4ouCnF/yGyodJVEqeiiu8tFyXNq6x3XBramr51cHEdCa4OCbwfs+HGfS8+1I8IdV2Go5GG46AJSorJ5ZNpC5WFHfw3uwiKcbg89Cwro7iugt9dHwXfgqlqorAQRRscC+MUArq9gtMEwbL+6my565bSc267k8g8dk97e0SUVO2GySvfQQBmPPzWEzSMVLCn0oadvCdTKRRB/3QYMROlqUM0kodJEJj9gN4igRwPIgYrtO5j85wk09EAFZjRENEdWhxKqM1MOtnqMb37zmy3t36zf5E033ZS7//nPfx6f//znWzpuMx0vzWUrliJpA8royFRBdfsnYfKoR+5v/oQJjpGG0nHmfTPml0AUQjhTT/9EtOMijTRMBrq2DGESHsPQBkutDaL4cV3XrC2lwHv+bq9JX2usEsJxJJyCbaJ2HIm+bh+lghtXJms/7KUEfFehFM/XlyxR14wNmgIqDpUAoKRAENWeU+21oziVI22zc6ChKyGC7RMvd9YshEylGVxIAVVQKJbs9DC9fT76un0UfQdOJlBWgwiukmnlMqhE0JHBKIAX/fMVCIer+PXl/zjp69HcdsOnX4r1F96CDYNlrO7dHT19S4EVyyD7NkI1CX71RaT62yYKIIMIshzBDFWBbIuANjDlCFElTJvLae5pfenF+IeOiZBOZCqUgND2kmwH7JcoqapONqCmlQpldl/Hdu1AYYL5Pw9/8H7c9Yz9JnwduagAffPZEHvtCZQWAl4RcH1AeYhkF7aOPYXdi7tPfpJE89RNG7dPvlMHhNrAiftJArXKo61QmnSuxyRMhnVLwXmugjvFgXbVIEJXl4uC79iwWHTR0+Wiq+hCCZHr3pRUHT0l4CkZ388fL2nutreTVUfy56IdwFESnqtQKDjAgkItuMY/oCYLlTtCuApOt4e+Rba5e/GCIvq6ffiuhKOSAUUGjiPSJSClEDbMx/8Yo7A/1//u9O8xVHZAsxVsdsRUllbcEf/znhfg49f/GXstWIXSwmegb9UgnOV/RrRlDCJqnNoqzQdNquxGG0QVO21Ws6qciQx0qHfafqU0uZYCpZTC/iWNeE1vHaUd2U3cH0IoCQlt99G1tqDsaOvxpvxpVnmsf7xZIHSUDZWtSiqbQgqY0RAYHYMZHYGQjg2TXjf6q6uxaXAZNg1XsPuayY9JNF8FMzRHXGhs/8nI2MpkUo1Mmr21yYfJMNI23CV9FkvuuJXDelqbOER6KPgOir6y4TLuG5kNjbWmbIwTJmsNMo6USDpvp8+RAqgCkTZwHQnXkfDiydARVyuFFHC6PYw9PoSxjfmVM9pVWN6NBWsXYNnqPixfUsKiuLk7CbNJJVgKAUdJ+K6CLrppYHc9OyhpyFcobx7p6LnRzqsaRNg0XMGCwiqU+rZA7b0C8qH+dJL+Zs3ekwXLeREa6+cfbOc480RrMayuD2X2S5NUKW2cBCQ0TFwCbxYi601lCcbxgmc4hdVxGt5KHCaVp6BcCaM1UC7bqQukhFz5VgDAQt9ebnloy4SjSonms+se2YpqNDNNUdoAkakFxlqYtKEnCHVDmHQcW2Ur+g5KBRevPXD5lF/Pc+MQGVfqlKg1S9fCY32wHP94SZVSCgFHJiHTBkztSFsFVDKtUgKA49qR4J6v0FXyMLSgiME+H4P3Tb6aylQqU8e89YfoXduHZav6sPuiLizq9dHT5aUDirQx0MJOyq6kgOMIaG3Pr1R07Tk6Mh24VB2oTPqaNDX1/36z2a+ymWqgsXlgDN2eQtF5JlYcfAS8xzcjeHA7sL1s+z9GtcpiNmC2upKMkAIi5EIjc1Vrg3KUSCuSUbq0ks5VKQGkoVJoY5vBM03fE5koFE60ys54lcvxjpFdLUe50n7pqxqmEkGMjjVtP3/L4SxP0q7nL9tHsXGwbEdbY+aqCmm/yUyYzFYrk2sgbjkRAq4j4TgCfgur4kgp4nAXXzsyFxzT/Zpsa3q8TJWytq+BIwW0sQN7tLbNysnAHClts7KjRDy9kItiya0NiPnrtsb5KjF+kDzuXVfb5sNKCEgJp8fDglW9WLy0hN2WlrAwDpOFzLyZ9tqk/UaljgcUGYOC56SflZQCYaDR3+Wy2XuadKoZvFPCIML2wQqeLnno8brQs/AgdB/yELzSQ4ieGES0bQxiqApTiYBAI0LU2BTewsCTObMcMiuUDVoe5Z32m0z/0SVE/BNJuRJR3KFWaPvDJ2kKxziVyonu1+/fzoCeZs3pUgLStT+0TSWCHqpCjY4BC/qmdlAi6rjI2FHe2uTDZDooJ65MJtIQJMYfJNPMv1xzLzxXwY/7XDpOrTqZjN6WuWplrWqZvZ/IDgyq9aXMh0oAiBzbnBz6thqYfU+eqxAWNLq6XBRLHgpFF092exi8bwuieMm78YLki99/LYQU8OPm8zDU8DyFRUu7sXBJFxYtLGLpwi4s6vFRcFQm/Nr+qkmzfPo+pe3rCa/2nqQQqFYj9C4qQldCPP9Vl+D/fvC6KX/mNDXZf+PZDpefP/0QAMCXbn3UDjKTK7H/3sfDX7oGastjUBseg964BeGmYeiBCsSQ/b+ZW9sb+aAox1mdTkfaTvxPc1LrgVLWqpTJj3TpKmjYEV/KlbnlF5MqpZRJNWHyKuNU1/zOrn7TSh/KNEw6dtUKHRno0QB6oAJVLttOmUQUN9tO3MTbacmgG3upVSajuspkcn6JMNIoV4BtZmoDWpLm3IJvp/HxHQlHysx0QPk+k/b1Gl83ey7amLoqJZCESjtIBwAk4Dt2wEukEES1keuVaoRqEGGsEkIXgUVLSyiWXGzZrYQN1z04YfO349sR3F0lD66n4PkKfYu6sNvCInq6PJSKtjtAl6vScwWyFcr81EvZ95UMcpLSPi+ohLl/B5r/kim2ACDU+2JB4ZnoXjmM3j0fR3Hb7yHvvw/RA48DD25HuL3cECalitc+VqJpFdLE1Xo5V75XrFA2aLnJO3uNqFapzH1B4gqmkLUqJdBaxXG8x5p99lOZLujwB+/HHfvsl5uzUro2UKbN3sn77Oqa9HhE891TY09BG7uihTYzvyJadkqg5HYz2VHIUgpUgqn9gE6au5P5Kk/ZdykA4Gd/29bQhzK5PVVJkMxXLe22JFQqXyCINLw4KAehrVCW45VUqvG0LK7n4OqPHg98tPnUZcd/4EdwfYWevgL6FhVR6vHR1WUHGi3sLaBUdNLA7MWVoWQVIrvqkEkHQenM51xbfCLzHuKBT6UeH9VKlLZI0fSZSh/L6RjhXe//O+4Z+M9fPYT+4QoKjsRIEKHHK2DQ2w+rFgHFfSMoraG3lWGGg7RfZRomk9+z8fyTIlOlNJG2LZ3SAOxDOWe1MW2QSZfsqtds9Rz7vEkmOp9g4E12nyRUHv/01OedtOdVuxZSQLkKypFQvrJf9kI8XLzQ3dJxieajQBdRjles0cZMuIThdNHjBMmkwpZW2eKfN1JP/ZeRkrXJz1Wuv6RoqETWTx80nmzlr7YNyDZ910IlAEhEMglw9tpzFSJt0orQV848vOF1XvZv16crXZR6ffgFBz0LCli4pIS+bg9dBRc9JRsq3cyIdSAbJpGGyezE8VFmmqbsFE3Zz83z4vksewMc+/arMHDPU7jr/9467udCnZP0sZyJEFnv/UfvjS/+5hEMxX/0JN+fXm8lir0bgCVPQS7aBGwaBiJdK9RIYZdtlHaVIGT7VEYGAhImbvOcO30oRWt/ZU50nHlih1fKmch4lYRcYDT5bQ3N3uP87pLC7nPS9vHD5Mh7j0fpv37WsP05f70f9xywX9rcLaSAdCWcggPZ49nJzbtLQPdi3LdtFAcsYqWSdl2rSr1YVard/9Yd/TPyupM1pUopcvtkww6krVhORTLVUNKs/9NHtzZZSrH1n/fZUDlRwLS/jwySv72T9+E4Au8/Yu+G4552wY3wfPsju29RF1ScSh1XwvMc9C0sYPGCWvN2Mv1RNgAnITI5p6YTx2fm+sxWh5OQCcSVSt9WKnuXdWPs8aHWPiSas971vD0BAFf+dXP6f2c07AF6+iD6FkIt7oLwFWQ8+lsqaZu5XZWvUgJAZDvvGm1gS046HzZpTml7pZxkTimjjV3pIZ6XKlnHU8ePRaFJA2MyzU/Ti2lepUybuuUUfsBP8IV0HEA5Asq1lUm3y4VcWICzqgdyj+UQ++yLamEVBgeDtj4XItpx2fW7sxwlc8EGsBWzZs+dTKnooqvgoOg7KMTNwZNNCZQcfyqDf7J9Kcd73K6mA1Qzk7bLcU6g1OOjWPIg49Hgnu/AUSIdWNRT8tDX7cFz7TKPrhRxNTJfXc43a+erkmGYD4/1YTLZlkx87noOevoKEIevmPTzoPmlEkRwpECo7f/JQBfhekWgqwjZ5SKqROmU/sKVaSugkDZgIjIwSscVyniWmLmx6qIlOtSHUuyifSiNNjCiFiCjJDQGdvb7KNC1IBnY/jU61IhCgzCEvcRhMgzHD5OTTgM02ecfmXHX5nY8CcdXcLpceN0uCkmYXLM7sGoFxPI3wwdw5NSnsSPaJbxqv93xzzPwOq9+5jL88OHBpsspArZ5O1kjO2sqg0T+9do/olRw0VPy0N1lr7tcNeUwmb7WFEJrUg1stj0rMjbUVYMorf5kvefS30Frg92W96DgxWHRkSh4Dtx4eUQ7B2c82CapOqL2mei6QAkg07SdGQjVJEhmn1NPKmGXjpxHzXZzRdKXcjaavgHgtQcuxzUPPg3AfqdD48F1C0B3N0TJhRiu1qYPipu8havy81knTd3ZLnIztIACdV5LgVIHGsYRaXisD5N2WaXGIJkEyGowQWVynKbvHaGDCD1NmrwBYL87/wwAePKVR6CwsAC5sAC1rAdY0Ae55/t2/EWJqGOieIR3cjsr7deosk25pqEpvJl0yUPfjvAuOq2FyResXJDevuXx/qb7ZOd1zN+uvx+vWR7qtA9jvX+99o/o6rITi5eKbjohupR2vs1kyiRHZSYoj0wuNCbb0/NLW4Aam7LHC5LNgqmMz0PWtQgd+fffRnXr2KwFnV3BzjJXZfJ/0fax9u2Sxb3dkH0+dH/FViG1nbNauCrtRwkAJqgLkvHIvzmzig5HeTdoOVBqI+JKZJRWI5MwGcYLu+tQo1qtVSGbVSWBfHgMo9rjyWM7KqpMXjdfduXtGP3/ToTavQtYtBDy2R/d8RckommRDTRJFSxbDVNS2CbYeNCLFo3T3iQ+9pP74Dq11XSKroKnOjMlUv3vwCQwZoOkNgYv3WtJbr/L/vxkPBWSvf+5mx7MNS8nK+m4SqLgO+kgomR1IPt52OdGSWUxDYONgTA5t2Rb1CQwNntO9nlAbeBSOgeoFPj7f70OlcEKnL4CqtvLOPSIL+Omn3GOyvlOG6AaaVSjEuCXIHp6IPt8iJIDE0QQgQaSJu+kQpmGRwHouPUzigMmK5RzVkuBMqpGCKo67S+ZNHHrUCMYDRBWta1EVmsBsb5pOyvbzN1sv+yI7uw64OMF+vsPeyb8Xh973Hj3lN6Pd+ASyKULgN6eVj4GIppm2WCTTmKernRVG52d3AdsAEomCq/3iRv+At9V8dyTDkot9pu05wTc/Fj/uOeb3S8bJE/ac/G4xxwZCxBGJh1IJKX9BSuVgJYmXrknXgWobjLoMNRxVRbIzqBRHw6bhcb6fRtujxPKs9XibJjMhnyhBPwlxXHfM3XGzlAB1sbEYdKgqksIRB/cQg9EdwmyaximHMEghCgoyIID4ds/kEx2uqkkRAZ2tbqoGs7Su2kRK5QNWgqUwXCAQEkbIuMqZRRoRNUI1aoNktWgFiTTkGjyYTIbEtMKZSZQZn+WRXGxUYh8qGxmsF+jUB6b8vuRz9oH6CoCntfKx0BEMyRtgk1HQMu0Ggnkp/CRqnFEdSJp6i76DrqKLgrxJOYJbSYe7NesAtns8WyQDLVBOElTSzqiOj5eMpVRVhqYm/XHrKvmNGu6zg3CqTtGfXeCVkgp4LgKftFFqde+T8dRkL6DqNdHNMaBjfNdJbKzAwxVQ4yFJQReEa5y0il1hCshpAvZ7UH0uHZADgAghAlEGiZNEMFUIoTlEOHoHAmU1KClQBlWI4RGN/STzIbJpKm7fiR3IhsI6/tMRhO0VCc/B6PIhsusny7ez04fWZh6U7l+4LOQh5w75fdORDPnTc9Zgy/d+miunx8Q9/sT2X58TVasaZIMHWWXOyz6CkVHtTQAp179CjPJtuz2JEwGdYHt4rsfazoYJjnv7O2mrz1OAIzqKo25eSTrJobPrTQ0hQ+h2T5S2jmIpbAh3y+4tl9nvA55pRxiZLCCv3/XNZMen+au0bEg7YIxWAmxwO9Bl2eLNKLg2OZuwE7LV3QBKWHCCAjifpRaw8SVybAcIqpEiKpzaag3ZbUWKEcDBEY0jNxOgmQ2TDbrD9lspZxmVcnJGANcKm2I9Lx41RtpX18WpnYMue8Hp/6CRDTjwrj6kQQiwM7bqKUBtK3mJVP4JKHnHUfskTvG5256EADgewqeZ/shZif5TrQ6ujtbkUyua03diKdRsSHuknufyI+ebvLDLl22cYITqR9ok92WPb9sV4Fshbd+oE0SCpPXT8+lfhqmcUJuvh+nQOgr+EWNrpKH0ZEqhBQIK/6474fmnvoJ1QeGq5BxN5Ne38GSrkVYWOixUwf11Fr+ZLdnKz4AhAyBpMk7rk7qOEwGY3OoQmk7EXfmOPNEa03eowEqRuWmAEpul8vN+01m1X/2rQbJLGPs6yTdGJLbWZULXwV3TS+woA/o7YF8zr/v2IsREd70ld/M6OtVgsiOgA4bR0A7jkznQxzPhb9+OJ1Wp+CrdCBO/cTl9bIjVycyUZgMm1QDm75W9lyaLTdbN4Bmon6OTScjb6hWZl47GyyR+Swbfm7X+qjW91tNuh/IePWc5DWUK2G0QXnYnfD909zRbHWeJ54eBgB0FV24jkTJ7UHf4jXoXrobMDgE5Y3YHbtLtvqTnfIFqFUnx0JUh6s2VJbnSKCkBi0FyuERIDT5PpLZYFmtThwSJ2rS3hFJqAQAeIAMAS/z80sPVKCHq5CFSvrXERHtGL/Q9joILakGESJt4lHQtR8qKm4a1iKeCHychQyS6XU8147sLnoqXcu6mcaqZS1Y1nLf+P00mx4zE9I07KAh6PiY6SDDxvOvHywz2XQ+yXnWB0m7Ak78eJRf81zDTv2TNF3XTrru/WeCZLNQ6UACqnau2hig5CGohHA9NeXPiuaeJzYMQGuDYsm1S3K6CgsKe2Df5c+AEAJmYNAGg4JvmxKrATA6CjE6Zsv8gUY4VEVloILKYBXhaIBKvOToTo+Dchq09BtibKz2B0a2WTsJlrOw1C+iKF8JHR0DHnnRs9G7ugfFld2ItpXhrL9k5k+MaJ7xizMbKCvVKA1FiRAaMoybrOuyytuOWJve/todG+wAHgn48Uoy+YCYrNGdLIE48frctecBiBeJS8LlhOt3Z35XSJOvRiahEqgFy/Ema59ogE12FHezimQ2SDZOw2SXxtMGgK7N5Skz3Qny+1uqye0o83wbMjx09/IP+blqKvNc/s97XpDeftf37kLBc9BXcNHnH4qlq7sgFm8HqmN24EMUAGNDdkWcbf0wkYGJm7qrwwEqAxUE5QijY23MGUizquVAGel8kGyn2bpTjKlVR0ddYM+b7pndEyKah1x35qpN//ajP6WVyWygTPrsZftWSmlyI78BpBN9u46Mp97Jh0YbxpoPzBl/5dbkAYPGUIncttx+ScVPx9uTkJn0Mc9UK7MmCoz129PHxwmT2SAK1IfX+IWVnHKojLSttjYbZZ8EzNC3lauZ8IJjL8I9d549I6+1K2gWJiebpuiL//gc/Ms192LDFg/dXi8qfYej5GyB3z0ER1Tgy+2A3AwEFVuVi5u7g7EQ4ViIymiE0VFgpDJd76rDWKFs0FKgHBwCCmb2A2QzxgBBAGzbPttnQjQ/JSu2zIQw0qhWo8YgpGS+2pbJuBfdtQFu3KTtxsHTURJuPNcksGNBshaa4ql9hEBkkMzNHF9EPEWQPXYtA9dCZbpcpEZ++Vid7w+ZfX8N0/+MM2K7WT/J+jA5UX9OO0BHNw2V9eq3527DPs8uDalQnKHvjNPjN+3jRzNreLiKDU8OolwJsXFhEX3FLiwo9GFhwcXuXVuwqA8QowMwAEyQTBMUoDpcxeAQMDoKDM2RFm9q1NrE5jo7fe7OaWcMu0TzQXdx5uZrTSqT1XjVK6lEGnq0sQNynHEKpsk0JtkJt2uBrRYma9cCapxm71wFLns7HoCTDZZSyHRQjn1NGzS1MZAG0EIgkrVwF6L5covJ+WbDpO0LadJJ28db2SapSqb3MxXedES3mmiJysZQCTlxlwAADQFTa4PIMSjMUL/bwopuVB9nEpltlbEA/dqgGmj0D1dQKrjo6/GwbEEXHLmbrVi68cj/yNhBOKMhhgYN+gdsoByYK9OXxnNtduQ488TMdoqaId8X++G15v7ZPg2ieeNzNz0Iz529phkdZQaDiNrk3+8/eu90n2/+bmP6eFZkak3U+b6TAo4UcJtMI2T3yd6um0onDovZYBmmK9YIODJ/3zK5VeWksKOr02M27QOZr0ym+zUZnJPNiPVVSR3V1khOiqfjB8t8qLTvN+4r2qRqKZt9fhINTeLTye3xYRZxAFC72l0fXErbxSS7tny1qlGNpwADABjbXy5p7q4OVzE8AgwPd37gLs2seRkoARsqlbKrKp60neGSqB2uI6Gd2e/rI+OR2xPJ9vvLPTcegONIkV7c+HriQTm152ePn23utqNqRC5EStHY11IJ2/w9UWUyO19lLhRO0mwN1KqT6X1tcmEyv6/JhcqGfpVxqEwea/rZjNP0DY3c/KDTzelyobslDn/R1xGNhWz63kHZz62+C0E2bC550VrstqwHpR4PX3/jkel2v+igUHBQKrrwXJXOtAAk/+/GgOoYzNAY9EAFlYEKRgYjDI/MwTDJPpQN5m2gBOwXNJxrX1KincgXf/MIANsXMZpgyp1O+uQNfwFUfnSwVCKtfEgp8JGX7A/AVk6LvpOritRTQuRCpKckio5M7yfVyvx63Gb85u5031pgdNI5gGqh0j6nFibr5ftN1kJmbuqfuupkO7TWkFKm4VIkq91MsVKZ/UwaBuSMs5qOmKEKpV9woLsVnL4CorHhGXnN+W6iUO44Eq6n4PoO3nPp7+z/P0diQV8BpaKLvm7brJ3MslBwJLrdYajyVpjNmxFsGMDAowMYeHwEW7YCQ0Mz9a5oOs3rQAk0jpwkoqnLVhiCGQoHQggIKeD5Tq264So4ys5zp8arimUk/SddJVFwJAqOgqcEio795eYpGyizGTnSyejxfNirNZPX9k36Rib72onMJaQxUKK2EEgtXKIhtDZTP5K7/j3Vdoy3Zdcv1wZQsqFKma1OJqEyuz3ZOwmXdWcEGQ8mqp9/Mj2vTMjMbTciHSQ13YolF0ZI6IA/8Keb0+ujp6+AUq+PrpKX/r9MguTCXh+LM/2tpQBW9hSwu/wFzD23oXrjn/Dkz/6GjQ+MYctWO3vMnMQKZYN5HyjDELh9r/1wxMNs9iZqlePUKlEz9XNPSQGhpJ0OSNTC4fkvf1bTfe3j9rajJDxPwVc2NHpKouRKdLl2UvOiK+GIMpSwPf+F0DBGwkBCCwVtHBhIhLrxzdZno0gnodI2b0uh49HeBklMkyJ/H4hvJtMfCftYsuyiNAKuI+3gm2S6obT5HHbZyfT1TTpqXCqB0A4Xj0+0NuBHSAGjTRok6zVULKfYTJ0d9KSahE2tZ67Ju9DlQSiVm2KKpkf3vouwcEkJXSUPBU/ZZU1dhZ4uDz1dLvp8B4uLLro9haJTQdHpx8LoFpj/+wUqNz2IJ295DA/+qYynt8z2O6FOm/eBEkhXeeqI74v9AICDfmje++4fHs9VmGZqgMWHjnsGPvsrO8DGyUz/k/Wfv3ooDZCOYythnqtQ9BQKcRWyGFcmu1yFgmOgRBWuHIMSAaSwS2wZSBgjoSGhjQtjAkTGhZA2WGaJOBQKEYdFaYOogYSMaqO8pdCQQkIKu563ZUMekIRMDTiyrqnZziekRWaeSVWbHql+II4TPxbE0wM5kLlQKbODauJXaNaXMmu8VYfSxzMDoxq2NRusM0OB0i84kI4LrQ1G5tGo2dlWP0inuLoXi9f0oW9hAT0lL+0n6bsKpWJtNaqCI9HjDaLkbEEJj8FsuB/BHx/HwH1b8OTfGCbnq3kRKJNwl4S9hBC2qvKCjZ0Lf9nXYqik+erKv26G56pcE+zrD16Fd83Q65/3sgNz9z9+/Z/xyZ/dj4Jvf2S5jp1b0vMkip4Dz1MoxuGxx1O1iqQTwVODcEQFSlagRJiGSQBpdTIyDrQJERkHwmhoE0EblQuVIg2EEQQ0jEgmWVeQyoGrHASRgSMVQm1QjTQcaZvDA21QjQAp7GfpSAVHG4Ra2+AVxpVWYauVjpYNzd/Z8Jn0qQwj+/ww0rVtcah04onow1DXBtwokU4fVC8Jk1LWplxKBkFlR3Jnq5HJiPuGkd7p8o1T+udum19w4BovPS+amgt+8Vf89YEt+NZbn5fbXh8k/WXdKCzvRt+KHixb3YfFC4ooFVx4np3n1VF2eVPbtcS2DPhqECX1JPD0Y8CjGxA+1I/+RwbwxKaZfIfTRwgJIdpvtunEMXYW8yJQZgmRn4uSfSiJWtflKoRKohppBJGe9aZEJe2gnGS9YM+NqyIFB92egy5XoejI+HYAVw7DlWNwRAWOHIuDZAABHYe2uLpobDO3FC6MqUIbB5Fx0+ukggnUKpMCOm0yB5Cpbko4wj5HGwehdhBqk4ZLX0mEWsdTDJn4YpvEQyURaoMoM7I7u4Z5OmVQGi6R2ycINcJI23AXijSIJl0G7HPiJvL4p379yjnJdRokM90NsvN6SiHi1YdEw+OZDwWQtQnmp1uh4MBIN+57y+mDWrF9y2jT7YWVPejdbzHW7L0IxZKHQsFBV9HF0oVdWLaoiF7fRcGRcZ9h+13ylYz/L46gqAaAsSGgPAyzdRADjw5g40aDylxZCYdaNqcDZX2FsJMVw8matl9r7meVkuadx0f6MRL4WNnjoxoZVCKNcqhx3JqFGBwcnLXz6uny4o7/Dvq6PBQcGVcjHXR7CgUngCtH4cmRNEhKEcKRFQiEQBTm/rpUQqad6g0cRMaBiSuStlo5fqgU0BAigkQ+ZGf3jYwLLWvPj4yHIDKZIJlcNIJ4DskwmSooHuSTDPhJBv9ETaYRqgQRwsjAUTZQBqGG52YmQlcaoZOf6DyRbf1Op0aqqzYm99OqZCZMuo6tXmYHbuVo2y9zJniugnDtIK7m8Yiybts0gK1jAYp+PgIcdvTXsPole+PU847FM/dYhL0XdmFRUaIaJX2BgZKr0eNtQsnZAkcPA2EFUC4i1Y3I+BDQcPV2oH8zzJYngIf/htFbNuKBuwbnV1O36NCgHFYo54/6ZvLxHm8WHBkqaT7R5hb0ektQUKVcla4SFWflfL52xwYAdl3uxX0FFH0Hvb6DPt9WJUuehCdH4KuhuG9kBU7cTxImDpFhaOcPM5nwl/wiEAKQDoQI7bQ/UgKQuVCZDZfp09NQqSEQr+QDDQ0JE68FaT87J62ARsaFJ730cw21iid7Vg0hsr6KWf+4PX7cdO5IhHF1Mog0qtVakNS6FjTr1/1OjLeMYjZAZrcnYTMJk7UqZf2/XmNfy+nkKAkVN/FPNlfnrux3m4fSJuluz8HivgKeceBSvO3iO9BVcvGafz8OLz5wGfZd+Ai6Kr8Btj8B0z8CUSwBrg9IB6gEMEPbgW3bYQaHgNExwHEgu0uQngc4CmZ0DGbLNoSPDaH612148BeP4/EnZvvd03Tb5QPlVI0XHJNQmb1PtLMzm75ubwhpf1F4RQiviG4vhHGcXJNwVZcAHDjh8Trp7qeHEPRHWLawiFCbdNqfkiuxoOCix6vCU9vgyxF4ciRu0q7GAbJqA6QObYg0unHGZCEA5cTBMqqFy/RhCUdIu4+0wTAyfjp4B7ABUooQQthjZ5vSAeSa0zUkIuMj1H6tSV068FUtqCaDe4KoVq0MtU5DZZALl5lAKSVCx1Y5w1DDVREibRBGthpZDaKG9cDrNZ1DcpwgmFQrs5VJ2WxpRhmvGDRD0wbZwVnzp9IzXZJ5Vz0l0eMBKxcU0bduBbo9hbV9RazpvgvygSthfnEfKo/0I9o0grAcwunxILs9iIICImMnJd86hspABZXBKkxk4HW7cLpcOL5CFGiU+8sY3TyKzU9pbHxstt/5NOC0QQ126UA5UXWyPhh+X+w3YagkmlPS5t/4OgqB6highiAAW2eL++u5jgu4Mxcol5UCOF1FjAYRtDHo9hz4qoyCGkDBGYAvB22ADKtAtQJEcZjUcSUySsKkaaxMAoBUmUCp7A90rfOdr5MRfdKBcjwo5cbPsaO/7QCdzGcXh1dV/3rJxXEQGa/WlA57nTSl6ziAGrdWHQ21j8h4CLXty5oEymxzeCWqhc5qpBH6tt9mMvK7GkTx7eaVu/owmWsSzzWP5+fldByZBskkYGafpyAQCTNjvys9V8Jx1YyuzjMXLe0aw2jYA20Men2BFd1lLPIfgdt/P8y9f0TlF/dh448ewiMPRdi6rdWjz9UJJalTdulASbTL0mEtYIVVezuo5P9aFnHlLnSAnpk7tQXeBnQVR2CKEkpUUFBDEFHZ9tUaKwNhYM8/CoEoqAU6HcHY5BS/x2T2b5leC6XiIOnEATEOH8bkgmEaBGUcOt0C4LhxE7nM93tKnpNc6kcCSru/kg5U8ppp2Iz3SZvhk3kwfYTGQ6iLCOurm5m5MquZQBnqxoCZPB5lRoqPF7jqV+fJrdxTN9F62uzdJMDpeCR7MrH8TPBcBTcOlKxUjm/p374BsWwPoLTAfleHt8HceifKNz2Izbc9gb/8bnQHguQuyq5W0JnjzBO7bKCcrO/kVJ63I5VJ9rmk2WY2fCG+0aR6pzP3hYxD1Mz+gvaxDSWM2fOrVmzlNKza8BhW4+ZsAxPGA22S67SDYZNAZ4cswziODZZOZCub6fuOasfLBlEpIRzHhm3l2HDpeLXPB2gMksn9RDacirrAnt4W6eNC2imIXOUCbgGh8RBpH6HJh8rIuNCOk25PAmYSIquRRiXK98NMP5JME3W+Gd324UwGAYWhbpi6qGHUtxRQQuRCa22uzBls8o5fqxPLVM4X2//paOhAozJQQTAWwkQGvat7UFjZDdnlQo8G2Hr3Zmz40zD+tmG2z5bmul0uUO5okBzvWNlwONnI8E6+NlGrzN8urFXw6kKikHW/hCXyTbYzabQfEHGIrI4BYcWGveSiTS34ZS9AfugykAZJSNvsjDCygwbCMP8ZhKF9rEmgNFLY53oeRFKxdOKl5bKhcrxAmd2vmbQpPgmecZO8cgHHg+N4cKSC73gwwssNGIqMn2siD1Qx10xuL5lAWLdGOYB4lHm276aoDRCSAtoAQVQbKW5PtRYkk2Ulk6+QFgJRfEfNULXQUXZOUhnaOTnJevjXT2HLVtRVHccAbIYb/63IaXx2UPKzpRPHmSemJVA2C1lzTTvnPV6wTAbwcLUdald24uHf3f72cbdlmTAEqtXahkxTsKm7//+z9+dxkhz1mTD+xJFZR19zSRpdCCHBAOIU56AFzGWZNRiEQWAWAbYx7Mv6gA/27sJiwGZlsNm1JIzRggEj9C5gsBB+jY1ALCCDf7IMCBmMFoEwQqNjZjRXX3VkZkT8/ogjI6OyqrtnuquPiWc+PVWVlRkZeVTGE8/3IoZ0kFN/dVX7vSwsHAUkg+r3dQRpllXJXp1Zuw6WSDpCWVQ/23VClXPAVG4IJe9DUapL1FiC6q/n92lYv4aZ4+17q6D6xJWU7wll4Dw1JnsGsBTgqSOXuWwhl60BVVOBoo5nSaWQCeVUydBsbsllymhF5Szrm5eEsiStpc9lPq48lA2ONGG6StEWGqBPBEuNYfkqVpCLiABOQoUyIuKkRVEAvUCOcAQrUPIYW7foQ3VgP1RKNZEMySRQT9bCvlbIJBkklz7qSKpPOAfaq2mzrr3KZzW4bGAfxJ3/CnH1rgthrPT/tISTJWCMg7EUadIA0qYjmI5Qmgh1m2vTLzdp/TMldKUfSzCt2byMMMcAqSyJZZVI2teCjSfJeMPzoUx4NHlHjAExynsAYyGUW0GxtKiL/o6IGDdCBTIslVYHuue/AADkLW8zC0KSZKqo2Ijn9SozdfABoMmBooAqJDCkVKADqzrHE98UVUcELep8LmsCefQrGVweKp1hGwNm+RpzvL+tUSdB83rSynlpfudc+3ba6HNLLjNtJtcBQAxp0gSIyYnpVfQR0K+FSpHQMt9mSjkarIHcVPnxg36kUs48Xh5CEJCjqrkykyVqg68WOCkDgKRU+OQP7scrLzh9LPuOiIjQWBNCuVFJVtivlZqcT/S4Nup5idj8uPWWN5akkhI88Rkfwrf/4Q31KxcmLyNVAESghBlT9zm/s/adHgJ5dBEy5VA6MqT6pSEorgILI4C0yzShUIzAOvQRKkcrCUuZzOs+jyKbvi9nnYk+bM9vy/h3Vr6r/GWGdOaaXHJWkkvGdOAQT0sfTMoB3gVYCmaVTZNf01YH4rLhUhhZUslIBk5TFLKBBufoF4MJ1mtPZaBgCkWQjotQUgJOCQCKHOs0EdpAiGNNxHpgLArlWt3cowhi3T5Xw2dxJceyVER3jPiOWAsQSkCSEabG0HQspSYynINe8N/WvoNLQBzuQjSTkkxaUkIJiFEjFQDCDAFmBIQSKMgBglmSSy+5uU+I6tRPb3/DQOoUS9e+JpBKMyxAKB0MhZL0+qoq8ZVI6fll+svtMi6q5JJzHWRkXRV4v/S/pFxH6fs+l5SXvpiUg7NepfSkVBw5bem0RVTnzeSk9MMsJIMfFR6eUr9UpFQKOR+PyTthOlk3bBFxAH9z5wN40fmnjGX/ESchosl7ANGHMiJii0FJNbqGslXSlhNEsg5QvQIqKG5jSZ5iRBMmRqCodAQTllzmGCSYPgyBVDUqW0X1XKqPXr+INyBY4ohMlvsQyiOpstyH2daSXkIHI8wr7ynRfrDuc24Uy6ppXBmSCc5B0rRqFvf9L42KSRgHt7kxKUeDp0NTFVm/S1vhR3o+mcqUnhTSS0E0JkLZ5NSZvCmxPp5j2XVERITBliWUG0X5W26t8BCh2rpRjidi4yH0n6QJBU1GzHo5AyQF3fueNe7ZcUIoIAlIn0eSlRCANGRMkjIiBNAqpjSpfgBNMM32FsoLdyZenkRltsdyo1+ZWdeQRN9Er/IqIyZSE0JlyKXlOgoSkJ6aCmmYkBj0BbWvYWCQ8720vpZF6XNZFECaApQOBvT4723bhAIsBecJuEcufd9Lv055GOCjFIWi1NQo58jSMUV5c2YSrQO9Ql+PSCgj1hRRoRzAliGUkXBFRGiQhIE2R/y0OQd9wh+uqM3en7wYvd548owoqWr9JxWwJLEkAJQM5U1oIlcHn7RSAoiAZA7JaVhdR5u2lSgDb/z9EUZ0nyhx2+lK13DqpT0Wt80wggkM+lYWum1HLAtDMq3ybHNv2khxbkikq1fO7E71q82Bybgjl6CmbVL6WlrFUoENkEy7DifjSXLY5GVic2tup4TgpnuOYSJheOJpYyz1FBFxkmJLEMqtSCZPtCJPxEkKSsAnU/DJtLJY5V8C5g9BHd2/bDLZe8+Lyg9CAdmYzOJSAXlY7YaU6p9ZxxFLSBBQ46s4zMRdbc8F8Nj1TfuO/BmERJSwcp++W6bKvShufxtGNDm2ZNf21W/bmOmtMjpgrnf7tP0WzgeT+AFVhfGv5Eybxl0Aj7eODeZxPpdct+lHa/ulKW30uGci1ymKkpKQgtaqmIVsoMnGU9+5wSgaCXOqpA0cstXxbj/SwSN3tMfSl/VCDMQZM6JCOYAtQSgjIiI0GqdOoHHqBNIdzeoXhALzh4BDh4HzlteWyk3KHqu6ZYPK31pA9QUUPIJjlENg0ERtVT7FPHJmlgHDfSXd+mGEuE9IayLMdTAQMYqkd25yUR+RbszZjuxSApVr38861ZSYfbiAnaB0oTPlWz/RlDqfUlBSDfAZ8MP0VEz3apRLP0Ldrm/9M9NU+2IS4oJ6qpHkCThLy6AfxiHQhKAN9Ph4VO0W76OdTulAIyoq1YGAaP6OiBgHNiShtIrcUjOucSt3K81BGXNWRowDNmVQY/ck2g+axvRpkzhl9yT+6MY78Kq9Z+Ns+QWon/0I2H9gMBeih957XqSJT+6bbr33oWq4VhCqGuHt+UcqYRQ+oyi6ownVwWHHaf0YLZEUpDQ5A4P+k6xKOBGY45WUrr8+eSW+ohqSXXhBPbbPXtDRMIQR4sS9ltHubt81x+ACiBKq17FR4nU5NIEKCVXGDxOcaZ/MNKkG/SSNMpqcJ2BpCyxpokHHMwlJ2SJS2gJNGuA0reTPtPi3uR4SWuDsycmx9GmciGPLOsDK36vRzhbBhiSUy8FGMAPbUop1y4etD8Qff8Tq49Zb3ohfeOvfY2qmiVPPnMY5Z83gSefvwtnJ16B++EPgnvug5rsgjcGo296fvLiMSs5lhURWVLelEoyvBfwIaR+ynjg6n8dhScRDH0lv3VGR8TZ4ptIvXwUN/T39z8NEumF9HNoHA584etHi/neujz48IkoSpt8nFPADZ0Iy769r814aMok0hUoToN0Cmk2QJNGlIJOGqWeuwGQx8phWC5z2kNAuiKmhzmiKXKgKqZRKQYHi3sVjSGgXp7a2RuLzOJ5EbBRsSEK5mX4gx6NCbgQyHLH1cN4jT0V7IsWDdk/h4WfO4PGnHYL6v98B7rob8mhXpxOSEpY+ZB94GVRPaDJpVEnfdBuai+vMx2sBG5QzjODVBsrUEWAfvgro+TFW2w3yXgIY6EEdifTV3Doslfcy7Meo9f2+earkABkddj4sqUyYIYu0Qkid4uqt71TNhIIwCtJgIE0O0kq0WtluAe0WVLMJNBsgTUMipQQyjAWJIZRUFSCQECoHRQOUcC+NkPZiBQBVc/03GzbTOLklQVbJh5Js/nvRYkMSyoiIiJXjKY89HadNN3H2dAtnTe7D1JFvQN23H3KxD5VLqFxA9UrFSPX0Z9UXmgzlcpA0rodCaU3ICFTDGpK0XPIFVMmhgtRK5RIkuRI4U+MGMMpXMyScsoZw+tupoC33usR5J8FxKs/8LmtM8dT4XxJGQDmt3d5vl/lqZkJBEgYywUHbCUg7AZ3qgLSbJbGczECmoVXKbDzmvAadR4MlKFQDjOTmtaz4I72hzqY6ioiIWF1EQrnKiOpjxHrh2edNYUfj39Dq3wUcvA9q3z6ohQ7UYgHVL1yQjW/iVr3Cq+ayhMqnxkQoVdkP3yTtUOMnKYUEZaNJgl2bAM4fcwAmIrtun06VlMqRw2GqrQqI3CjiKL3PyiOtdYRyKZVYetsoEzjkE1RL0C2htK8AQAOV01+HJgzM+F7yNgdrJ1DtBKTNoTo56EwBmmU6uhyA4lyf5zEplEx2kNIECbooSAO5aoGTPgrVACWFTnGkqu4eD/TuwSnNs8bTwYithxjlPYBIKCMitgjOZP8AHLgH6sgh4MhR4MhRyPlMk8meKFPniBHEMVwWkLZxQPoKYA2B8vvhEyxh0v0Qz1/Sglo10pZtzE1anjqF0T8HZrnIRUnSbIT3EIRE0V/mE8bqZ91uSAjt+7rjrVumhIT0iKRPUsN4G8CQRhsdDq1KUveeuu9oQsFMwvyiL5DmEkkuQXpF5XxRoPSvtDkxx4F+B8gSEMqRcAmiBAQazqeykA1QsjmUSWvKjuJExGbDhiSUdT+kWC1m9fBJsgcvmP3WencjYpWh7rgV2H8QamERqpND9QRkJ4fq60G/+da/cet2//CFoxsLzLQ+MVlrKE8B9Je592EATBBUU0f2nDonAAqm1/Gq6Eghh6qISirIXDrzcUjghh1DXVvAoIrovw8Jp6whlWH7/mdNSr2c5sVg6XYflCrzZz9X/6qEkoFyiqQt3Tnhba4HEa82OU27QLOpo8PFmCJYsy6QpTooSEnwRJpSloB1lxSKQ4FV/CeP9O/CjsaDx9NHg+X6PobrxfFvgyEqlAPYkISyDvHHFBExGuI7P9RE0pi2lZTDk5HbHIpSlemAhphzHSEakw+lzCUEqal2M8K8PAqEEaAoyZHMqyQ59Dn096eJk9CEMjwfIwh2naqo91VPFCtkMlAU64igvywsyS6NwDuMUPrlwu2rPzZyMyrolJYKnCtwLsF5AcopZKHPhcwFRC6hhELiBwslXV2NR0pAjmmwzDpAjwM8B2QDAMC4BCggJQUoQE31HlsqkmLIb2MNEANoIk4GbBpCGRERMRqqVwySq5TWm7YNufGTl1uVblhwiOiPJ6eg7AsIVRIUOYIwhn20CCPEw88lmZQVgun2ac6DNIFKbt0ac/eoaPilyOEwsldHIsPlziugjlD6CqUa3NbCppp072vyoXOu00/qtJUSSmb6XLQTd+4II5XBhDECIiUwJhOz6i4ALQYIV24IUFKnyKRUJ5iH1P8IBTUlIskYSWVExFbHhiSUUeqvYrXN/a9Ud+Aj5PxVay9i/ZH/xa+4qOUy+EQP5o3//DkAQO+//1KZazIXjkzKXBPFuiAOwDPNjsnkLQoJQUYHveh+Lb2OhTOHe8cow+MN1EJLIH1SCZRkzWLY++V8HtherWDdGhJap1KG/QVKwiilRx4VQOWgciklIHnZHqUKhAqXz5P1C4g+A+sUkCaVEWlyc/eNSaHsdqD6qQ4EYomu2kMoQAtwnkERBgl9X1FFIaHrkI9CdLOKGAlCViflDxmTW8gYsCEJpUX8MWusxXm4dPZW/MbMzKq3G+IzMxeiDRav5Rqi+Ph/0G9M5YYy2x4G1UmfTOay4js4kkyiNNOuNayZ2f88sM4yzM4hhkVA1/kt+iSyTvnT61Vf3X6W6NJy1Mdh6y2laEqpS3rb93Vksg6u8iIFIAcrMbq2iCkTXkiIXIBQAtEXKHoClBfgCYVaLCAbmS4NScZzzyArgCzTMqrIgYKXeQIJBWcUQgkQJSHAQYgEUXr4W8h/gJQuIqGLIORZrsmN9sxaKljHXx5N7BHrgQ1NKCNKbKXIvzjzX13w1/5vAED+sVcCOZD+5mcBAP2rXlqmCRKl6haSyVEpbtYDSihYnXWYeTkkt8MCccLvQn9G34Tt2i5kLYkMlT/dj+rriWIpsjnUd9Iza9eRX2CwwmIYC2DN38N8K4HqfnylVxYSoi9AWK6JZEIhAEg+JvWl2wV6DShKQViia40Tav70JIszDkWK0pcSuVMpifHZVf2/A2n8omv2xlP24HkPxGdVRA3s/bUa7WwRREIZEbFFQBIK1fMW5NIF5qhc6vRBnaKSAgeo8QFcQd7DtQBhOu+hM2kPiZK2qCWMNcEuevlgUEwYEGMDWeqIpN62Xqmsw3ICOEeZzIetN+z7OjLpE0S/X7Y0t1/SO/SfdOsTbxsO8NSkEeLUpRlSUmlSSXOAaYcLOVjpc23Q6QKdBkApVJqCGB9K98cEwBgIoeCUA4wDoFCgkIqCkQwosoFcq6eeMqb+R0RsAWxYQhkVrCo26/m4dPZWTE9PV5YNq4E+Cpv1+NcTjkz2y4o4S5HJ6vaDkc/jQJkXkYIwQNFqSh+fo0mpQBgZqVC6zyeYRzPMd27NwnWkcSVEMjQvD91/jaJo9+/M0UO2C1VHSyRNtcQKqSSU1PqLOsLJKZJ2AsopWJOBmoTnFspkDlB9AUXHdO/0+0Cvpw8sTXRHTT1xTSgLTSIJBSh3PpYEACMUkAUghH718Njb78Cx1z0Toi+w89pvHlfXVtv8HM3ZGwQxbdAANiyhjKjHVjEXr9TfZ6sc92pB3vQW0Gf+z+pCk7ql/z9e4mpyq1xqMmlM3BaWNIREYBjGmYfSouybduzziY7tE6WkQirdcbFSNSuXmXrVQla289sDhj/fpTQR0XQ0mVwpfFK40vZCMzayKqmsRG6TUmFMU8272m2g0WYmaTkbuB9kLpxbgD1XvMFBEwre0GTSblfJA2rvuzEplKqXAb2+Y8YKAJpNndh8gFAy51vpzI12PSmhDl8LLB4FedBvAwAap09CzvZx7HXPxLaP3DSeA4qI2ITYkIQyEofhsOreVjpHy1Ust5If6fFCfucdmjk0G5Xl4rOvra5oyWQnh+oLRybtwK9CMuWRMfsZGL86CQxLAWSZk0eKDYkc/GYp2PhjWbsdRf0x+5HRgFYEV4JhfLxOoQzN1eH7p+8rfwP/eM6e6veGVPpqpDNVc33rNJtA2qRoTDeQTiZaZWSl0ujn3xQmQMl+ZyvmUJPonCW0LONoyjVKIUElhSpWybl0CahOAdXpgfiqUSGg0gRIcxCeaPLok0oLax7XBw5IAbW4CPW1N0MdOQZ2+gSQUCSHgNnX/xxmPvz1sRzTUgifg1G5HDMIWZ0I7RjlHRERsS6YnNBhtkU1JyThlu3o+tzSEEkIBVACSplTMB28mtgyMCtbUKwvqRzIJ8lMGHLNOo5v+aolHYxad6TJlhiUCopWSxYSqUCDCO8Qy1029HvmkdOaqGpg0J/RD5qxaGrXQaRpqXJaP1BKS7N2mgKNJkE6mYK3OJI2B28lSNq8UrfbBmrJQlYIJaDPNUsoWKM0ddNkxL01pntHzPUhOQPJBWhRaPN3mjopVtlkmpZZA/VysE3eOTcPZDqnJUkYSJOB2KpAERERtYi/j4iIDQx19/u9aFUK0p6AyrS/mPzG7wELi3oQTFMQLgHa0RtaApDQSlk8/zvQ0oyt64bIoVVnQmI3Lgzzg3QEx6/Q4vlShqqlbxK321d9LymY8de0aYP0UjXSxzEkgUuZrIcpkVKiQjDhCWhhkvFwH0/40aBi/42zS9VycgJotrXfYzKZIGlxsAYHbzLwFneE0D83NguA5BKsoZxCSSgBb3KQBgMSqslWUu2Qy3UqJDBE7V1tqE4OmWYguQAyCTKRgaTGts+Zfg3t/xZh8s+iAHp9XcJ0PnPuIwCq2y0Ty7HADCs3vNL9HO+2EceBGOU9gEgoI9YdK334jcPkf+FTPjiw7NZb3rgm+5Lf+D3Qp7+v/Pzj9wGUgiSJrk3MeGmik7zMM9ls6Nx7gLOb0qkOVKcAMVVtSMIGB0FZlgAkGF9JxePFSoJpQl9K6h37Uq04P0spHLly7SzDDB6axEet7/q0jAhvnwcxrkndj578SBBGwBKGh/zD9wa2sYE2lALtGY50MkXS4kgmU/AmA2swsISVxJB5HcuFVrUlBWWaWFJmSBgjoO1Eb5dSd385n1Wh1V2VCxChQMZEKCG0Mg+h0xiRXIIkOZD2QRocxEYhDQukCLLDq14GtahVfldNymD+Pz0bU3/+1VXr+vE+y0a5AB1P4GNExIliQxLKreYjuBbYKv6Ex/vQW6tqSvsWFvBvxwo8/U1PxW1fvhPztx9y3134lA+uGqmU//KH2ixXiAqZBACSprraR9LQEal+AIEsdF49yqGmTfiFx0To9KL2J8sF0CP16hF0FR0FuaRJklDizN7roVKupBrOUgjJpao5JhfoE2w77Nhtvywf09uP7sdyA6Hsur5vIjN+izq1EgXjFPe+4ImuzWwhx4O/ehuedOcd+PHeC0ApQTrTcISSt7U6SRLqFMZQnSSUaEIotbsEg1knMeSzyUDbiSaSwfa2DRsINoyIrwVUrtNjkVwAndypp67fRq0nQy6Qsr+jIJhN9Yuy3v1xwj6f1oLkLUUsl9ou4jixTgrl1Vdfjauvvhp33XUXAOCCCy7AO97xDjz/+c8fWPcNb3gDPvzhD+OKK67Am970ppHtXnfddfj93/99/OQnP8F5552Hyy+/HJdccsmK+rYhCWVExHrh1NYPMZNOYeLZD8U5Z87gH795F352w52QfXFc5q6hSBOtLtalVbFkMm1rh22fUJKWi0gl7Rmg9QBUt6vNdGkKZDloofsqF7KyTaGgpAQRShNJABhRmtsP3gGMCTlftaNfEj6RHKWgktBU63+3BAkc3qZ2ALDXu65CkO3TKJJNQr9ClKTWD4AZ1l8X6MIIKCUjA2EsJr19Tp0xCQBozDS0ImmURUcC6wiWNJMM245579ZtcNAmHyRovusBANVkQCZBx5TYnDQ5CKOGCAqtwiM3pJdqNdX0kyTUqKqe6Tu8VrmsmsJZuR6VW8dEGbH5cNZZZ+G9730vzj9fl0++5ppr8KIXvQjf/e53ccEFF7j1Pv/5z+OWW27BGWecsWSbN998M17+8pfj3e9+Ny655BJcf/31uPTSS/HNb34TT3nKU5bdt0goNyF8c0ZUc1cPc9kdAKYgVIJtTY7zzpjG4UefhrkjXXT3zQKU4pm/+hnc9JeXnvC+SLsNVYjSZO2DcSBpAjYy1amURL8nntkuaYBOvgSA9rdU7RbI9CSoNKTA+bJBD5JGaVGQIJKaGt1lgsUwjQ6h9Tke1xMVv0lafV8XvV4Hq0KGKmUYsKOkAqtLfZMM7j9sw/bD/0w9tZEmrPq9DS7ytgujp5l1YbBEmpGKyuyT5YndE6CMDvo7euQKXt+UULr+ey6rBJEaNdOolM7c7bUxcB4oARIFulolhJYAaRmzdr9wifwtVC41yU2NMk/NNbfnsY4YC1Wm3upzyEYBlVConoDq12X7XB6W+6xeDf/J5ewr+l1uPrzwhS+sfL788stx9dVX45/+6Z8cobz33nvxm7/5m/jSl76EX/zFX6xrpoIrr7wSz3ve8/DWt74VAPDWt74VN910E6688kp86lOfWnbfIqHcpFhLE8o4sNH6/UDvHlC0QIhELlvIhAIlBBPNBNt2tfXgApS2zRMEOed3QADI7/93bf6mFGi3QJoTQNrSZNJW9CDES8hcVvig5OnApN+oCfVtNkHaOSgA1Su0KikVCJNQzKuRDQDC5HekxAXmDPTVDLK0hjytFQijUKZvwLBo7yrs+j6pqlMJLXlitIwCl1IBSVBhp8YkTgKyBwyeF59Alu9NVRmzzEZIh6ST+sflE0egJG++suZDKhAAnbdp0xebaeh1beLxkAQGwVqEEqPsUU0sXfCWJl22rQE1z/WXem1Bq53JeNQ80uSgnEExAkUFkHruHJYseqS4orAmTGdJCEoFEetPWQiQTg7VTpz5u/cnL3b7bv7nz4/lGFcDG+25u6mxyonN5+bmKosbjQYajUbdFg5CCHz2s5/F4uIi9u7dCwCQUuKyyy7D7/3e71UUy1G4+eab8eY3v7my7OKLL8aVV165zIPQiIRyC2AzqZQb7YH2s4UeOOmB0wQKElJy9OUUjvb6WMy0EjEx1UCemSCXVSZV9NFvh/zB5QDnOgiHJwBPS/JImadQcgjFYTMvDnSF0LJSSLsFQikI7+lcgHlpstdKFIw5U6uUBLQMYpEK0iNn1Ko6YjzkgHJNvtQQohaiJJCGCCyRTHsgQbqQWtFFtT61VSFtUu9QXRxGdocpjDShleAW59/qkU7/MwBH3iqkcglU1vCVN1859fcZRjxTWb43/an4Sg7zQ7SRSV5YOuHHr+atBLTFdR9zrcSGgVwD/bekkpIyQadNK+Qfg5QgUoK0cyDLtFXB+FcC+t7L/+JX9Pt+gfQ3PzuW4w1R91xdSW7fiPXH2WefXfn8zne+E+9617tq1/3+97+PvXv3otfrYXJyEtdffz0e+chHAgD++I//GJxz/PZv//ay971//36cdtpplWWnnXYa9u/fv6JjGDuhXI6ytlnI0UaANX9v5CCdjfrQuv1IB01O0eA5CLQyuZg3cP9CD/fOdrH/cAfznQw8oZiaaeqUKWuguNAL/hvUz64yZu60JJUsMQqlJpFCcUiVQCndh4GuWIVycqIsh0IpSFGAFAVUogdBCkCiAKQuPefIhSNVUmetsZ9NlGs6Jn+4ZCJBmlYfTXVmbFu9xy8lWdmmRim0y8OKOzKXkF5db5+Q+OpimXuRavPzMITqolX4rJna9o8Nkseyn8EFDsnkMiY3FYV2GHEN+lBL3H0TO3QAC6FUT0qEgrKqp1W4bd/5eIYY0kpAm9y4cAT3gm+Sr6QOMn9hBLj/2UdRGNVSgfgF34sCyHKoTg/FJy9zyqjKJZJf++RxHU8MptkEWOWgnH379lXKFI9SJ/fs2YPbbrsNx44dw3XXXYfXvOY1uOmmm9DtdnHVVVfh1ltvBVlhwvRwfaXUituICmXESYvJFGiyo+C0j8V8F472gAc6Pdx7rIP9hzuYXeij1yvAOQOdIKB0MJBi1UCZ/mPG1E0ZwDgUSSEVhVQJpOIQVjarbYOCpI0yWtUmUOz19Hd2gDTECE2uTflDzKdKmMHZ+JOxxRp/zzVAemobaaP+OJXQfqDK9MuqqRZ0GGkLj9GSDhPRa9sJg4AsGaXW/3CY2bmGxABYFnkcSRx9Ijxk+UowkkzW7T+E768pvKguE7ClfPMyJcsrUr4aSFMg5ajteaWQORlOKiufebmu3wYQJA+FLjJQFCC9PkiWOYJZ6x8dETEE09PTFUI5CmmauqCcJz7xifjWt76Fq666Co94xCNw8OBBPOhBD3LrCiHwlre8BVdeeaWLDA+xe/fuATXy4MGDA6rlUoiEcgtgI+cc+8zMhWhjCRvkKmC5Zv8fHeuiwQmabBZTySI47aNT7MBsn+BwN8PhbobZhQzdfuGie5MGg59p+j9d+23k/QLdxRzzsz3M3jeP2e/uP7GUQjw1qqT1m9Qm7pBMWnWyDuT01wMA1E+vKAc7q1RCD26kCRBuSuJ5PmYASpJhSaSJ+LUKJWuN53FBd7ZAm0nZF6AapZ7rV5tPk6FKlBzxc2SuPGd+ahhY31JLmP39uc6QirI40vQcBgCNUB/Dfi0FEl6jpTAkkl1BmlybOiVQpc9BgE9lOTzXAr/tumOmEsgJkDCofDwm75FZ5f1E5hXCSMvvKp8D4mm389uz+7SfraqZJZpgZhnQ45B/9x+BooDKCmcmByPgr7x29c/BGsAmmRAjMkKctNhAic2VUuj3+7jsssvw3Oc+t/LdxRdfjMsuuwy/+qu/OnT7vXv34sYbb6z4UX75y1/G0572tBX1Y+yEcqMSn82OlZi6P0n2oDMqZ8wWRjvJ0eZH0GTHwEiBQjXQEzM42uthrl9gfrEkk5QSpCkDTxgoAf74kscA0ISyKHRFFUIJ+GSKqUfuOrGOWV9JYqK5GXcmbksmpdI/VwIJQoYrP/TcN0P+5H+WA520peYK8znVpjugOthaSOV8x6xJT0kFmo7H5M22N8FahlBac7aNupUlwVVSR++GgSaVZO5++hvv+JSQpQqbS0ee6zsU+Az65NDfxhNVnUl4BFSNeufMyHY/hvhZP05HBIchqMXu+0G6/joyafZpyfhyc316rhF12ylDwlWiA1rGgqLQf8sJlAiJ41JkElhetnoOgDZNP8z5zqw7idRuAdDXWHz2tSApB33RR47zgNcWU1OmwlLTZDjLtaGj0wXm5gC1sRI/nFR429vehuc///k4++yzMT8/j09/+tP4+te/jhtuuAE7d+7Ezp07K+snSYLdu3djz56Se7361a/GmWeeife85z0AgN/5nd/BM57xDPzxH/8xXvSiF+Fv/uZv8JWvfAXf/OY3V9S3qFCeJFgvIn/p7K2Ynp4ey/6Xo1I22Bwm+UEkdBGFaqKT78bhTo6FTGCxX6AQCpxRTLRKdkAJqUTyUkrcX5oyTG5rQk2PjsZbEpQDjBmVMtXqpKwqk0pRRyQJBHrFrQCAJr9wsLnz3gL1s6t0DWPdaaNUhisGZtuweLV5T6QEISPM7asIun1C5zo0+1eFqJje61QxG3Th/OWGlKRxPnZWgc088zkwSJa8ZbXwAnf89Ymfa6iS1icgJsGxVMzIkpQEkxm/T6Mq+pVpKv10/qU1BJl5Kp33WWF4jtW6KHnnCmH6X7cvez3kmAil6uZQnFav/0DNSt9lICCT7nfi3TuV34Eql4UI7zXbXmp+T4XQLicJK3N8mr7Iv329a3cpcjmuZ/gpu4BdO4HpnQma25tobm9CCgXRL5B3C/SO9nDsgQLHZoFjs0A+xvy0GwqE6L/VaGcFOHDgAC677DLcf//9mJmZwWMe8xjccMMNeN7znrfsNu6++25Q77592tOehk9/+tN4+9vfjt///d/Heeedh7/6q79aUQ5KIBLKiJMMnGRIaBcKHJmcRK/YhswM4q2UgVKCiSavkMaEElDvR885RaOVgHOG1kSiaz+faCUXSyRNII5WJz0yifLHT4gEhQSj/SXabGh5gVLAcslhtf8CAgkpBwdRMR6FEq0mMNEoySxQVU191KlKI/zeStVVVBRYSFklmx5x9f01LQaiiL33bq1QufPN7d6rktXPlW2G+GBW1vSDkjxXgEofKr6YNdHkQODXackmBk33nruAO1fBvmyKIZmNx+Qt5zJIAZCEQtn0SH4Ut5TGCjD6/tAxRWL07wEYNKHX/a5s4I6PMG+nneiMS8ldAkkCtNuaTE7snsDE7gkkZ02BTqXumFVf4KwjPcjZPnpHe1jYv4h7ftTBz+5e586fJPjoRz+6ovXr/Ca//vWvDyx76Utfipe+9KXH2SuNSCi3IJaayb5S3YG5uTn8xszMmHq0tiCk/plev64AICENYVOgSJnCZMrQ5BSFrQxDSMWlUHo2HmsGl0I6MllHKF/+J1/DX/3nZy3/ILgmkwra1D24ijT94ZhIHr10m85fDIODqBvomHnPqgqlXcd9J8cWsevSuPj9DF+BINhiCf+38JgKUY3StQTTkoCEGvO6rkkNqirE0ubJ1G0OMTPXqYU15E9vW28+1v3XFbHD3JuVbTyC57fj6nD72w0zmXvktUIkLUEM9+3v14NLMI/VKZm5HDh3COMT6+Zf4b3hw17/YeZtSyL934QPSgGqtM9ouL31o8zyWmKpz48lk/r+KK59lbt+/LX/e2B3SbJyNXCl0eKF4f80YWANDtZOQGcaYKe0QdrNMr1SIYBeD425HiYPdTF1xkFMfusgbv/hyWQOJ6vjQ1kfSrYpsSEJ5WbKq7gRsZHO3VoG5RACTE9rEc5arr5x9h7s2A5c8L3lnQNKCjQ5ByXEkUZfjZRKIRMSi17ljWZD/2ykVJBKoSgkimJwwJFS4df+1/8PH/uPy3BsdoE4FNIoktJXJSGdSjmVPKKyaSH/EZxeNOQAR6h2upOD731Fxh9MkzGpKJZQ+oEWo0yNo6J3Q/O3f1x2oPcH/UIPloQWpS9cLrVZOFQoRxDJMPgHwADh89tYiVpZ+d6LTrd9ce+9/o4q82grIrnvPGJpo+YHlMrwmC0c+SXV4xsnmBdA5d8HPqREyTprCOMw9w8LO0lxvy1RruOlErK+nRVibf1iZdV/V+XSJaAXn30t2Ms+XunSy7LlF7NYaZUc2+6vyMHt8r/4FU0mJyf0X7ulf59FAZrloHPzmJpMcZZUKIoHcMePl9x1xBbFsgilMgNtt6aKxlrhI+R8XDp769j2d7LBZuVXazSdXOt7ptUEJieByWntOM5Tkx+QU4iEDVQdsJjLFoCkD6CPnlDo5Qkg2khsUmyrGoCikBRSSGSFwGwnx0dueQALnRyJ0hHThVQgUkEIAZEVA/vsdxYwNQX80Rdvw6uepLAtPW+gP2r/X+qa3Y0JIOdQjEAoAalyFGrQL1MqDpVU96PULIT6Mjh9anX57CJUN4Mt1UgoBcio602MvEChJPTAqAh0aUaJOUt61viemcskwApds3wYIaEEsPcW8YmlCUTyyQTz/EhBg+MigKT6Tyht1hfQaXAEgEJAFabcXl6mGFK5qOY89H0JfXLoRUYP+h565FGViqLb1p6XOnLpkUa/XVlDJi1WkvKKUi/IiZYEExjMCTpAQDkFkboSzbw9njW+Z+azAqRfgBAGkgNEKaCw6rzU/sn2+P0ck6NMG3Vq/VJpkKTSIdE2mK0I3AEs7P2SV5VvJBSkoKCtBHTIM2w5AZXDnn+j0IGo3S7v5mCdTOfJbSoQ0gSSCSAhQEsBrRkocKCbY2chMHn0ARw8tOLdO9gxY63umVXDcs1iy2lni4CoZVy1e+65ZyCLe8TWwL59+3DWWWetervxntm6iPdMxEoR75mIlWKt7pkTxdzcHGZmZnDsZx/B9HR7FdrrYNs5r8Ps7Oyy81BuVCxLoTzjjDOwb98+TE1NrThzesTGhFIK8/PzOOOMM9ak/XjPbD3EeyZipYj3TMRKsdb3zGqBEAqyCj6Uq9HGRsGyFMqIiIiIiIiIiJMdVqGcvftjq6ZQzjzo17aEQrl1qHFERERERERERMS6YENGeUdEREREREREbFhsoNKLGwVb50giIiIiIiIiIiLWBVGhjIiIiIiIiIhYCaJCOYCtcyQRERERERERERHrgqhQRkRERERERESsBITov9VoZ4sgKpQREREREREREREnhKhQRkRERERERESsBLH04gC2zpFERERERERERESsC6JCGRERERERERGxEsQo7wFsnSOJiIiIiIiIiIhYF0SFMiIiIiIiIiJiJYgK5QC2zpFERERERERERESsCyKhjIiIiIiIiIiIOCFEk3dERERERERExEoQTd4D2DpHEhERERERERERsS6ICmVERERERERExEpAySolNo+lFyMiIiIiIiIiIiIARIUyIiIiIiIiImJliD6UA9g6RxIREREREREREbEuiAplRERERERERMRKQIj+W412tgiiQhkREREREREREXFCiAplRERERERERMRKEH0oB7B1jiQiIiIiIiIiImJdEBXKiIiIiIiIiIiVICqUA9g6RxIREREREREREbEuiIQyIiIiIiIiIiLihBBN3hERERERERERK4AiFGoVzNWr0cZGwdY5koiIiIiIiIiIiHVBVCgjIiIiIiIiIlYApSiUWgWFchXa2CjYOkcSERERERERERGxLogKZURERERERETECqDAoMBWpZ2tgqhQRkREREREREREnBCiQhkRERERERERsQJEH8pBbJ0jiYiIiIiIiIiIWBdEhTIiIiIiIiIiYgVQIFCroMkpkFXozcZAVCgjIiIiIiIiIiJOCFGhjIiIiIiIiIhYAaSikKvg/7gabWwUbJ0jiYiIiIiIiIiIWBdEhTIiIiIiIiIiYgWIeSgHERXKiIiIiIiIiIiIE0IklBERERERERERESeEaPKOiIiIiIiIiFgBYmLzQWydI4mIiIiIiIiIiFgXRIUyIiIiIiIiImIFUKCrlNh86+h6m/ZICCHL+vv617+O1772tXjwgx9c2f7BD34wXvva165af37wgx/gjW98I/bu3YuJiQm374iNg412z4R41ateBUIIXvCCF6zZPiJWho14z1x33XW46KKLsGPHDmzbtg1PfvKTce21167qPiKWxka7N1YyBn3iE5/AK17xCuzZsweU0oG+RUQcDzatQnnzzTdXPr/73e/G1772NXz1q1+tLH/kIx+Js88+G7/zO7+zpv359re/jc9//vN4/OMfj+c85zn427/92zXdX8TKsdHuGR9/93d/h89//vOYnp4e2z4jlsZGu2c+9rGP4dd//dfxy7/8y3j7298OQgiuueYavPrVr8ahQ4fw5je/eU33H1Fio90bKxmDrr32Wuzfvx9PfvKTIaVEnudr2retCAkKuQqa3Gq0sVGwaQnlU5/61MrnU045BZTSgeUAxjJIX3bZZXjNa14DAPjrv/7rSCg3IDbaPWMxOzuLN7zhDXj3u9+Nq666amz7jVgaG+2e+djHPoZzzjkHn/nMZ0CpHoguvvhi3Hbbbfj4xz8eCeUYsdHujZWMQV/60pfc/fOCF7wA//qv/7rm/YvY+tg61HgE6swNdZibm8Pv/u7v4txzz0WapjjzzDPxpje9CYuLi0tua3+cEVsD47hnLN7ylrfg9NNPx2//9m+fQI8j1hvjuGeSJMHk5GTleUMIwfT0NJrN5ol0P2INsdHGoDhenThslPdq/G0VbFqFcrXR6XTwzGc+E/fccw/e9ra34TGPeQx+8IMf4B3veAe+//3v4ytf+QoIIevdzYgNhNW4Z77yla/gE5/4BL71rW+Bsa1TMSGiHid6z/zWb/0WXvayl+Hyyy/H61//ehBC8PGPfxzf+c538KlPfWqMRxKx2ohjUMRmRySUBu9///vxve99D7fccgue+MQnAgCe85zn4Mwzz8RLX/pS3HDDDXj+85+/zr2M2Eg40XtmYWEBv/Ebv4Hf/d3fxWMf+9hxdTtiHXGi98xLXvISfO5zn8NrXvMavP3tbwcAtFotXHPNNXjZy142lmOIWBvEMWhzIZZeHMTW0VpPEF/4whfwqEc9Co973ONQFIX7u/jii2PEdkQtTvSe+a//9b8iSRK84x3vGE+HI9YdJ3rP3HDDDXjVq16Fl7zkJfjiF7+IG2+8Ea973evw2te+Fn/5l385noOIWBPEMShisyMqlAYHDhzAnXfeiSRJar8/dOjQmHsUsdFxIvfMP//zP+ODH/wgPve5z6HX66HX6wEApJQoigLHjh1Dq9VCo9FYk75HrA9O5J5RSuHXfu3X8IxnPAMf+9jH3PLnPve5mJ2dxW/91m/h0ksvxcTExKr3O2LtEcegzQWlyCpVytk6bgyRUBrs2rULrVar8qAOv4+I8HEi98ztt98OpRQuueSSge/27duH7du344orrsCb3vSm1epuxAbAidwzBw4cwP333483vOENA9896UlPwic+8QncdddduOCCC1atvxHjQxyDIjY7IqE0eMELXoA/+qM/ws6dO3Huueeud3ciNgFO5J75hV/4BXzta18bWP6KV7wC5557Lt7znvfg/PPPX62uRmwQnMg9s337djSbTfzTP/3TwHc333wzKKU4/fTTV6urEWNGHIMiNjsioTR405vehOuuuw7PeMYz8OY3vxmPecxjIKXE3XffjS9/+ct4y1vegqc85SlDt+90Ovj7v/97AHAP/JtuugmHDh3CxMREdKbegjiRe2b37t3YvXv3wPJms4mdO3fi537u59a49xHrgRO5ZxqNBt74xjfiT//0T/HqV78aL3/5y8EYw+c//3l88pOfxK//+q9jx44dYz6iiNXCOMeg22+/HbfffjsAYP/+/eh0Ovjrv/5rADoR+yMf+ci1Oswtg1h6cRCRUBpMTEzgG9/4Bt773vfiwx/+MH7605+i1WrhQQ96EJ773OcumUPs4MGDA1GW73rXuwAA55xzDu6666616XjEuuFE75mIkw8nes+8733vwyMe8Qh86EMfwqte9SpIKXHeeefhAx/4AF7/+teP5yAi1gTjHIM+85nP4A/+4A8q69pt3/nOd7rtIiJWAqKUUuvdiYiIiIiIiIiIjY65uTnMzMzgpwe/h+npqVVobx7nnvoYzM7ObvrSu1tHa42IiIiIiIiIiFgXRJN3RERERERERMSKsDqJzRETm0dERERERERERERoRIUyIiIiIiIiImIFUIquUmLzraPrbZ0jiYiIiIiIiIjYwrj66qvxmMc8BtPT05iensbevXvxxS9+0X3/rne9Cw9/+MMxMTGB7du347nPfS5uueWWkW1+/OMfByFk4M9WcFsuokIZEREREREREbECrFceyrPOOgvvfe97XeGLa665Bi960Yvw3e9+FxdccAEe9rCH4QMf+AAe8pCHoNvt4oorrsDP//zP484778Qpp5wytN3p6WnccccdlWXNZnNFfVtW2iApJe677z5MTU2BkK1Td/JkhlIK8/PzOOOMM0Dp6gvV8Z7Zeoj3TMRKEe+ZiJVire+ZE4VNG/STA3dgahXSBs3PzeO80/acUNqgHTt24H3vex9+/dd/feA729+vfOUreM5znlO7/cc//nG86U1vwrFjx45r/xbLUijvu+8+nH322Se0o4iNiX379uGss85a9XbjPbN1Ee+ZiJUi3jMRK8Va3TOrhdX2oZybm6ssbzQaaDQaI7cVQuCzn/0sFhcXsXfv3oHvsyzDhz/8YczMzOCxj33syLYWFhZwzjnnQAiBxz3ucXj3u9+Nxz/+8Ss6lmURyqkpzcLfj3PRWie3y0tnb12X/W5VXDPzOPw2fuqu7Wpjte6ZRgo0m0DCgXYbmJoE2tsbaEylaG5roLG9CTqdgrQ4SJODthKQBgOdTkFf+EHXjrr7apAH/T+VtlXxVf2GUkAU5ReMQ6AJoVLksoVMttErZtAtGjhvpuVW+8rPjmAxFzg828N9Dyzg7b/wiEr7r/9fN+OMs6fxqPN34Zcf9mPgwI+BIgMIBRgH0hbAU4ClAE+ApAEQDqE4hEohVPnzpJBgNENCnwwAyOU/g5Oe6zfhzx56DtV9H9XHSKjZBwMI0cuWgpSmEYW5+S4e9OjfWvN75u7b/hTTkw1ASUAKfYxSAEpB5RlQFLpfMjCu2L5aUApQc5yc6+OnFMQ7biWlbr/TBfp9oNcHuj2g14Ps5kCuoPoCsl8AuYTKBVQugUJC5foPQgFKQeQCSijTrtJ/wutj0F/pfVbD3nvt2c/2vQzaU+H5AEBoVbWj3mf7HWEEhBIQRtxyfzt/G5j13LaUgCYUlDPALmcEJKEAp1jIBc7/H19Z83vmp1degpkdLZBmA0gSgDPb+cH7Ivwcwp5H/3wqWW7r/SmpyvVEeD28/Uj9vapb157/BgOZagETbWBiAmTXTmBqFzC5AzmZRsqeuMTZWHvI714OpAnIKbuBbaejS0/DYn4q+mISnGaYTA5gYvEHKD7/97j72n/F7f9aoLsyNzx0Idd0bNqoCCdGoyoWff/738fevXvR6/UwOTmJ66+/vlIu8wtf+AJe8YpXoNPp4PTTT8eNN96IXbt2Dd33wx/+cHz84x/Hox/9aMzNzeGqq67CRRddhH/5l3/BQx/60GUfw7IIpTUltEDRXqecSZs9g/xGgyV5a2UmWo17JkmAybYmks0GMDkJtHc00dzeQGPakMkdTdCpFLSdgLQ5SDsBSRO9wb+8G5icACYnQKaaIME9pHpcDwxKAsy8Sql/FUkOMALFGDKRIJNd5BKYbp7mtn/waQRHewUU7+DwIvDf/vbH+LP/8AT3/af/88UAgE98716o1kMxc3oHyLp6H4xrEkm5/mNME0uWGkLZgFAcFNKcTwlKEiRUH4OSBCgYQBKAUBA+/PehOlOGQHJNKHmqyRUZQijt4Bm+Mmb6srb3zPTO7ZiebAJKAbIor5EllyLT5NIRS/9PacJpQekgsfSJtJRAJoGCApICOQAqIXMFmWkyqXIB1ZeGUGoCqXIFmUtHGmUhoYTHO9x74hG94LyZ41VCuu/0uuV6KniVBPq+FEofk48l5geWMFKPMBJGQBPmSCStIZeVV285Zea8ekRSE05veTKe58z0RIKZyYaefTYb9dc5/AM88ugRRmKWVR5blphS975CJiurmvMRTtjsNrbvnOl+pgmQpuYhNwEyOQk0J4HJnVDtnegUOyDkBLqyi76YQiYIzvcmtv/n7qN4zoO2r/jcHRee+ceQ33o7QPogTYJmqwnROxWziwzdQmJB7MTpu87H7pcVmJjLsG3iZ7j9th5mZ1e+q43uwiDBIFeBD9k29u3bV+E5o9TJPXv24LbbbsOxY8dw3XXX4TWveQ1uuukmRyqf9axn4bbbbsOhQ4fwF3/xF7j00ktxyy234NRTT61t76lPfSqe+tSnus8XXXQRLrzwQvzZn/0Z3v/+9y/7WGJQzkkKRgEsMVFfa4TPCzv2c67/2i3NB9ttoNFmSCdTtHa10NzWAJ9KQWcaYDuaoJMpyEQC0jQP5WbTNMIGBxYfeQ8ocv2a9zV5UbIkXkkTJGmgkbbQSJoA4QAe5DY/a2oBTT6DuX4OYFAxskgThoX8NMw0JvQCUZiD5SWpq3Fl9smkUhQLxWnYbp8xhOq+GtVtJBoTmgzypiaxQMl8LJQ3sPpth6/jgH9MhOiBXSndByUB0QCkAEmNuigLKCGALAOyXB+DJZVSlWTS/7PHKqXeZmEB6HQhF/uQx/qQR3qaTPYKqFxC9AunDloSqaSCrCzT53RAmVwmQoVRjlAqR5++6g/LkkCgJJOlKklBOQVLqFtGEzpAGCvt2vYcyaSVz3YdQgkglj7uVYHU54b4qmBIKP33UlVJZIVkjiCLIUKlkVNNDu3Dq9l0hJEwpqcKdjLHU/OcaejJZNqC4m30xQR6cgrdYge68xMopIJUCpQQ81rtQpOP2Wq4ayew/yCQJEhPa4CSc7GYA/uOdTHf0c/Cf/+IV+LM59+D3VKBNe7Fv9y8iPn58XZzs8FGbS8HaZq6oJwnPvGJ+Na3voWrrroKH/rQhwDouvDnn38+zj//fDz1qU/FQx/6UHz0ox/FW9/61mW1TynFk570JPz4xz9e0TFsCkJJCPDZdA+aTf07fc6BO5beKGIoPpvuAecAsrXfF6PlhN8XiPxxnXrjEef6ecy55oYTkwTpZAre4kgnEzSmU00mJ60qmZRkMk3LjR2ZJGaAkKE+BPQWAZEDWQeq29XEojBkr90CaTSAtK1VxaQBUA5FPq+3TVto87Mwmc4gZeUD/fUf+Sd8+HVPrezmFY/YDQBa5VLSKG8SID6po47kKWjfHAnqSGWTX4im92vN5QQS0tNKJwClbkIutWqRsidXj3NqV3mSu/Na4RNmpGesShR9055uuFyW98MzuDbIe0A+Qp1gvEpyC4AoBWXNm71+lVwC5uZj1RvPKpy9PuR8F2o+h5zPII50oRZyFL0Coi8grBIZkEagnujVEUGgSuzqUEdC68zfPsI2fTIZEkn7vU8mnSrJCCjXpJIlDDCk0qqOur0a4jgMQmlV9TiI9fFA5VpBBi/0dQf0tfUnD/Z6F6KqYgdk05FJoYxLhFrecTACNDkIN/udngKZ2Qm0p4HmFFQyiUI2IBVHoRrIZQu5bEGoFIVsIO9y9AqJXiHQLSR6hQQlXXBKkFCCJmdoJwztJMfh3gNo8SNosnk86bQGHuidgVOa4/E3pOe+GTi3/Hw6gNPbwJ/97Chu/9Eh3PmvB3D7E87Alb90IdK79mH67jns/kkklGsJpRT6/eHP56W+r1v/tttuw6Mf/egV9WPDEUrftctXrCjVEz3OgZvP3YO9Pz0+Uvndh+/BxDTD5O4JzDxkG5oXnQn65MeDnPM7q3gUGxvWAjgOcA6kgbXREseQWPo8ME2BJC3JZNLmSNoJWINpX6OEloOeU6CCVwujPsif/E/tQ2fNywAgMqjFRe1DZwklAGQZVLsFNHOQRksrYZbIEArIApNTF2AyAR402cYvPkT7p/zHj/3z8k6MT9QAo1pWzScKDBJAm104sHnKngxF/o8hgxRCcRQqhQKDEt8GJTkIJBgpIGgbjBRAtgAsHtUE2ZIxnur9huqjVQNtXwEg6yzv2E4UvUXAV2KBUs72TfWEOlKuLGHIMqDTARYWnbkagDG/stIcCUPWcgnZySFn+5DzGdR8hmIhQ76Qo+gLSOMXqaSqVaCXIoHLWV677nEQseWQySW3M7+nWhM2UKqTPmxfHcmWjnyu5JhPCELpa80ICDUzZf854LtDFAVUISp9tsdcIZPm3nF+sv76dbDnmZuJTZo603VHnorF3i7ksoVCNdEvFHqFQCYU+kIiEzky0UcmFDIhkQsJKRVaqSaRTc6QMoUGJ2ixY5jgh9CQB4C5I0gIxa6pWQDrG8DyW087F3jaubjwKR/EN75xN/a98LU46/zvoXH6QUxOAo2GdlPeKlCKrFJQzsoG47e97W14/vOfj7PPPhvz8/P49Kc/ja9//eu44YYbsLi4iMsvvxy/9Eu/hNNPPx2HDx/GBz/4Qdxzzz142cte5tp49atfjTPPPBPvec97AAB/8Ad/4JTMubk5vP/978dtt92GP//zP19R39aVUDI2SBpDshOaQS3p+O7D9+DxP6wnlf/3cXsAAI+4rfz+Ow/b48Qn7TdEnX9PrXq1BfEpusedw3ERyjQFmqwkkfY6++QyvMaMa7UkaSfgbY6kxcEaHKzBQJtcE4PUXD8vQMDBN2e5gUO6HSkptaIlJdDraTLZ6er3hTBmUKNwtXOodgEiC+PjyDW5yQDU+IyzZMQDxhIzS9QENCGy5m+3GoMEhVQcU8nwGaJAEwyF53NpVA/SBCMFGOmDQoIQCYYe0JmDOnpQK3hSOv8t0mzqY7JkzfedtOdJSqjOCr3rjxOquwCVlMoiobT0AWUcYEnVVUAZMtnrA50u1LF5yCM9yE4O1TNBSwkrffrs/SKVDqxZ1IRSdHIU3QLZQo6ik5fKpB9MgeHEbEXHeIJEa8CsHfg4AvUBOMP6spR6OhRCEzAlvCApe74oAYrx+NW4YCkmAJrr53mNGq0K4YKrKqpjatZlpCST9jhqjnGU8qwSASKlnrimbWRqBgv5qTjam0InF+gWffQKiUxoNTKXClkm0M8FslyiMCp4mugJJqcUKVPglCCli2jxI2ioB4D5Q1DHDoJw8+wYkxvlUrj1ljcCAN77f36E//KUR4GfdTt4i6PdKrYUoVwvHDhwAJdddhnuv/9+zMzM4DGPeQxuuOEGPO95z0Ov18MPf/hDXHPNNTh06BB27tyJJz3pSfjGN76BCy64wLVx9913V1IyHTt2DK9//euxf/9+zMzM4PGPfzz+4R/+AU9+8pPrujAUYyWUjFWJoyU2Psmwvw1fYArXCb8P4WaaHmzbjSZBe2cLrZ0tkKlUzyazMdh+NwAqbmRjIpSNFGgG19daHv17gfHSf4slTPt1NZkjk7zJtDrpSCT1zFLGd6owfnRSAtI0Lk3ARSCHKqA0gy0sOjOpynJAKhBLKLPMKBqFM6cTxmp9HgGgPZEOPxlWZfMJG6GDRBOAVAkKuUTKCNWAVEnFhJaJCRAiwUkfDSYBkiMhfa1Kzj8AHDpSmvWNX4HK8sGoWGsWLIqSZM93l7rcq4MHDgO9jvvhK0+6Ji0TjGDVXFFAZX1gbh44Ngv1wDHkd89CPtCF6OQQfQEl1YA515IJmQuIvkDeKSD6hXuvg2xkrSpJa348hI14INXAms6XC799+3wbFjAT9jEkk6WZXoAmDFIohA7VFACkJuAKEsRG/Fii6KmRlphb4uWQ0FIhXmOobgHVyLXZO5NQaaGfEeacOIKYyzJa3+svSaiedNgJofedO0ZfpfQIpTIWdq3oalWcFMJYABJkcgJ9YcmkJpJSab9IQLtIFEIiyyW6/QJSKlBKwBkFpQQpI5hIGCZTjha/Hy16GJg7CiwcAebmoTgHsf7ZGwifedtXcNHnXomLnvw9pH99B9K0ACFDH52bDuuV2PyjH/3o0O+azSY+97nPLdnG17/+9crnK664AldcccWK+lGHdVEofdNmqDyGhNHnAYSWfj4A8JOLHuUetP5DM2lxSKnwoyc/0vk+NZp62+b2JtqntpHsaoHtMMEbUkIdvhZqx4Nx1/yT8H9+fBC333kYV7z88WM9L2uNOr/Fce0zvMYVQsmp8+2yZJImFIxTHTQQqpBWQUioHiD6RoWyjvVcaF+qMBAjZNLWBJZljjjqwdGoF7JbdfIvBMCZ9tUDoL7/30Ef/fbK8b7vJY/B//j6ndi9s41XPfqMyncqnQYpch0IZNMU2esgzcBnlMnJ5AKMwkL+AxDSAIFwpFIp6vwvd7bKaPS++La+x7vdkiTa82FN/M6/rCh9EH2CDgCdMU285hcAVeibJU3LKFip9ODpKakq6wNHjgKHjkAemEV+9xz6d8+hd7SHvFtA5iawiRIdeGImLUCpEspcGvO2hMwFpFRuO7uOf/+pOtOyHCROdcQTGB68NQyUEkdACaMVMrkchOtX/D0hoISEMsSSJWWQEaEEVDBDlMw9YI/X9x0VSrsGeGouoQToAYUYD6GUc31IEG25aHBNED0SroSskknfjG2Oy5FKz2+03IHyjlnW+1RKvZ1OK1VAFTmIkiZDQ4F2wtHkrCSSSqFXSCzmAp0Gx9HFDJwTZ0xppRzbWwm2NxPsaCWYSGYxwQ9pt5WFI1DHZvVkeHLjkUmLP7zim/jinzwPk7u/gvSHHXAO5PnS20VsToyVUHpWR0co0nSQXAIl4bHpLHzC4X+ue7ASSkDNQ9HmhmMJBWtwNGYaSKcboFMpSDspd2jAqUQjYaCU4MV/eCM+/47nrfVpGQusuRsYH5m0+/KDbkJCW0lf4l9XNuT6WuVAKDc4kIxCQZNBRyp9VdJKon6H/MhOE7zhzFtCaVUmB0Cz8ma1flHeCZQ1pPJ3f+78+nNBng5F/r/h0dKEQiqKJh/0mQyhQAEFSGgiKVQCOWSmKxQPyKMoCYKUAPolmSwE0OlAFbKiLhFKocZkviyvDalG5Jo+uuAbqy4fPARx3yyKe+bR2zeHhf2L2geyV1QIITMkw8+z6AfbVIJvanI8+ttU/DBRb1IedbaW4yNpyaoloJZY1vknEqpTCdVtE67rf1ZSgSYUMheOrDKPUDpiaf0ofTIgFaSougWEEe5iXIRyPodUBKTJjUJZk280s7lDRcW6AWiFUlHtZ0sSqk3gIexx1QRiuetvg4OyTLvQZF2k7UU02BxIOglKBIhxQwGATExgMeeY6xeghKCTcwilwAhBk1PMNDi2NRNMJgto8yPgxTGgMws1P6tV+SwDMAGy+3Wrfk5XA4e/cTduPfgMPOrsKTQbD2wpQrnaic23AsZKKH2pO1SsLLn0H/Yh2aAJcyktQgLi9iEUBCM6R5x9ACQwPnk6UtiSSdJkJdmoGeTZuNMxrDGWyue71vu0vMDygZDYhoN9HTTpk9A5AwWQU6h+OUAgYZpY+s6ZFZN3oFD60Z/+oCuUTkUDaCf/LCm38aOFj4ed28gze3LsvUc5OL1o2c1IxSFU4lRJpUyeSEgc7N4PTvsgkOC0AdJ8AcgFL9DbffGN2retEPDJpCoEVL+A6nn+Zc7vcOWHedyoO7ceoXSTgF4PODYHcc8x5D+bRe/eBczft4Du4S7yTLlNyuaEs3QMmIE9EulnkPG7BKmGXu6VqobLgX1++SSR1pBa/7NPKu02SyKX+px4JJIKBcpKQimpHPQVrEniblMpWYgxmbzzxQwFAJZLkJyBJEy7tVT8ZT2zt0eGASNCJAyKCa1UNnjFP1sFz4YQSigQUChmFNC+AOl0gd4iktYs2ryFBl0EJQU46YOZ32ZfTqPNZzCR7ACnKeYzgULq1EApo9jRSjGdajI5wQ8Bx45BLRwDjs1pQkkp6OPftZan9oTxt9/eh8efuw3tth7ju2PynIkYP9bF5G3Hel+VTNOq6RMoZ9c+0aAJNeTSrksrP3oJASoJkFBIk3gFgI4SnkyRTqYgU4lOOdPwokSMOmQhpYIYlyKzxvgU3ePeu8FyTPnpLQewAp8Vnex31BsIFZVQVhUxyZt9JUXmEjQxyiQKABzoF5AAiKCaXCZSqw0udx4to1V9kumdjIE0IR5c5GinWyqUspqWSN39fhRnPQkJHSx9NQC7f2Hf8zJ1D1v+z1EpikI1UMiG88GxM11CJJiJ8gYw6Itpgo6cCpmV6qxVJW1kLzGqDRKqz/E4QCgGUvw4BdWkhTGR3Pndc8h+dATz++ax+EAHC0cLbaUvg3cHXD0oVQDUAF8dBT/7kH4tSYVdthakso4kWpXyeAN7QmVN2PYLmEm6hAzyVPpuJ/a3GbZXl5NzfIQyR64IRF+AdrTLDPWj010fZZmQ3lNTCSMgfeF8uCGUTiC/zOtJmHa/IQAUFZDzGdixWagdR0AoRXuq0Pe18PLeigLtpIF2ewZTrZ1osLPRFdvRL3SfGpygzQ9hgh9Cix0FFg5DHduvc0AeOQp5rAO6Y3LVz+Vq4dZb3ogLn/JB3HDFzfiDP3kopk6/A9NHF9HrbY1o79VObL4VMHZC6QtBPrH0zdg+fDI5UL3BI5OjwExAR9LmupqKMWsQXx5lzARCUOSFRJYJdBa3RrCOUloUqxSKGFNQjhBAgUGlknu/IQ4JyimkVCBW6aDmT0iIvLzuMheggH5wy1w/+K2Jy6aFsf5TlEB5VTwqJNNDSCLLzhsy2yt0u7bzqQTgmb4pBycruFeIIZJKltVyCIVQKfgyr4slk30xBQUKAu2nBcC9WuWSkOD4DIlWuYCazweDDlw3gwfd2BxvLQnwSCTgyKSa70Ic6kA80EX3rlnM/mwOnSM9dDqDqSclAKoAiLLZ4zmM0FXDf62QTU/FXC7BHBZBXhdcaK8k9d4NtFcTgTzMxO4IlXkg2FZ9K1Dd5H3YMSjPBA4Aoj8eQll0CmQS2oplErUDqLjNhOUrpaew2nycbuKaC00szbNjGCpt23PDBGQnBz02B7L/IFRRgOR9gDJDJDPtz9zrA5yBTE0haR3EKdtn0U92IlctCKWfKU12DCw/BszPAQuHNZk8dBjicAdyPgPd1l6jM7p6EAsZyKP3YucjbsbigUUsLGwNQhkxiPUhlNZypcpldugKZ+NAkNzXEA09S5bwH6hKaDO3DGaezlzOqSMcWrXS0gUJTN6MEjSbHF/+419ck3MwLnySlMqkXwhlnIRSqkGXPV5z1/EhHmd1A5j28zIPe6GgEgqSl+YqJEyTRzMoKlotB+c6E2JU6pRcAtQGs9iZELOdxGiPOf+AiEnPQwDCAMpBJl5szsHyMZ/vBiMZZvvEmMcYmlxX1DmttQ0AcLh3N4RKcGrz9OrGlvEIVQYr+JGrzETxWl+6FfRrVSBENTm1Ncn3tfIjDnUgDnTQO9zF/L0LWDg0hEyGl8SKncfBcahPGlF1xfWX2y67zyPM5HXzGIpB4uf7MtrnozV/+8/AOgI7rEa433bdd9oEXip01iTub1O3n7DW+LisPEUmUBACJhQkI5BFtZykDxlYPtxy8787J0L7lyJHVe30oIyS6b6RygUKqvkM5NisXs+aaazC3uu59F1qbgGYngeRBRqTi2ikrdKk010EevNAdx7q2DHg2Kwmk7N94wu6Oaxo92RPx+4LPoHJHx3B5OEFHJvd/NHe0YdyEOtCKIsCkEnVV8n3YXJ+OxicietAG71MR2uW0ZhKKBR9MWjKqAR7mIs3gjxQStBuJat63OOGTyZ9uPF5TD/mogAkA+DFhNh+IMiwU0cqRc11Ks3fFCTXkwUkUl/ThGmztyWPJmpTeT5gjmACnqpASt9Lk4uu7ISCYhIoCIgllbyU2smZ/3FZ50Kpr5UfyqikZW0b4pzJJu6cVTja6+PpZ24DAOxbEJDeT1ouN61FYO4noFBUAVQaMiO1gjWuwasodJ5PKcvyh30B2Ssgj/SQ3a/9JLuHe1g41MPCYlXIDIlexcWi5nSMOiy3viOI1e2GEskR8PsT7stvg0LVqpSuHfdGlL6VI8iy70+51PqEUV2ByCOzvt96CJ9E6nbrg5vWCjKXkFS6AExLvAklkIGy6qupJajpb2DaD4KT3NpBmijnQ2l+M8gk5EIG0lw0Kc0Kna1AqjKrRK9v/IEWTSCcANnZB9KWLjgA6HRfWQdqfl6buY+WOVZb7/jbtTmZa4Bv39/Bix5+FqbOuA/Tdy2g2Yy+lFsRYyeUQpSTtCyrPoBDQqGdwUlldswkKx3HPSd1m+pD9EXlQcEaQw6x4gMkTXoHAU4lJpoJtk83V+mINxZs1b+xKZQeeaXUZN7xfCrTtGqK51LqKFM7MEgFmVDQgoLlUr83kf7Wr4smopIFADZpvfX/M+spRlwOS1/BBCUg0pjIgXpFTiiAKv3QpwVQsMFAnuXCr/bCj3/icv5MC+fPtNznsyer/lRSJfWzX85BaOZcAIBqKhQb4a5giIVQUBBji/KW813ILtckspPrxOOdHKpTOFWyP9dHZ0HqAkfG26Au4Cskbcv1lQSqbbk2a4hl3b6X6sMoMrlchTNU10YRvYHlS5nic+kIpMvjKUllP6E5vU6lFNmYorwLTSjd2JBQ7UsPgNQEFPn9BuACkiyxBAAqPSEiIJpC2oA9ot0pbDonG/wDQHZy4EgXtFeA9PogTePLbAim7OY6AA4ASTqgnS7UwqKuL2zXtWrmwiLUkVmI+xYhjnSP77mzjvjSN+7Ci1/8OLQe/VNM33kM7QO9TU8o1ysP5UbGugTl5Hk17V2aAmmuJ3A+KFXgXFWc6kVfuFyU1FOabNoPkYkystPkMaxEIQqbOkJCZblJYJ0BRQ5OMiS0i23NBNhdUwZlE2FUAlnr1zgOFAVQeM9ySrX45NJGZUFwVgJzzQU4F+Cp8AKxhkf5W5LJEuOQzz3HfJ9gMqpN5J5fpQ46UfoVhkjVDs5GqSsKoLDmq5X42dKSTNrKOMepUC4HNi/lAEx+R1JIfcxWoRSiTJvE9MxDStMCJZDZeO4a8UAXBaNQiwXkQoZ8to9sIUd/ro/uoS4W54QTd+xzxMInZStFaL6uUxxd+8ZlbpSJfdjnkLQO21cIaw6vEMnjOM4wZZePihJXwEzoZeV5O9rkbQzHjlCO556RuYAkpn9SuwaUgUXEPfB8AcLCkmZfuFBCOmXTn7xacglUA6akSdqloFMQQSqonoAUfahOAcz2QZtdkIZ5xpjfnOzk7vcnZ/ugxzo6A4kdDC3xXCwgjnYhH+iiWMj0xHkT4Tv/+3s4+CsvxClP/B5mbj2A6Z/1cOTo5jd7R1SxbqUXldKBmlIaMplpYgmUDzzOAZqVgdj6O+XSf9gUIID+gfoDDKVAmkoQWoC3OFgudPULa0JrMKgmA8lyU8M5A0QGTrvY3pxBerylyDYA/orXm7t9jOt3HBJKoLyW9nq5ROesTPNYppSS4FyaZXklE0CVZBZgCYUwCqZ1zKfmr0wLQpyfpfOnpZ6JF9q/dmhAhQkYKvNdFpA/fh9IowGcdh5IY7jfLSHPhCJf0lHdVjlcQWS3j8/ccQCX7jlt5Do6SXrNwGNkYVIUIEkOgGu1xiSnBoxKK/QkTAKaUPbGk0BOzuok1apToHe0h97RniOUiwsKNuDeJ5MridheLkb5PlpSCVSJ5TA4Mun98IYR0mGEeLnLRqGigA5TuaxCR+ERLeNPmZdqH6WkQszCNEIAIFdYEeh4IQsJQSSIVBWypYSqEEBRE5xko9wpQj9UCSVsMnlDLD3VcgAMpSXDqqXCJFEHoPpFGThot8+lHo+kAunplF2kadIeWfHDpPKydeZFX6x6NoG1go30FgsZfnSkgVMfdDaap7aNcLB1clJGaKxrLW+ltB9FUQBFqnmdjXewpIJSXfjEj4UYTAHiKZ7GwuJc47g0FTAkip4A7xWgPQHVFNrc0OtplUnkQNFHgy5iW3MX2ptsBujjeBWatYDC4CzU5joWoiQG9noXJhrXXntHMF25Rum+Y5yA5tIlrJa5Jo+8oQN1ZEFBcwreLN0kmM1PB8AF6TgfQVUOCktNKFwEsqkmk6blgY0CM9HdkFXT9wrw5r/67kAVp6P9fwMAZHLCKZMhmVT3/i+o++4Bffr79CF86TcB1gMBLYOZggoxWj3JNckeF6FcyFEIhXwhR+dwF91DXfQ7Ap1O6XYG1CuTa9KfEWZsn1iWGwQfR/M2RyxX8rsNj93Hcv04R5HwKsFVoNQr9RhEhAPVROl+e3UEbi0gCwlJpOtbnZpaF/AJlEpj1Vu/XF9J4Sak0vt+oA9UglJWMX0TZtRKIXVgX0NWLCO2ao8ykznSF8C8F1luCWcuXWnQsLb8ZsFPHljAvztvN+gprYpItFnhl8880Xa2CtaVUFrkuf5jQb5oW0XHJ5fD0nb40eN2fUCbT5N+gSKhoEmBostAF7IyN2GTgXa6zvm5OTGLmfQghEoAbPyUDMOwWe5RIUoe5lcEtNc78xRqV1nJXWOFNDW1mpPygG0gjzVfFT24NCKA5ozONJVLXb/XZA/QgSjLmExY/0mbykZKkKIHpb4GQp41fDvC4UeZK/AVR1H3ulUzoiWTtmyjVMyZuok/7DOvFBUAevEH3OBYfPw/6LRNtrqMX8vY9rU/HvNlsZChnyn0jvWwuH8R83PKVYMMzcbHExQzCkttX2cWH2ykfpth+3LcYMh6dUR2FPGsM6nb96OIqL+vUC3V7ajgtb5PfrvFeFwoISUgCgXGoctmJhTUUxjrqhwBQeCNre8OGN/VqqWirCZEnH/3QLCPVGVQn43Ct7+jvNAk06sn7zIsWDesTgFbK93PmeleTR83xMC9TNx6yxvd+1yeCba9taFEj4jVw4a6L31yAZTmUM4BGqiXFiGhtL5NNuiDUiBJy4HQJuq1B06bXDs8z82DNCaQNB7AdGo7EaRbiVhT1F17GQYpoEouWcqMaZs58zazPrZ+8I6vTNhIVUr0gx3QwTp+FgAfoarh1Dtz09k64Hlfu06MiLPpiB1ISBcJ7ZqmaF02kpFYnB9M4qZAUcgGctkayEtZHkcCcuru2jbJVAoKQM5nOsenOU6nrACQ3fEQyt6RHsRCge6RLo4c1UaEYsiulxNpXUc+6zDq+2URyRFY1vq2bbG0GX2YQGXvpaWi2ZdLSP22wtfltD0uQlkU0IGGhXJWK2VdYzxi6cMnkeEym5oJCOcHWqOUXiUhux2gTfzUPlv8i2RVRTtZywnQTsrUXVLXQ5e51K5ZQmcz0e/LE2rHr81i8g5xsPsInH7qBLJs85u7pRr+O1xpO1sFG4pQhsjzcsz2lcu6AcOPnPTzHHIO9HsKQKFnqoyAN5gmDwnVyWE7XZCFRaj2LEjaAm+bK7wJA73/dnpp/8mNCkIGr3NYmrPZMESSE7AGA29wRyRtEmZLJCtBOp4fpfVRssE61q/JTyFEvPeVVwtfEi9M6gJRAHI06ZrLzkBKFzHBD4HT7nFF+IXmru2Nh1Q+3znbRWIGT0q8Eb3RAqZ34XDvbuxsPqiyDfvlv4T47GvdcRJABy8Bxo9LoFgYT6L/7pEeRKfA3FypSvpEbikl8kQCVZbCUmrjSvZfF7QzkKZomX04kXRFlXWCwa3OHL+Scz+uwdJ//lvfT/cdtAncrzBUlwpoJdBV2eByXNqgT2KIpMvf6j0/3G9JKEASkLoSjqYdYUzcVpkETHlIALTBMPXnXz2ufq83zpzYBvngB216c3dEPTY0oQSqZuw6k7ddxx9o/Hx0LvCjUCh6BSinKGyJrZ4J0OnkIAsLhq00jI8bNiWhrCPcmwE+mfSDdHwymSbG5J1aX0kO1tAKJQnIpParLMt1spBA1r33yg0u6UMJVM3ehdC+hkv4UR7uNtHkbSS0C0Jk1SS9TCxVn1nXAiZgoeWeN9Fnp6Pb31a7HUm5TqkEWSZrtqbCvg5qGwfyxQyiS1AYH1t/gmgF4eP1G6xbfzV+L8PaDr8bhZWaAUOiHe53mFl61O0zQAhtvzzf9LX0V10NSImBBPEhqVxzGJM3AFRMEJK4TArWnKafO54bjCGkMpcQRq0ETJGOZAOf+GWCPvYdaLU/ifGFhq4N1Cr5UKrN4p+2DGx4QmnzJlr4s+W6GbcdgGyAjpQm2IcClOpBUfQKyAaD6BegpvoGaS/owZRSoMh19Zyd4z3WkxGhKulcHEiVSDr/yZQiaSc6irvJwEx6IL/mMPUIplMlE2qIo3k/pFQjWEAmw3KNniLhEhYXzJi9M6DoIRP/jB8duwCP2jkxcLx22YHuNjCagSHHYvF9TPBHr9o5ffh26/sbzIiaE5jrn45OPsQmn6aGSFI0fvdzla86v3fxqvVvKRSZBC00G7aTi6fvu8N9/8Xte8q0PQrO93AYSRzlKzgMy/WlrNtmGCkcRRaXE+U9rM1RRDJcV6rRbS91ruoI5jCsJ+kcpjz6ZDLMpxl+pitQL5dSOgmjLuBPGTKphOevbVx0ZC4rbcm8ekE2YzBOHdqntAEsrnc3IlYZG55QWgzz0RmmVFRm5J51kucCopAo+gKswSA7OchsXxOSXIL0+kC7BcU5yDlre0xrgc3gWmNJJFBVJENVkvPSxG39JZN2YkzdzCmSVqEkjLgcpcxPC2SVSOPm4FRJl9zcrBMQykrNb0YqJ5dYqaYogB6AXh+q1wVpdpFMLS4rS4CQKQgVIFiZo1mRH59j2oI4A3PZNswNC66ZngI7bb5aJcggOX87Wo3xMISJU9tIFwvkPTHaf9ILRLekMlQz7etSiuZyVMWlfBBXQmjr2g7VxqUI6HI/u+ffMir1DTuu+iAdJ7IN7d+4nkf+pJTxanU06ohi6Xvop/4ZRiT95SRoYyA3pbWQ+BNTcwLs8wUAIIwbSV+YgEBWPntQDshKKhQok8TbfW4VFGPyx15LRB/KQWwKQmkV4TprIvFjLQKlK/z9DQwauTRpGbRKqYTUVQ0meiDtzWXv/sFj9mBufr17MRyWRNoBP/SVtIpkmOS82dSqJG8wsAZH0uaOSPq5JqsP9hryaOq3W4XS+U36g4pXSQdAdVDwox3CWUtRAAuLmv22JoCsg4SOfmDmsoWEdkFVAUJWZkrOhlQfufXgPBZz4UoxWhzoHgCBhFCnopAK3ULg7/7tEH7xIbuqDbRb4K+8trbt5A2fBv/Iy1fUz+PFzgt2odUTEH2BbCEbCJxot3Wgjk+8CgHIXKcYswh9qwHvflPQFU6CyY2PoZPYJQJi6tpaCgNErYYE++36fuXD1qkELKrhbY7qU12bbtmI43XneUxBOWkKJMkgkfQJILC0Glm3XkhEQyJZRyaJCfhzk1Xz/AEAJXWEqfOzhMk4wRKAEnCpnHtJWJJ4q+Ah//A9PMS8H1YmOGLzYVMQylFQatD/rqJ4ee/1X5VlSiFBcu1LCaCSZ0x+8Y2gz//geA/oOME4ASVq6CCznmA1qZ8siawzd/sm7qTJwJu8NHE3mFMlbUUcRyStD6RVJe3D3AbhUI9khoE3virpqZEDRDIcrYHSsa/ThVqcB5leBOd9ANVSiD7OmpgGMA0AWCy+v6LzmQ9RGLuFRCYUvrbvKDglmEgYtjUTpKxl9gec3tYm8b+584GB7enj3zVyv/zSvwB+4zMr6uvxgJ89haYEVE+gebQHKSRmX/9zEH2B+fsWsG0GWODART+rmsEzqYmmRZ1LTHgJh5FJH3XBM3VYioDVbkOqbY5SNn3SGRLQpfa7Ej/O8HOd2jhKEfW34eNSKDmtWCd8YgmMNmfXr0fL78yyOiJZefYk5TawGSM8ywehFEhUme/V+lHaiSwjALhOHt/xg338UQkuddBWwSvVHZXPHyHnr1NPVoaYh3IQm55QWoSKlzWd2veUlrPNAd8YafKBMQH0iYveI7xXu6+Nhp/+3GN1KiTuVRAiGyMXZcIDM7axBA+oybSslGPX9U3cLKH6tcFdonLfR9IRRFdK0TzIUwrS4KWfZGDadgQSqCeRYWcroysrpR+rUqYJMDMHvm35hWpr620PwQt+/wb0h5iLOrkwATkAQHHhqbZ86KDa/qLzT1n2PseNxv9zLZrT0yg+/h8gplIdOGfqetuBP32gU9nm+UfvwBe370HHLB5VdjS0avivw7AcQjaKUI5qv/LdEEXP+i2OJHWkeosC1SCcMBJ6WD8GXkeouMOO2f7lajyMkqU644P/XBimPgJ1SmU1FY9VIu37imIZEklflfSfJZaMprR8zshyuS0F7FtPwARUj7oodGHcWygktBPm1sels7fiN2Zm1rsbEceBLUEo/QeZr3CF790s1pt1KkMmSaKc75hz3Oab4/S4GTTVhCzLB8ta+X6LAJAQjKWgd5oCzaRKKkeauoMIbt9XUpu9WcW85ExJvi9kTSS3C8TxFMhaM3b42ZdS/e9DFEyXcTk2B0Xvws7TfgrgrGWdo0Klyz6fWTY8fc9CVkAqgFOyJfxy6OnbQZpcu6P0dYUrtquFxu4JqIXBJHa7dmrytLAwOtjeJ5t+1aYTRdgG8W4vi1GErA4DairFQBBSONex8E3+KyWSofVgqdvf39aRLkrA17BWvY9kMkXS4NrM7RE+i7pgHP+9LXwwQDSHmMrtJNYtC30m7bPJPnOceqnfK1tUQXrjjuuDfhWmwpvLmWuwlUzfmxlRoRzE5mBMS2ClaSysX4rN+WWTyxIYs2ibg06mQLsF+d13gZx1Lsgpr1m7AzhB2GNxZmPmyjUP5PC0HFnq1JxrjkYDSFkZWGPV4op7gonUZklJGBmnYE3uCKVL/9Pgzj/Sf3jX+UwSm3OyqR1qib9zoMpql5KX6piAb1O16xQCOHQE5N7vQ53WAUnqo6N/ttBDN5dIGUXKTsNCPgehUixmEp1cYLZf4MB8D6+8oJpcX/aKAZ9Ci0seeioA4P/9/n1oNao/7e8dWkCTM7S4wNmT2hT/tX1HMdcvNqxaSS/+AACAXP9rkN0carEApAJpJ1DbCnTf+QK0/uALbv1dZzWx7ZQCRw4UODYLdLplSdZhJmAp107Jr/P99t/XKaV1GPj9GlIZ3n6hiX9UVPdySWRIKAcqw6BKviyZs2ZnTsYzWCYtjqTBB/wdfdABVdKQQ89tplzXfx6QweijYH0HqaAgQWDyXQplrpf1gyzzSrqKOlKV0d9Cl2yUhYQwqboopy5V2GYtuxhxcmBFhPLS2VvxhZknrVVfjhs2tZAfzW1BKUBNHktW6GSxNKEgvcKQFO9pa0lJOwEmJ/Tf9BTQmhrc6QaC8py4HVETVYG1Yl4mQDGmZ1LFjO29Z5x4QTXMqJKsEnDDm6w+atuah3xTk1ECSJM5E7czd1uZum7UBKqRQiFC83cFzNx0tDpqZxLq3ntAeAo1+TmQyZcMbCkkkAmJzPhH6WCZPnqFXtYrBLJc4Opbfoajcz08cKSDn95xCDDJ+UdhvpNDKoXrfnQQ7YRhMmVocQZOFRQo7u8cRi5b2N7U6YO++NPDuOfIIn7jCQ9a4mquD+glHwOu/zUtzAkFahSe9D9/vrLetofMgHKK6bP7mNs3h7nDmlhmWWn29ecOfhrRUM3zL+daE05guEJKyGAAjv0du8wV3MvV67VZdyx2+/DV/1mEVgRfcRyGMAjGTgL5mHIN+jlogZI8AkMCbYb4Pw5F8JsbOBf+JE+Uic3dUlNjHJmskkhAPwxyCWJreucSRU/oyjmyLCFryaRfOSciYiNhxQql70C7kaKz7APZDRa1M3MFQgVoIvTDpF9oU4c3YyQJ0wSk3QYmJ0DaU8DEdty7eAxnTmwb09EsH3dffCGEefD4Cd2tKdnCDRZGpBtRHXBVYQmkTUqeploR4Da4puEF2CRsUJEMiaOfgLzie2QmAw3ugnBIw0qjSY2tfQi5rMOw7/wob0mqy48cg2reB1JkUOqvgcmdlRrfUikUUiETEn2hsJAVWMyFNmkLiX4ukeUC/UygnwsUhXQ5N9USg998R5vEKSHglCATFAmVKCQxtcMlEtrF407xEq2eq9//l+u/h16vwFW/cuHIfYwb9JKPQV33q4BU4Jd9fOD7xbf8PLZ/7B8AADMA2v/p2Zi8bwGT++Yxd0y6EoBSln68QEko7Z+fXqcuqMdHXWoyYHUJqG1rlNk6tEKE/bMYZqoOyaT9qfhEclRuxrp0PNbKQFcSVn4CsK5Mw4hk2L863+taiPoI68pnSyb9ZdSoj4ICojSPWwXS1fAGtOmbGTLZE5C9ArKQpSppLGlKKkipQPJIKDcCBGozrB1XO1sFW8LkbSEE0O1Wo4qzHEgzwytyQEoJJfvuR0oThqJXIGnrU0ESqtO/TE6ATM8AE9vQFduxmDfW+ejqUXR1eS5/UASq5m2gHDTsgDGumzhNgNSrdsNSHbXNGgxJi4OZCG6bkNyav2ud3X0/yTAAxzdxtxM9KfBrNVqGXUco7QmzWGokDm2KlFbLOQFAtgjctx+q1wMROUAoVONLKNg0EroX58+0Kk1+6Ft3Y3ahjywXyM1gIpVCUUhkmUDeF0gbDO2JFEXK8Atv/XukKQdLKDjXgWY8Ydi2q41t25qm2wRpypAKCU4JOFXIhUKDApzWBw01GxxpwvCy934Vn/2vzz6ua75WIJRU2SCA/GOvRHHPPGi7OkWa+vOvovmhV2DmZ7Po7ptHf7aPbCGHMBHyzLgEEEb078eUuZOFdKXZ/ZQ7IYbluS2KKkn1vz8Romm3tbeZ3d+wOVKIkHD6JnKbW3vYvMlXH4FBH8Rqnkbi/BhpQv0CMGsKGpBJv+8DiqT1qfafKdasbWBr2DviWMccpII0dbhDU7Q7/oRBMVE+w+x6uYTI9XIK6IDQHoHq5BB9oYtv5NJdI1JIyFxA9Agki4QyYmNiSxFKCyH0nw1KYawkNL0eMJkptLM+mlPC1fbmPaFNlZYgpAmQNIHGBBby03Dr/bN42LbW6B2vI6yy4vuM2Ysb+mD53601kkRzujBqmzcYeDup5pH0HsIDDu++s3tAJmmTu/RAdKIBtFulHGqJ5bAog2Fk0cK3j4bruT9SkkoAkCYje6erlcpCgLAE2LYbfKI+AOfwsS7mOxmyTDhlotctKoNUo5kgScsrx239ckpAqXYfaDY5OKOgnoOedR63zt+ESDBS70B7ximT2H94sVaJWm+oQoKk1etFp1Lws6Zc2i8fbPck6I4m0kdo9VXOZxAHOsgPLuq6yx4RsqXuZC51MEQhoURJKHy/VbvM92uzZFTkOn9mnimdlF3AEVRreh9GRpdDOpXSz7ZQrRzm7jvMXdj/k7w0oVfzxCowDp2vN6Em0hgglA2of5UE4p6iOS5IqSrpdCgjtT6elNEyTZhHkm3lGvfe5CiW3j0AlPeBNCURldlvnV+jXxI2PCcVP2i7PxRQufadLO8xs06hgG4BKZW22kSsO2JQziC2JKEMYQlmv1/WAdYP9gKU9pG0OHiLg/Z1ipKwpAQhAlONJv77l3+It//8w9fxSAbhoil5/WBS+0fGl4DCD7zhTW7M2FUS6Y6FkdIZXqhBM1RN5CRtcpCGDrwhrUSTyXbbK/zNBn0kh5BJMsL0XfpCDSOcYnAZ4NIJqflZkPYMkDSAGrH7bc+rdx/5lf/5dTSaCdIGQ2si1UouJeCcgifMc/E0yxnFRCtBq8HRajA0GEXKqFEoCRJGcFrrNABAJv4ZnPaRyxYa7IkAgN3bW+j1C/CNOGgZNiS/+Ea3iDRTrfC0E4hPvwbsFdeUq7/oI5XN5U1vAT97Hnz/PORsHyoXpWLklcODMSmGJKEuIMVuJ3LhCGnRFxD9wiiiAkWvWvXHzzTlzOyFtqYM8+N0x1Azr6lbDgwnm+GzwDdzcwHwwpt8FgqcK1ATHEIocaQm9CO0XaDA2AmlnwA87EslMbi9rZ0p24+YUs4Uba8n/O0987eOwBZOnbQ1t33XAGH9OvukUs3LBwWFpFL3E4DoF5BCt69N3KVAoF22JCgluOvZj8ODv3rb6py8iIhVwklBKH30+8Acygd2muZIFnIk7QR8PgOdaWgZs9fXtZmFAGcZdramcNapwxNVrxcIJcbsKcCZVhvq1As/toRSIB3T8z5JSekzyYPAm5pBRwoJCq/DVkmwqmVQg1srkwGZbLeqBcGHOZ15J8pVxyE1J0YpEEqhlnKmC9v3bZMLi8C2RSBpQLEboVgTXbFtyRren3rLz438fiX43qEFMJLB5qVM6CJQZEhZhlzejIX8NOxq78ShdoKpmY1XKYr98l8CAOTX3qwXmPNMvGsp//b1bn36wg9XG9ixHZicAGs2QI/NQy3mUH2hfdf8QIngeobJ7gFNmJTnO8eF0vkybWBFp0DRyVF0C+SdHHm3QGshL4mnZ1ovilLJtBPeOj/O8La1GBZAFKZECkueOquFAGhe+lc7gpnD+V3rZRKU6oA6mUv9OzYqH+UUyM158RRBOSYfSplLSM+RxyqPSg5GfDNA9zFHJdJaCj0hUFLpCOtAbrXVawAAtoFJREFUeXSqoblfRCHdJEIH0Cj4ZR51xgoBxikEIy7YEIBLki5RklYitDop+kWFIPuu2owr7bM6ZsIeMYhYenEQJx2hBDSptA9xSgHKu+4H2moy0B1NsOl5qMkJkPY82jNHcNb0LqRs4yVbffBXb8NPf+6xYKlEuy3ATYpCP1VKnWo5rpuYpQxJKwHlFEmbVyrdhAqHEqrMuWZNaT55TMucks7c3U5ArJnbksk0GfSJHBbuav4U5yAh8bQIs8TXRWyE+whH/14fyLr6j6UgTYqULiCXN4PYQQUUSmkJJWVPXvG5XgozTY6EzqJX3IkGmwWyDlBo/07eBFK2iJ2t3dgx1cDDzt+J3/vc93D00CKOHurgurc9Z9X7sxQK+Y9g6IHQ6r7ps64AAMhb3qZlvcy76QEnAcovvlFfg+kpYHIC9NFvd23Ir70ZpN2F6vWh+kXp7uIrlQZ+0FdZ8SScpOhgC2RSk8p+ATafIe0JqE6OYiFD0Smceln0BURPvxe5hMi0gpllpeuKs6bI0i+z7la2t9lS3M2ay4HB9EUDLjG8NI+nqUc0GbRiSVWFYNpsDNT4KNr608WYCGXeLZAHqSusL6cjc7n21RaJGFRXjauDdn0QjljK4EHpzNyB3629NhZhTl39Kiu+nJaIUyZdIvOiL5At5Cg6+YBabQ0thGo3rQdeeRHSyQQzH/76WpzSiIgV46QklIB+oM7OGjGyJ7FtYQGTR3uYXMgwY/KBsaKAApA2JrCjwZHS0wBsvBRCNKFI2gkII0iagZnOm8n6jvViTA/6ZDJF0krAOHU+k77pR9n8a6j6OC1Vh9uZuSd0ABWazZJMumSbspw51I3CbhTVJE4NI5Q+/DacA5yoSk1+ZFSauveq1wNJu7pmL0/AkhTSVMmhRAKQICSDwjL6cRyYSvajzY6ggcNAZxHIe5plJA1ASjDkmEoznD7ZAD+T4tTtLRQP2YEf/NuRNenPUmDFnHYlGCaW+gyojtjbUZiziroIQC9vNkCg7zuVSBCrTgodNOECMRjRwV5GqSTc2693zxBzD6hCQuVc58vs5FC9FKSdgHdyKKtm5RJF1xJL/dowaqZVLy25dEomq97Kdebu40nQbomm73cOlEQzjGXzlUz9qpyFRCuZuVu3o8bznOkcXAQxSdTDvJh+ajL7OXRfsEnErR+sJZR1UFI5wm9dFeoIZZpKcCaRpkWFYFrSHQY0WWW06BUQmSiDw0wKzAFluojBOeuJ6EM5iOMilBspXdCJot8H7t+v4yemFwvs6s4C0KlHVC70CWpPoHUKR9pYBHD6iNbWB9bxm9dcztBH0T7E0jHlMktccvIyPZDfr4rDvDVh+2TSqZU2okCnDtI5JpkOfmk2DZFkVTJZOssOEsrQLO37CdTlZ6kjm2EkVDgAhREQACAKTZKkAFEZGLHXTAJm8CWEIpc340j/Idg318aBxT7m+wUevmsSD5m5F5PJQVDy9MquDnbvx6mt6r2pjn4KSFtAYwKKNTHJG0jULNCb1+4cUgC2komSYKyPNtdq/KkTky4n5vbJBj5zxwHwbPnlJE8EauH/g8oVkPcBQqCOfQRk9+sGV8zywfMbXushkjx9+vsgb/wtx4wICiiqQCSBggABhUvq6KmSxHc69OuI+j7XtmKAUICNJpfmOucCLKegfc38CCUms0Hhfp8yF6BcgHNNLCkBCl7WKffDj9ZyXugTzTr4hNOZyYNkCotjMoXs368w4X6iyvTBFHtgApznrl+MV0kcAOSZqvizhmnnwtg8n1D680m7bl2ltjSRoFSafuRuPf8ZLQpVydhh013B3GKiUCj6hfNlBQD5a89wKbMiItYTJ61CGWJ2Fuh09EOC0DnQhGEKAGlysG37QZIm2GQG1bwREBlI4xfXu8sOxEQ00oRWogcH69V6KT3WRgQbgJ+ovK6CRW06D0scLWy1CZQ570jF2WuEr+QwMmlffVJZ6TiFS65k3/uOqKGj2zD1E6iSDyU1qSwygDJU8qrIwp4UcE7RYsewe7KFybSNQiqc0l5Aix8BEb2BXy6n/cpnNfcZgCcA44CSIKKHhBVAXgDURMVPvLhcv/cFcN5Dmx9Bg83pZWDIZRM7W6djPqPoL2IsIJO/BLXvz/T5NXKYeuC/6x/o3Hwp2dgkp5SC7n0PAEDe/FbdSM29IP/lD0Ef+47qcu9aEUgoaJ9JBVlmGrBuFxUnQ2/y4tpS3nWXZb34hIEkEkisawNAUL2ESjJwE+BRNcea+yMrI7GphCMYwSGOFT7h7Pfr1xnPFAQ4cBBoB37ivvneXi6rqFJa+if6UfZ1ZNK2aWG3sYSyTmDq67lQtawsq5Lt8vGlBttXNY8to1KKfsnwM2Qx0fk6IfpQDmLFhHIrqZMh8lw/mKRUUPIIRK/ANgB0Sg9c5JQM5KyXbDga7puMAeCcG78LAPjZ8x7v1qlUiWAEBONx6na5JWucyMsE5l6CYT+Vh1COxCmpy5k5sCFpgIDRI4NbxwZUCJTE0etj2OYwhdJXQisHF/TNkg8lNXEsMk3sqB9lWhJKyAKT6UGkdBHbGzrHYosdA8nmACGg+p/XhDFtI5cTSOkEjvb/DdvYT5yfJgg1/p9WVtH7FM1pcHpRpbuk+QIAQMML7laHrwUIxczULmStnTiKXv25XAvsP6gDmazMY0l8ZmyylAIwvpM+sfOdh/1lNmjnW283/qyB36UPRkCYIZF1eXZCZgCYpJCD+yaU6AwBNv2VJCBSl+VDQkGFfs+kgsyJqyntP2Sk1PkIufDyUHqJ2u3tvhEtZ+PqkkK11GVovg/hx96tZSWkPB90I6gQ3RpVt+5RY0V2ff0V/EzClBLcf8mTcfr1/7w2BxIRsUxsMGq0MfDAIf3D3d2bQ9EX2JVQnellYRHkrPXu3SBseoswDQ9NKERPRyQSWfosEkbG5rfBDJmsOKPXqZJhkmGgkjaoEjDjR9xWzNakan72oxgA71XVL7ft+a/h8qW28UcEn4z4CqoU2pyrVGk3lFJ/tuSPUJD+IhrUeeKXCiagyahSQJEh4UBiE5Xnhcns3wB4ikJpB0SlGKTiyFULi71d2N2uu1oBRAF19CAwexBpexqtMfJJ9PqQi32oXgeutKZNZWTvc871teTeecmyQbU6C9Tk0EXBM48TSD+seXCSYV8r13PQr9ZWPYGJ+q5zhyAJBc112hgXpJGYaijS/DZyWSmt6O3CmV03IpHc6Fivc2ZJJlBVdZOkzJUczmGcMk1LszqXmlRS8yyNA/n4oVbJh1JtoR/wiu7Dz8xciPbYMhiuL44eg4mpWMTkvQtgp7TBcrFG4RInBhtRCcBTODSZU4mOSrSqpcUPL348xgHi5ZwE6kufhVVw7Hr6IEj5F2JghAWAIADHKpUWw4I3wjaHITSX220Gcl2GsoMl9AIEPWO7ygelEj+IgTKjMnr7IVQv99dTslyHUCBpQqgUmZhAT2yDUhTSu3N3t08ZfYwWzQl9DAuLOqDozP8EoMaXcQ1Af/F/QV77Kh3UQglIn0IlZcURxQhIInUgDOc6XVA4+lr4n+t8a33UhTm7TtHBv4rbhG5TFRKqJ1waIUsqlRfo0/6jL7pmj73umZUAEEq91Dvefe933frYbaGx6KSGVTJtHJkvhPv12n1QqkBzCZpLyKVqkUdEjAFxYjMCx2Z1Jpqp/Yto3reAxpuvW+8u1eLcr/8L7nr241wN3QOX7nVBLsxEMIYI02GsJcJ6wC6aG1V/Sr8KDgCvWo5ZN8gFWEZxDyERw0hDXZisOx9LhMnWBXxQ73NtzXCPfBSFiSQW+rgsoQyZASGGPPKSSEpilEkJKA7YajdSalWSUICnUOAQqoE2fxzaJ/ILb0yANFpQC4tATSWatQa/7P8FAPSv+GUoKkEEBbySnBAKSBhgJ1ROqfbI/bDJwrAJhV0vJJMh/MmEux+CNFh1ZDJISQQMJlC38H8bYXfH7S8ZMR7YlHacAygTRAAo50rWl7IoAFZIl8bo3hc8EazBsPu6W9at/ycTYpT3ICKhHAEhNKk85YEOFvbNYzlWwvWCnwPOJs/VASwSD/rSrQPrDxvEVhuVEmPwyCQdojoCZVSt93kAfrmRLKsf4EeNvksRzrr1675zqpgqA284B8DqlTHbdwzxLwvM5ISLKrlkyhBL0xaTejkAcE08heKu8s0JIZ0EWlNAOqvTIKwTXFnFhEEltJxYCGZImjlfTOpJiW8fBqrXwU8z5Od6GeaPu1xUtvdT0siSWApzzwmFxTc9D/lC5iqtyPB3wgiQm7KOQ27nSCq3JvzSmn5ZzLrrzQuFoqejvkXg8hQRMW5EQrkE5ueBffsUCD2KU9e7MyPgUgc1yvxmMtcpSOowLkIpMgHBhQ7OMWZXCeneVxVH61WvoCAHEo1rX1BTzSTX5T0I4GWoD9oaRSbtqzT55vzz4UqsyYFl8Ad+F8Vb6NyEaQpXuw7QBNMnM2HdvbB/fg08UzpS2YAUSjW5FCaYh+Tap5KnmkhxaGK1inn/MjmBtDkFMjk1tuCKOsj5DIRRnSuyybQqSYk5l1qhBJVu4qECZdteR51HstDburJ6EqTBncdArTppr6FPPisklelzDwCFAKFZqcgbBVsKq1aWeSj9ZNo2obYr7yeUrhftld+rnJNIJrc0lKqqlXbOKqV+zFgRXs+lhXMjUtH0HbGOiIRyGXjgEABIbOT4dmKqQfAWRzLTQPt9Xxq5vqwxg68FRF+gYAJUKLBEeQ8+baakACBJGQ3bh05pIwgUs0ETZfoWZQmyV9WE2OLDgRo4lDT7JfaEfa9Ksuhq95aKoivN58P6g5pE60hz/T7lOhrZpplxptiqA5wqymANlyzbRjUXaUk8jT+fClQ0kiR65PEDeihDkq5OVZsGeyIU7gGSJtAcETK7xmj/0RfR+b2LgbwapOXK6sGU0rOfhSGWqN4Dyndn8O//TAITCUjKQZ//QbdY/p/fKdfxGVxRoKpmUpc8nT79fXpfn34NiE9a+xSyr6+3zE2JPZNIW/kl//LShClyAVnIoVb5iK0P4bmESwltBs/qPDkKV8Vn379/As7++++sT4dPIsS0QYOIhHKZ0KRyY2Lfv3+CjqY2pu6lyCQwPoXS1rlVQkJJ5ipVKKnKuraSGkJglKbAV44IE4jhEwIhtckT0IoV8/zYhtRkLrf1SKRniqyt5zyCcFZKRDZ1bkdqXkmzX+Yv9JMoByX6AJSVgZoSJA1GikIANKv1yVRpoauDKAlyymtO9FLVgky8GJjQpA1zc2uyj+VAdPLSVQIAEuUIpM1cYAO7/Dt7IEefvc7+uRdSp7UKzM70OVdBfuk3zXZWpRRw6YGMWwK96I8H+ksmGiBWGRUKqidATJ5YVyXKTlyMQhlWaxF94YJvhuVGPJ7KOBGbC0pVk6b7oLQs0ZmaXFJKKtz17MfhwV+9bbwdjTjpEQnlJkX3nS/A/B1HkC9kxneSViK8l8K4kuGKQqLoCx1xboInSmJpTH1UlpHfjFZMmCRh1Tx+QmkiyYibIqpEVoN5LAGs7ZAXGCGVC5ZQuagSR28d/X2pVkrv3FmSowkhh0yoLtPX4HqZT4Jq9msj3GmTO/JKQvnBH0Vc0A8BilQnyW5ufVYh+gKFLHScglS6Ao29H6xp2U46Qj8y35VCyrJutwHJ9cSEJAzyY69E8muf9Lat8cN1ZJINsDz5j/9FL2s2QKWEBECl0vXCzTVnkkEw4eo3691Y5bJwymWeqbIay5BiTBEnB6whwv2ZwBw/nar+ExCZAEsZfnLRo1zJyTDLR8SJIwblDCISyk2I/GOvBKQCbzAAqVP9WIO50oaj8JOLHjW2OrCiLyAUgWTS+ZXRvh5MhSFcNMhVSbkOvGAJg6KiTHrOiA7MsMtsiUanTgVRtqLmhxqYuysBE7Z+b6593qzp0b5KQzidsiSkS8JOOXWlJVmDgTa5q/rjSKVvSjfVXmyqJNUvQNsJSC5BJAeRCsSOFj78nCJpCvT6IKZKzFbGto/chAOX7oXMJXiPa5/cJtc13a0qGeQvDcvrAdDXvF+UEwQApEOhFguXD1X8yYtBKAXb1QKZSivEz1enbeUc+cU3lgqm78ubpiWpFPrVToy4mZQUPX0/UEpQSJ2DUhayWoKvphQ9UHpSbKHxKGIIbLpawNwLtJpGSHo+lpwDNBPgXCBpSvAm31SK5WdmLlzvLkQcJyKh3IRQHe3Plkwm4CYvTCWv4xKwCsg4UHRz5EKBurx6JeG1xNESScZNzkpDMlnife/nr/TN4T5pG4YaxSpUH22gROm/Zt+LklAac6nyXi1sUJQ9Dtbktcfgo5LcvcmgekKTyn7haplXzOxGCUVKTYAJ0b6XJwmKTo6ik4PMEjBTIz6ZTCppqByGZREQ5TV1ATBSGYXfuCg0GehkCrmQgQJQKa26PhhYAlpxbQgjxSkFaXDQKbMvSiEZAUOV6CqpwBrM65cEl9UIbz9eyE92bteJxHLrIkx0Xner+colYO6PrAzYiVhdRB/KQURCuQJ8kuzBK9Ud69qH4tpX6QGHErB2UvXDG5WKx4OSCqIYY5S3IpAusbnEw/75dvf9j578yGrKI6PyWTO+rSBiCdmwqjvDYB+kjnB45mcAkKL0W7MqpH4vHIm0EbkyFxVSCZSkwO8LSxhYoxh6HHZ9avKGkr4AyxmY0PsiPeZIY+jLaSvGbNScqGuJM7/wbff+rmc/DulkAikUeNOYrANFsq52vFWY7TXcee033XeHL/t3OlNCzh0hVUJp4ghU/Wy9gCxFtbqpPKLv+84CKIln07g05FIr8CZYTUleKaFa9AvonKjVOs8AQI1qaeGTzuhTufXAvMJNYanGSm3woCJoeN/87HmPj6bviDVFJJSbBPIbvwccOqzLuUnjN5bQakXuZZBJQA+qYdWFtUKWAblSePS//rD2+35Hj4CcA9SkF2IJKwmkrZxjSGeYIH2kMgkMELiQgCqhatVIGyBhlxd94ciIn76wzCSjyuOghTbje8fiE+UKITZqrG2b5RIkZ8531JrilxNodTKhP9cv/Q8L7gK8SsJYuiPYe6kSBFPjQ7zz2m/iwKV7oYQCZRRSKpCe0KmKgJEKpXW/UFZFNu4ZleT8CYXKDQlNxEAtb9U01gYz0RCJAOnkoNloa4I1h/tKVVQrtwZCMmkTRwwQyiEkk/LymROxuog+lIOIhHIFIAT4K66TB728GLNS2etBdnMXPGLhBjihQEBHEo+f/txjUfQL5581DmQ5kAW/l+88bI/LqlNNwyjNX2GKw1RNxY5UjiCRIVHw1U07ULMaM7EopFOtfDXSqpc2OELK0qcNqKYmrJok9bFQWoBx4pm/aWkeN76vhBLIgoMbEkv7pZI59edfXeEZPzmw59v/F//3cXtAKEFiTNaAniAUfVFJi+Wb/Er/V/36k4sehfP+8V/duqd95mbc90tPgsglkjYvTeEhPOJYpo2ijjgSRkBM4JBvOSC2sk+TgfQYqAgUbkrA7CQm0ZMN3i/AugUoVe4+c/n8SdXH0k+CHdXKzQ1CTGpbHpSX9wllHcHk3kTKpJOzz76Njk+SjZycL2IpREK5TDBWb0YYG3p9XR/YlHJDLqE6BYpOPmDiGwWZy4Hy1muJfh/oBQNbr1+mWAyLlVTLXys3iNrvw/PvE9KhVfRC/yNOy4ctJZAeyVAmKMLPPV4UmhiHfa4L/PX3U5qnFDjXTvJWNbBkUlgFsy8g2xws545kjjLlRwAHHwB2FF1M7mpWCGXezVF0i0qqlTBPuf3LMuC8oN1sIUfRF8jmaEVNBsoJig3AciVOTVS/M23baH/rX2kmE3bCQ6gJKEvKKutKKnDzKs09Qu3+GQWhOSiVmlCa51GvZ46Jlvenj0gqNyeYiblrNgKF0vOf9JcRWg1m9Cfi1rebLmN8iFg+okI5iEgolwHf7AAMkpaxoDBpR0y1DdUrkC9kyDvFigjluPJPWthB7mun7xkwywFVQgkMEjOfTPqvfhthaboQA0SPyXqHdv8vSNPhE8lRUbe+L5NTDUzxnJIsS60kFRI0lyYvp1bBlFCQCdUBVhEj8cx778DXTt8DSntImsylzcoWC/R6ehLg5yC3CK/p9e096Hbh/KPzbg7aJ/BTudOEVcilJZS21ClvCrCGdW/Qpm7SY84crlg1rZVNVeVyk9b8Lm3pVGryV9KEgnuJzu39LCUACR1N7v1OnPttJJWbBsSYrq0y6RTKGpWSUgxYP6yrDQA3IbUm73E/+yNOPkRCuQTsD9yfHUoFfIruwa/I8Zm9rd+XygVUr4Do5FpJWYFCuR4PFCmBoobw1RE3oDog2pm4xTAy6TK6BAQz3K7OcT3sa13aQb+fvmrp78snqIVHIitKgij7ICXApQKXmlRQk6NTMFIJHIkYjWfdr3+D33/UHiQmKXyW6dLjllT6EbFAdVKQZWUuv7+d3oNtM8CO7WX75fXN3eBNGAFvmNRFic6xKguOxCQtp7nOq8py6QJ2bKBO2bBOdl7JImB9doWq9fO0xMA3fevlVR9K22977wGRVG4WOCKZBIQy8KX0fcyZmdSELj2+r7kaMmnZCNisZu4Y5T2ISCiXQFXZqlbHGytMMmyVS6i+QNHVCmW2kLuE4YSSAZ+wYRiX9UMa5WSApAUEza4L1JPIoWSy5n2dBYGQsp26KMg6Ilm332EBD0KUgzZjXsXEGoWSc4Dm5aDBudR+gOaiSEZAcomiOyZH1y2AhUWgWWii1esDnU5JKoHB610U1eto748sAxYWBhVq/fu3rgtAmlYDr3hLV4OiSamU5sgr/r8+/JRFfn5TaUqLOvcLPxeqXUcO3vv2ddRvKJLKjY0k0QTSJ5NpUlUp7T1nfcmpS7VWTbtWMXkzgqKvAws3AjYrgYxYGpFQLgH3gPZMEc0GMD015o6YcnGqk6OYz9A72kPncBdFt3BqxFJmDWHUkHXzA8XgQO2bH4e5kpCA/B6Py4ndxid+y8HxDMJ2H765tWICN/5vhac+pIUCUEBK5YJA+nP9le/8JMXcHCAn9bns9TSp7PWWf92VKpVKm0zc95X1J5Vpagd5Cc50EFmz2Ue+kIC3E1NwAJVMAQDcxA9ArY+sMimrrDJZ59vb61X7t5QbBhCjvzcDGAOaTT22+Cqlfc84AWuwWjXSBd4Evr1ANcuF6MUJasTaIhLKJWBLXhUC4N4Dm4/5zMnZPuR8BjGfoT+XoXu4h4WjYeCBqh1QAOCHFz7cRf+tF46HTAKbdxBUqiQy9jg5NyZx7ilf5l7iXAEQjkCsY+nsTYeLD2t/yoKWRGul902/r7fr0dHbJ7450hLMLtDs5Gg2c/BUD+qiL5BnZcUbC7dtSivBRLKQA2mpfPiVc9z7YvB35SNUKqNKufHgK5NusuKbuNNSCbfV0Hwi6RdQ8ItF+Ll3eZNjxzXfWN8DxdZSJ3VdjNUIylmFzmwQREK5DDgiUIyfSHb/8IUu7Yic7aN3tI/u4S66x/rodAd9+KQEbjqzDICZnNAzX8b9usHjvYmHKSejTMhbDT6xtGlf0rR6bvS9pf0qpQTm5tezx5sPVhG2wTjHg+Uo2Hmu/7rdMhrXEoJmE0gTnTIqyzFQi9sqnc0m0G7Z1FLVICE/LVXocuH78Nrfsa+khgFuERsbA3kmA9cqxqt+kpZM2oAwFxzmRXjDUygrgWDrjK1EJiPqEQnlMuCbL4eRo7WCnO3rh4FU6BzqYnH/IhYPdXHkqPYTA+p9AiktzSUWvv+VGtMxFAJI1HB18mRTTCxhIcRTKM056JlrZQnCwuL69XMzwuY2LYrx3VdCaGLZ7VYjdNNE3/uWUNr+2HWaTf1ds1n6M/vr1wWpAVUiGar843wuRZw4KgGfrHwNU5yFZNIv62oLJjAvPRWMH2Wl/OgGIJRbDTEoZxCRUC4TWWbUjwzIUiAdkztK/1AXmQm+6TzQwewxhYVFOHXST1UTJrjlXuYZSyazzPiXjck9TwigGEImT+YBUKlS6UqSamCFnQQ0G+vXv82ILAMkP3518kThX9NhcwF/nU6nGsUrVT2hrAsg8zFKnawL2IlYf1hl24/oDgMGnU8kp2BN5sgkN2Zvna6KawKZUEMoma7s5NWY1wGdJ9nMPWJdEAnlMqGMaang5qE/psF+8YGODsCZLXBsVg9CvX6pmLrcmGQwfYhvRrOfrRluXIQyywDqpfU5mczcy0WeV6/bsLRGEaNxSecOXN/es26EcqWw6uZS61iEwWnAIHG0y8KUQvE3tzHgq5IDvpJ8UJ2kCasok7zh+VHaCk2m7CdJqK7W5JUCtYRS9mJS89VGTGw+iEgoVwBLzrJME7PvPGwPnvCjtclFeeDSvRC9Ar2jOvhmbl771PkKhktqDEDSqq8nUI3+tP3PMr2sn9fvd7WRZQAnZX+20G9nVSFEGWWcynJwiVgZtrISV/fb8Y9VqSrpjPfPxkLoL1mmDRs0d/tJ9HWlJFKmDArJZJNrn8mUgpiKTT7BhFBYz1sh+k6ePIiEcgWwqUUoLf0Xv/vwPXj8D1efVMpcoHesXyGTNmWIChQ/oFQsLUKVxpJLS4o7YyKUQgLR2LI89GtU4+vbe3BJZ8x14zcpPpvqgetkmrScTMe62UBI1YQdEkff3aG2lKIhk8wqlcykDrJlPi2ZtGqkMX27ZU0OwilUIdfNh3Irk8moUA4iEsoVwipJaz377x3tY/ZgH0eO6uCMXm8w0MD/bB9aWdBO6ENl792tcwtvLfT7XtQ3iyrTSrFV1clhqDODA9XzcLKdk7WEJYk+6vxdfX92v/a2/xr6ToYVcKy52/pL2jyUtkY8aTAQz4fSmbrtMpOHiBRFDMqJGAsioTwOWNMxpQDtrX77P3ryI5H3xEgyaeFHDFtsoQnPSYncqMdpun4BJpsRW9ncXQdfAQPqg3XC9cf9bBiX5x6z1S2D8xHeEz6p81GXfi1c7n8/rNJYLaEMAif97xn3CKSpfmNJJWsy4zPJwZvad5I0WGnWbnJNLhvcBOFQRzSrpXYSsF/8X6tzoiMcYpT3ICKhPA7YAJ0s0w+Wb5y9B+0WVsWf8ocXPhx5piql45ZKgRIJ5NaDn6YqYvk42X4LdaVJR60H1EeDh0E8o7AUcQVKMkUIgM7o9lYDzSbQZlWyJwPXoJDY1cEnfKMqD9Wdd59shoTS/35UHW69nve9RyZpk1fN2c2SXLpgHF5jW18nbGVzd0Q9IqE8TtjclJnnT3ki+MFj9I+vKDSJXEqZjNja8EsBfpLswSvV6vlR2gf9ara5EXCyke86MrjUOnXfD1PcLCEb9V2o5Nk2LZchwFgIZasJtGuyI/j9C03SIUIyOCrlUthOXcofW5mMMOsPaT5XCCWtmLjt99QE5LAGK1MDNUIzd2DiroSMe+/HjJOFSEqskg/lFnJAi4TyBOAqc1Cc0EPzXx65p8xxafLTLSxGc+fJDvusOl7it9SD3f9+s5PLT9HNM4jV+eEBw8219j7wtxtGZAbaI4PrhusM+65uHR+jyj2miX5dkACO1Le7mpiZAaZHEEq/b/a1LtUSpXDR1Ba2LGYIvzqNJYm2PrvNIWnfA/Citj2ztld7myZUl0v0qtyQBhtMCeQtI01emrhDImmZ/RhtqicLmYyoRySUJwBr+gZOTB2xaYCyXKuSfp7JmGonImLrgA0RjupMsX7KL389955Uly2lmoVKY525tm65HywClARJSV1zXhSq4mvIuFbWKCVICgr8dDln5sSwbSfHdModWbNQNWRq2Pc+KbQ+jdJ8r7ygFqs4WlXREkOfUIb7sZ990lhX1caW2dXv7fcENmm5WyelIFSrlgMZ0kNzd1Qm1gSr5bO9lSwrkVCeIE606sstD9EzOlslI6yUAayPM33E5sZKlYLVNquPC5tJEQnzEPp8wxI3SzRDHz7fZGu/97etvNakqwm3Cbf1yaKvqGnixAbyIgKaZCmpIHMJJZXbTkcja4JVjKlCS3tXG62EuT76CEnlKMLpK4j+OkrIAWXRJhinVkE0xA9AqQr60dVe9RpfcYRPRK1pfBjB9NejpAy8qUtuCVQrJkRErDEioTxBKFVWpLmuuQe/3BsclL+4fc/QyD+gHDhs0nFXr3cLzVzGjTAHnJ+vMyTnpEbp8bFRK41sJjK1VeCT7pWc/5BMWsskMEj+fDM1MBil7G9jUac2Wj8+SwxDWJ8+99lT6Bw59EyyPqECSjImc+HeE0NAeUOTuzwbjzrW3NlEu5m4PljYfoVK5FIglAxsW0npY0zNoTnahyt3aElloDq6gBrzHZy5vCSnrq/D/BXCTOlWrbQ3UZ3MvUa469mPQ6u1dPWniK2LVSeUYSoLH6ED9/EM0MP8iOxrnQ9SHYlYTfiBM9c191QGiNDUFOaH8/toyyIWRdmmJTtRpVw+WOBGNMxJH6heoyV9xbzJg0/61/q6jIs4hvvZjIrlWiLM+fhKdceS18Y+r0Iy6cZ97/4LcxIyXkMCPdLHvCCO2vVYqaaF5tih/fUUSRsYQr3t6/alFTzl2mc2yTYlaBTjUSgbp00gbfABkqyE/cEHP1KnwtLqej6kAowKC6GqqXna3PkvEi83ZGXfuYDKTbt2e89c7QJpRknPoYwdksM6ZdK+B0Af8ZYlztzx4z9d+21cdOGZePGeA2h+4xrMPHgaO+7o4t6ThFBKqZxLxIm2s1VwwoSSkEHVrc4fyKJCqFSVVIV/dqBmQSUBv/26fdv9hH9FoSds1rS8mhHUw3ydpARAASkAGuQ0c/1UJUnxySRQdciPWBpJMqgCDZvg2GVhAuKlCKW9l/xXn2xatXkjTACSZPC3YRGS67rfXoQG8xTFlWzjP6MqY35aBq6EJNKSON7gFTJn4aeVCVVDH9Rs49oYQiqtfyBxBJJVza2+GbZygN7nigpXmmlZNh5CyXdPgE+k5jhohSCqXI4glMMfrEooj1Tq9lwwTIODTPAyVU+oDEoJ4j8U3H6DQXKY5Oyv76NuRmzbMTcVaTb1gEHW1tT9gn93Lh66o42U/hvQbCKdbmDHduDe+9Z0tyc9rr76alx99dW46667AAAXXHAB3vGOd+D5z38+AOBd73oXPv3pT2Pfvn1I0xRPeMITcPnll+MpT3nKyHavu+46/P7v/z5+8pOf4LzzzsPll1+OSy65ZEV9OyFCyVj1YWh/T2FFAB91g5h9rRu4XUe9tusmZXWEcqBdTwn0a3JbVdDfbqUDqjV9h8dZOXb7RlTX84nIMJIbB/h6+OZqe8+lafVeqZtw+JakYesMmPbk4PWqI5N199k40z+R4HcSiiA+hv3mpNz4ZR/Hpdz6z7m/mdyDFy2U52QplTJ8PvpkcuD+tLWaDaljDYakzUsfRnM/WuXQ1nd2RJDVERJSTw49+OSLMOrUxVrfvbr2AxBvP7Q/HpM3nWmATqZlXz3fRSUlkEnzvjRfAxhKiv1lFXO58ZUkDa4r0dRFVg9TNYDhqkudOdvHsIGzcoPZGTQD6Np7s11wSgvb0rvB8mNQUoK0OZpTHIwVJ0W6u/UqvXjWWWfhve99L84//3wAwDXXXIMXvehF+O53v4sLLrgAD3vYw/CBD3wAD3nIQ9DtdnHFFVfg53/+53HnnXfilFNOqW3z5ptvxstf/nK8+93vxiWXXILrr78el156Kb75zW8uSUR9HPddF5LJUDUMzTk+/MniMBOw/+f/BtO0OiFLUv1QZd5s3cI6U+u2y2g9kQlHIn1CWSEMRsmsq688CuHvPXxvP/vWC7vPk+FHuFIs5d8YujvU1cYNzdp1f1YZAlBJMGzh3z82ulVJNfSetb6w9t7q9XU6qLWcGNQRyTQdPbkb9mfxxe2aLD3/6MYllmsF331nlNI9DHViVHh/+veen+haK5S6Sor1Y/TzGjoCacmfHy0coi64wywHMFiWz5byC1LYOITr10U2232x8cyE6UQCOtEYvEhSgkgJtEzgEIAwwabvL2lR54dJ7APEVzTqBsABE1SN+arObDDKtzPM0m7fB+SUcK7JJOMgu1+31Gk7Iexo/BQT/BBwbA4oCpCEoTHdwLaZAoePrOmuT2q88IUvrHy+/PLLcfXVV+Of/umfcMEFF+CVr3xl5fs//dM/xUc/+lF873vfw3Oe85zaNq+88ko873nPw1vf+lYAwFvf+lbcdNNNuPLKK/GpT31q2X1bEaFspEAjcOkIJ1sVP6BA0beoU+98+INyZV82qC3VD+GkxcGMWcg9dBPmSKT17QFK04YSCqKQkLn+K/oFRF+41Be+utTr6Wo1s7PLOz9KlWUQbdqf8LjqPkf1cRBhUA1QTypD1TEkkb4VahSRrCt9BgyaxOz95EilN2Hxv5OFrLgxZDnQaZX31UonKqPg+4xWMofUKJR1Cr51BQkJZd1YeDKAseH3CyXAl3buQZoCz7pfk+xRgTrh9qH1ZhiZtM8zG02sI4pZNYjDqo1eLedKpDG8+zc0W7N6MlUhniYCuYJh/l60hlRSCjouX51mU//Zh4APcyM7E3QISjXp9L/zfizueMIHS/jD8metIXxFse51KQyY3Lzr4D/4CAEYB1iyvHZPABO4B1iYBzqzeubMCJI2x/Q0liSU4W/MhxAAsjXr9qpBSgWxzj6UQgh89rOfxeLiIvbu3TvwfZZl+PCHP4yZmRk89rGPHdrOzTffjDe/+c2VZRdffDGuvPLKFfVnRYRy+zaghUH1zd4Q/sOyzn+tTl2yy+pSPfgKpV2fpbpyAGswTSib3CmUNBlMSAug4kxOGYXIhUtWq0mlgBLSpb8o+gJFJ0e2mGNuTv9ejx5b3jlSNRPJ8LuIeoQBXXWuDOHzulah9Ehk3T1IaXm/DUtOHJZBC+EPwuEDwamY5h5TQt9jRSbR65XJ6zvd0p93qXsjNO3XKfZWta+oYdwcY0CQ7W9DFhKiUBXyaydyW5FQ1k1UQoziCMtVKSvBg2SwrdrJjPOLHEyATRktAz8CM7bLT2gCROA975aMHl7q4LkXaBKWxwm3q3w27Ss2uO5aoJECzUZ1FumjzqejDnXEL1RIwvf++uY9WeomWQnRVnaiOsSMYPpHOAdYClCmSeVaozsLdOagjhyCOjwH1clBKMHkBDA1pSfOdvxuNvXlsa6mYYyF73YzIQHcs/bd32iYm5urfG40Gmg0GrXrfv/738fevXvR6/UwOTmJ66+/Ho985CPd91/4whfwile8Ap1OB6effjpuvPFG7Nq1a+i+9+/fj9NOO62y7LTTTsP+/ftXdAwrJpRtT4Gre76ED81hCpMbvL2IxdC53A7GFoTp2TpvWP+ixOUCc9GJSfBDrnEqpzApHaTSDtvG+VoKQyg7BbKFDHwuA+U9FEKiEMDCwvJJYSSPKwOpIYC+8r3U/WRf61RKGy1bybVnAxZofZ496t2bdnBfDirBAIZUKqkgcgnRF0iNIt5sKDSbJaG0/pY+hh1fSJ79CZxV78tJFqscbyUdiiG8IhfguYQspDPRFwUgafnb/sdz9mBRrq9Pxon4TJLgvnCWE/O4qRMJwucYoF+tMrlS1HGPkuiXpJ96911dp1zOQ+aRxlAhDP0f7bN12I+o0kEyOBMDVj67oBQQY1IorenKP0bbB6Bedg9rSy51E9T40xBKq+TQBsKMCogJv1PLOK9KgpiHpKohlITSkkgy7Uep5v8aZOqlS7e9QqjFzwN5D+jOQc0dBQ4dhjjUgZjPIHMJzoFtM0DW0utzrslks2lOW1r6Cte5EqU5NgWhXO0o77PPPruy/J3vfCfe9a531W6zZ88e3HbbbTh27Biuu+46vOY1r8FNN93kSOWznvUs3HbbbTh06BD+4i/+ApdeeiluueUWnHrqqUP7QYJJjlJqYNlSWBGhbE9zTBDqTHrDfK9GDf51RNL3GfIfpDKXEIWsVCngDQbeThyp5O2knJHX+P3U+g7BzPZENS0EBQCpwDq5i6AEgOlexw32KyGVGw0bNfVQqBrViQD+d8CgamRf/e3r8vD59XTtax2RtAplaAK3kbPDUSoy0nPoZ7mAbDDwgkP0BFgjR5oWTrEM/XiHHVudYGL/WMocibSTrGEpY3yiSzmFTCSKXoEUwrUf/q5rstisCf750ReiIVmlrn2eH19bdURyWJBS+Ayzr3a7pfiUX/6xjq/5cJPqcPLCSOV+G4rgeTZqvVoy6UumdQccrnO8A2c6Jombs8ELW0eWgeVJ7+GP0J/dmpvJkUlCyz8fw66PXc8RySWuo5R6GyUHiSVQkknqBeQwvipkUh34qGnXO0bGgLwPZF1gbh6Ym4c81ofo63ykLGWYnBDAhPebS0ufYL+GuT4NyrkMKamQjymQa6Nh3759mJ6edp+HqZMAkKapC8p54hOfiG9961u46qqr8KEPfQgAMDExgfPPPx/nn38+nvrUp+KhD30oPvrRjzofyRC7d+8eUCMPHjw4oFouhRURytaOFlqMamXDmIdlLjRTN5/DKDr/wVinDNmqCr7i6N9ooi+cSRoAWIODN8127WTQzMN8Mkld7rDavGM1ZbUAgPR1u7Yvoi8gZd89V5brU7nWqMvJWRcEWAemAIzhWU9QTuDryGwY+BAGTdZlD1juZCVUH+06ACr3Yfh91dQ4+P1yYamlViqZI3CyJZC0OXgjd4plv6eQZVX3KH+sr/sLlUg7KfMTUdtADp8IS08NoLlwbh+O1PQFOFcDCfZ7x0nqVoqEA00CFIbENcXKgtb8VGajsk/UiW+jAnKf8m9amfzHc3Su2b0/rSqVPumsI6x2+UB/vUmOUydZ/UQAQDVAxllglnlfhkSx7sdU9709OUsdTIhsTIQySasO+xUyGZq/a46nbnbhL697AIVksnwQmdclrglZwh3APjBt1yqnUoIwVu7PkEj9t4pR3rZd/5iEAEQOZfx25FwPspPr50lCkU6mYEnhnj/+c4kmzLmnucO0FZccoRzTg+YEsdpR3tPT0xVCuRIopdAf4Zi/1Pd79+7FjTfeWPGj/PKXv4ynPe1pK+rHiu66idMnMMWZM+UJYyZTQpvzhCWVYRSgB39gLh3OOZI2RzKZgk6lLnJRSQU1n0F0ck3qcqlVySbXiWVtLjBDHAF4xNE8aP2yWH4/RkQqqlyCthP91+S6rw2G5tEe2i2JNAGOzR6/alLpRyAQDAOlVf+TNAXarXLABPQz0FbbGRZg4VwVBICFE+//Umg2NTmwfbCoHbQDMumnV3FEgHvKm2cm9IniMLO1/r480f621FuHJnSgvUpKluNQbKw7BffK1SWTKUS/QNEXaPYERL8of0M1E7OQJPvBG9blo1LZZAjR8EvmCU4haKEnTokETShEoidw3FMNlFQoxvScb7eBqUT3nzPp7o+FhdGkkhDPrMbqCaQvNIUI4x0sn/J/Y0DZRl2//bKpdRll7PZlWzW+k9SbKJgBGXZSPII41rplCDVIqHwMJZRLmMf9z3XM3IKPSW2qk51rXQaoJwiywe8slojMHqoOE1pvAj8uBAom9Rb57RLqzNyaAKZAMlzdWhEsmfRVASUB4UXyASBNjnQyBfn/t/fuUfIc1Z3nNyKzqrp/Tz0NCD2wEQaEJQPGgp8YC3ZAx0djIw2sYDywCM94do6HmbXwMbO2OcjG9jLAjnfMY40Wz4DBHK+FbSEbs0YgBomBMWAYCaPxrrGMkSVZQrwk/Z7dVZkR+0c88kZkRFZmV3X9un+6n3O6qyorH5FZkZHfuPfGDSkw3mfzgUo337lskt3behzkCnW5Pm2+0NmJXTAi5yTyhje8AVdeeSXOO+88HDlyBDfeeCNuv/123HLLLTh27Bje/OY346qrrsITnvAEfOc738G73/1u3H///Xj5y1/u93HttdfiiU98It7ylrcAAK677jpcfvnleNvb3oarr74af/zHf4xPfvKT+OxnPzuobIME5fh79mAyGXnrnos/VLPaCz73QATCgQutXGeAbzSd61qesWbyia2VpgGtNdSeTYgjU8ijU6iNygSnOzG5Vvjpq3xjSt3dbuQjEQi+XLlEt07Iun2vldgrBcq1ApMDY0we3sSePSewb595wB0/0T8dTGo0bqsNJO+p63c8BiZrZmR7uWeE8b4RJgcmKPeUXvDUsxrV8coLfUXm0dW1GWy0eXgT1YkK3z4G4G/ml3lRDh4wA7mAKDwiGqQYWCiJaKYxgaIQQbJn6s6NY9H6WBcD6zkVjlKEFu+EGAXQahC7KFA0M27YeN1iUkBVpbcQ1htVy/1DyxmLZGnDRQorRlo5CVMChBw/uDaFgqwVallDjmQwsMiVY3O6mgEWoz0jjCcjfN9/+Ury+1Qs5WhkxCSdfS5l2QZCcejoGOvgOzKO2DL5V89+Gh59RGPPehN/6rZPxbl6A1dkDS9KGQwydJ1nOorbD8RxnWj3G5J2rxPqyk19nse89XOicxXME5NAU/555cyZl6mr2xG7rl26j0Vxbm4XqyRkKCodRUlGdxdAOQLK8eLH9+WI25DKlMveXGLPCMUZa6bdId5EF37mp6YkddZDE8dPbaf7+IoGci3IyZop56GHHsKrX/1qPPjggzh48CAuueQS3HLLLbjiiiuwsbGBv/qrv8IHPvABfPvb38aZZ56JH/7hH8ZnPvMZPOMZz/D7uPfeeyFJHb/ssstw44034o1vfCOuv/56PPnJT8aHPvShQTkogYGCUp6+BmnnSzU9itrEHs4Uis3KCMyZ8tYYIEyz4l4Dy5CdF1XuGUHuNxZKaV3ZAExldA3qo9Zk6xpVN2tB7PKm7u5Stp4oIs5iDoTfAxBlAU2sm2u2B2b+Rhh/5wROOzbD8eMmxuv48Sb3oNt1bBXxVjc7IDGX285ZKNxodjmSGK2XmBycmF7gPnutDk7M9F/2vPVMQW9UzcwQUXJfvVFDfXcDmw9voPjO8ZUIysd9D7CmwxHE1FrqLj0QCu2yDHOMOqtcsVagsFYb71JJWBdbwgrotu4EHZH2SNqUMBO0btdNJyVoUC26VkEOvMLeN1Aa9aw24nK9DCyUqU5YLJbp+RapcsdI6+omjXq5BqiZQD2z1zDyMrh7d7S5miDKcs8IRcoEmGEyCUeRxknDnYCksYk0rEYrDanC5PX+3i0lnvql/y953AdfeimqzRrjfWPsmZq2ibYBQFOGViJzIv5d7KTLNZkTk70Sjcf0WS/l3k19Tz9L2X5NMSBEZCGGHicVqBy/zzwfuvfpN7BCUC1mpcyJymAd4nqXJSBL1FjbUpJp/ff/lxGk3upJ9uKsk+7P3lxibQJ5cAZI4TVA3NkRUQeXDg50bae22VfkZIWdkF3Ie9/73ux3a2tr+PCHPzx3H7fffntr2TXXXINrrlks7nZQnStOW0OxbgQlfYi6OUv1RmUEZuoBSwROYHkZSSOK1grIfU4kTXzSWFmWwFhC2ZgLvVk3pnMXa+TekzxsPgg9ziMDNP6q2EwGNOuoEcS4hhhPTe9qUhjr6ZEpJqevYe30NUyPTrH36AwHDm9ieqxqRsjWYRstRSMkXXByuWcUpAtxOMtTOSlQWmuk2FNC7h+jOGMdYr9N4Ltn3fjYqKvH+bODkRSRP/yRRzH+5nFUDxwG/p8hv/7WOP3C07Gnhkmbc6JCtVGhntbBfNj+OklrkRy7uNrSuwKld58U3jrZuHplIB59iIMkdSImE/IgpAjn2o171A4nupQRlq5zZb5rN4g++4BfRwMjc1+UNr4SM+VTWqWs/L58QFI00/MG0i5QLW0+PqnbzyUpUMt2kmfHeLQacTBaK1H2HFVfFM2t4DpqzqrtO6xd16NWgUVYoun0elddhj1n78H06AxSCjNSvqx8HKzLQ0utnK5M7jekmS1MJ6mJJ3du7iBGPJFrMqiftOPUNWjHC6WEOAFM3XT7Slk0433lXOJuX6tgyHFSAjhnkYwIrmlqtHZgrCSiMsVQoUlFZbwf+leUqPVka7OWyGhfLsjd/e46EtnjEbBnHdImNg/awUzKKl9soPndXBsKoDjKgnK3MsxCecYeyD3ElG6Fi3sYusqUtNiQB7AzcXsr4qSAWCtRnL4G7NvbmBvKEti3F3LPMci9x1CvlVCPbpp9u8E2zpzu5lRNBUylEhrS4MK4h0r9X2sTyD3rpgc2nUJv1lDHZyiPTLHn+Az6eAV1ZIrZ0akfQKSsKHCIQpjBRPZB4ZIUB/nigMbqOikg9o9RHJxA7B9D7Fk3T819e/0TU0wmJlbGuTtiaA/Tfa9q4MQRFEcfxfiBbwO/+rEhP/+WOP0F52NfpaGOz6C+u4Hp4U3Mjleojs8wO1FBzZoGyllii7XmWjlLTnhq1pKWmilkFHYwaMyOI3BVI8xXCiAMkygSotR1jEh91xuVr+Mi4wLX9GEcWTiFF6cqbGTnPCgDSyS1BABJa4CQJv5TS2WEeiEgi0bIypFsT09nGY9XZaEsURbzLZSTibklDhxo0pK4PLV+dD/JJ+popSqx6ZPMMvPqBjmN1vNN5Phxe1GubfrQi9mJCmszE2pS23rtYn2dy5x2FIIZcWydDyyTVkwGLkOffSDqOFDL9BC6rIvUApn6rs++TlYiUyqK4+XmTbrtp68J/HPLfGjEXSwaFYyo1GjHVTY7a973STPkLJWp74nbW4sxpvVeTLbiOS5G4XPDPw9rK5hVc97O5ba2BigFMZ4Z718qVQJ9dUR1yyWXl+MlDSjaZk6Wy3snM+yX27sH2GuDfYkwE+6V+jPtMv+qFHSlmngJ0osRowJibMRjS1BWlTE/7NuLYt8xFIePQG/WTcoEKiSdzzQ2DaQCzGPiXngq4E+ZabyKqkJB5m1UJ2YYH6ugrds/6KVZWlaGVGNXiCYu1F2LPeu2F7gHYjQxsTGyaF5duWnaCpreQZZhY7X3NIgDZ0FMzuj+rZdEcegijEphgk0feRST7xxD/egmlP2rjzcjPYpRYdz5e0YQe80rqGVPaaiNynReaB0CGouMDaEIYndyM37EddESWLpT08wAvi74ur1ZZztUAHF522NrYqlshKVdp24EpVlOykfLGg8H99eh7eJvZkwhVtSZjYOSAoUVmi5cJRDt9hijjdUIymJcQGiBB196KWbHK5z/8TuC7yeTZlDagf3Avn0w1vxJ6fPUupCIOAUPDSdwA5OU0pB1I/jc+vFxHdX7XwW9WUMenABSYG1SoNxTmg7lRu3jl51Ad+Xwseb2uEKKoOPkJ2agMZOuc+Q639SFCASdh1TITzaJObVSJkWfq+uROEhBBUTLgrkqC6VCS8ik7g9aLina5Z3nwne4OMlYFLrPWgFaEhd1Zn9+sItq9pGD7p8uc1ZFKyorNcG03ou/OX4CFx5cT+8rRzwIRylzri5uUitvJRVlCT0emWc1AJTT8HegzHvu0m3E7hCUTJthv5wTekD+Jo3FpHuvlO296HYvxpnO9+014nFtAjG2gmk8AdZqaGeCWFuDmE79vlpTouQEpP8cubbj9w7qPk7h/FpVDemyU7sAqtRNRcuTciG5RsyNKnBWybU1iLEVkoUNtk6JRd+wkHga18iYApiXwo4C3LcacSAedz7EnhKYnoA+dgTyu49AHj0Kffgo1Hc3jAh3FsKRNLGh+2yvd8+6uRaAD8Isjp+A3tiE3qx8ELezWLt9eAtjyzrtGskmLICKwgC63bzEhUpDjCtfr4OOE9COtwS8RRJoLPgCRSA0/TWMYmHdPoNXR5EQk9KJJRvbVOvGwjUTxohil8uZaO3Pu9nVaoLl5Uii0AJqZiyrf33pRdg8XpuUd4fDPue+fTCD09ZLb+mjA5ViMUUzVBjxWLdiRs/5yBe7C1hYi/ieErIQ0CNp3PQbFcbWW1PZAVZAY+mtTphUKmpWQ8nGJR/M1+0G3tDYXZrBImGFDjoQQ2MsgTlWxEhYtr5OtGU5q+aqaB07Z4ElopKWeY6oDPI/Orpc285aaTaKdqab7c3O+1kre3weLCbd9m4f7jrQuEkXR+nK7Iw4ynZO45ArxzyBTpntDosdWyjbDBOUo1FoAQTSFSUVZ+MEmNLtDM4+FsOKSerOBUwy19KYJfTapAlUpNHvsXAEGmEZfx+9pmKNtC9vFDMSu82JsGxZNmPiY/vt6+ZaOBG0Zx1ibQ0oJ/Bzs5bjZjRfnP8slRNNSNDG1ESIWZE5WlEOmANnA/smQDWD2HME2HcQ+vgRiKPHUJx1BNjYbK6VqwN71k09WF+HDwrXCnq6CRw9BnH8BMR0arZN1SU6vDeXdJD+pToPToAG++wQla4cVW1EalWZV7uOyyxArZEusb4gI8BpXBEdlAO7vCU6qXC1BPU5sFJaQWitlLowbm8nMvWs9sIy2N4L8QEPhQWQIwmpw1yMtIlwM2/s2WPE5OTA2KcfczGIqXRPys27PjPn7ayEqlLQ0nz3+Ju+kC1XfeNrvCgXkABKk/5kJH3GCz9Q0VmsgVboQi0FhLTxYqTMBR14E6S3ygjEePBVLCapdTKu/4FlSKIlGKnIkqQdmTdgJxaTqxKWuc5/LBRT221BVAKRsIzTfFCB6ayVRZm3RNKR4UMH8jiLYiq5+lagCY5deVwZo+MaK+XYXkfZ/fzry2j75yFntodhgtJZz+iDFmg/aHNxNOSh23JRlEVojXNuXUo9gZjsjczv7cpOH7DJwHR346aS0rpVlDKDJugxkoINzfeKrNs6ZqIcWgGqgq5r+Gh+NwsDtUq6mJaiaAdgOzFJyxfQdI8FFNxQjPaQjO2hlnugR+vACBBre4E9ByH2HwdOOwFsHgNqImxlAYzWTA61EelU2Osq6imw/5iZoaGeQdN5C3PCX4p0fXQdG9o5iRtCt108vUpKWNLt406TisJBnGvbdoi0auIuU1ZNila6cYtb162g8clA+6EPBHGo2gpKAWm2KYwIEk4YpUaYS9EI5G2mWB+htKfiXNNSChRlhbU1bX6O9dJnXCjXRyjXmhm3JMl8QK3SBeCzUqhZDVW6PLoS82JVAZg4WWI1FIW1hKMMwxPqZqCiiy3XG7VvbIWsUUsbvxrlmqQhMdmR+n4/oQUzaOtoHciJokBYaoDGFVJBFSyL9kcH7+SOsQpop5IeN16Wek65c98iOiM8jdCsm/a5rpo2OxU/uYiodM8jIaEhceba+cPP47u/mz8mFcfu2goJCPvMWgNQFU37l/JUOubViXL+vbgTWHZi81OBYYIynt7K/vmGzPWSHHHlHDdm8+R8pC5/lo8RjAacFKMwdQEQiji7b6E7KjM5nnktkBSVgamf/OBCIJiKKkVwDTINu1L+XERdGWFVkzw68TWQsrHWpcrb2fiEopK+bjdSKCjtyraGYlIC43VgvTLTd8WC3SXojcWxVgDWgfEeoJoCqoKoa/8eqk4L+tY+YNbXGtoJSjeRtheB0Q0eWzudFRlIP8DiTlOXFVvZUdfUqkksmh4XFuBPRXnRSQf1tKya7jJQixcxAOhaGSEZjVh3+w3CCcquOrY85L4RCmnTiZUSoz0jkyXg+Az1TLUmRIgTJ7fSPoHEodYamNUoZjJI20QHh/XBWwJH8KIqSIViB2q57BeqmELMapT1yFhcrXXUu7m9oAxToFGLY6/ZcFJZCVKCJ7bImStvv6sBSTr7sagMiMRl3Ob2mad6GXRZxnKiMrgu0p63CM+VrtPljUtYQanQFFIb8SVLoFZh+03bvyGikho2aIjTVi+5dB4Mu6/Ub+dzYTZlFoXZRqcslPHvQcYjJL+XEpCPzakXTwWGR7+mxGTK3C4yN6GzNhVoxIRfl2T7B0LTe2ANLMgNrMlyhNZLSWK+Ui4Jf0x6Uzr3EULxShsMIcObj5YvPv8uge33XQH12Lw6nJCk7m26DyricwQNUiMqV4mAghTm2iktUesS0rpKqPWx2WCOSJeFsV7qsdl2NLGCUiEYiRgT9LDNcYU0wlBLCUxFMwgsZamMxWRZhnU/OAbpMEXu8OAzjTeKlou4HK2GmVhX3CCwWqPllqYpPFKX1U4g4FztulbATJoBO0qFU+cNictbADEpIEcl9KjAaCRRHq9Qz2rU+0ZmFH0hyCCWIhjVH6RPopY7Yvk13ylvmS2sC3quldJZJqkFMRIb/gopZcTJZmWtvzb9z0ihQGliN2lWApLiKpldIGF11kr3n3IxKFckqJLuXjIaOkd2G3q8FVlfcvd9TMqtTVF2+VBVNufYZrC3NG2Vay/cJlRYxqJyCDY0QetMG9pVvsO/T+LtI7x4FM1z1FmrnfDUCmIk2m1f6/q69szGW6ZCEjrCDHYStdaol1C/68eshXKemGyJnYSlLuUmdtukhBN9777XCqA55ajIFLIRZm7fWpGWPtqns/w58UqP4bZVqhGu7lyKMtxPl5jOTcXlrJ+qNL0yPWoLbLeNTFzLeH8U95BIikqFrXdjh+OsofSZqCEhRGke7EC7PtBlfkfR7yMLQBdAXYbi3P/u0Y1KOweqMuKrriDGpsE3yQNFmEjUEYvJOPwgslQKGpIxHhtrqBeNo0ZMUuHoJq9WyriPaDloeZQKhIsorcvWiUCgEZJ9wpHcOlaQipGNBZwpQKrGDa9WJCjXSohRCYyt9XRSGusemYWLurSDtDnRqGgAZh3n3nf3sRv4Yl3+0saOHnvdFdj79luD8sze8xNmogWSMUDQ+RtTljv3GykNjJS1nJp4SwE0yfgzQjjO29ca3e2Y02Gg5cm6ft0ydy4tkTinrYgteScDZ9FPWArtCuHHlJgMV2hv06sc+W28qKT7FdH1jkVlykrZ+uyewQIaEnWvmz7axYFXQB/9MClspg2lx6ePFf8dIOyztOWFjOug+6OGHyDZeWJ2B1sWlEkxSd3AOdHjFxdtK2ImnjHYRypO0D24CyMQGiEWiZXUPp1VMh7oQgWlUOntaLli8ZizTKbKXgBQRdu1nlo/LkcfWqJylTTiVcyzksbhC5TYBeM+C2mtybLpUEgVruvfu05HNCG0VhDjceOykQnXNwn1EL4TQuq8t3hHVnF7bFGEaTd0FGPpLZjUmhm44eOePimbsqPVxyp0mdP1Ouaup3GGLj7TT1ZwfAbMjNjKJspeMqK006sqDT2J4ktTU1wmkieLnGVPaT8IyVkojbis/bU6cf2PNQJyYmbxEi43ZJxVAoCP1Q0LZcqkFLQTomMJoWwnqlbdQjhxDq1UQcsgFoJJCyYZuOKILZs5gdbHargMXOcsRXwOcVmzZXff1cu55kqZNkZK4wJPad6UqKR0ecKE8QApvcW0O5J0zInlMWx36XO9CMtA81RqZYRlET7Xms4peaXv3b21C+BR3m0G/XJiNIYYjdIikrr+4kqfiz1JCSK6LhVYcU8tfu9FJRlJ5y0qkVgLTiohJq3rIChrLGb6CEi6LPswzlyzRYmP1yfP2XYRiMNYGEUCMn6NLdrZ/aJxw8TQfchofRe3WlemAdQ6jAWi67o/V9fjup+6tq6MktRBrSBKFTbYsciksZ3UXU6vmSPROPu4zJzbXHbUTStQdVVDrxXQR2YmrnJF8XBiUhoBB4R5OVMxool410B4xZa7WjcWWCIs/UxGhYCwU8G6CRfE+qgdM+tEZGd8nfkNxEhBj2qIiduHgLCCM5k3MpW03K1Lr1NO5OSSeufYqqjsu+9VkLsnAsEbicrUuvG+/LpWWAL5a5saFBeLbouGrdsieq7FohLIx1LSuidMJ7dWE8zUFtIFxWgF1HVbUAL557xWtjOvwxAEsr0PdaPLNcl8AZjBsMyuZOCgnLEZhRs/RHNxhF0UMi0S4n0oKwJyLmUX16HschqHmDpG6qHaEshRgxELTKAtJHNiN37Q5K5R7nr0JScWYnIWwO2i6/qnyhOvnxPCgQWywy1D16euGp//TTZWRVt/WrFAQNsq79ZPicng+suw8+TCM2jDCxjhUdiQB2UT94+jUehxGiugeYilev7u1f8lBhsly2zLU9UQ5RRaSuiNyojUFeDcw15AkZybXohZ/MAhCpkhiH4GADeXuQDg5h72qZKskJN7RpD7x8ZKSQdj+X2IpnMB5O+3sgBUCVFWzTmhhAsjmOvWJoK4JR5zLm4yiCqgqwMx73OKnHXyZLm9Ux1At3xemXIGD/ddy5o55z6g3+dEuFLQLg671ckmZRoYTymEwhmTJ/VeP0ufga1A+9lPrZSujeuJsNuK8fx1dwJ6SRbKPhkmdgsD81BOTF5EoLHqAWGFT/X8gHQ8W05c5ZYHooAIPzp4x81OkLNwOeEWC0AqJlvHz/TQut67Mg6hS5DPE4Cp3vVOISciu97HkN9TjK80izY+2n0cSnxtCwA1wlhYUTdWS20H7eTiOFO/be73zglMJy59PGjTsxdaAUUB7QYKVUUYYxmfc8oKScVmbK2k5co9UEsFlIURX4WAXFHdcpZBzwhGKEWhYcHMQilRGaXT8Tkka23j2RpXv9u3GBV2tqpITMbiO46bTF3D0v5eZQkxqo3b25XNzszTZY1sCeK+o7xjcuXsU4dzdSPl8qbf7WTmdQQoXXU+96yj31OrZcKK2sRVAkGcf2xIyT0vo/Zoq9k79PGPhJ362CvXRRwCJoHWOIYYGW3jjqsVsLmlU2B2AMME5WQPMFlvW2To+8A1HFmdgsrV42amQpXGdSTdy2hc3sEDO1pvnphMnVOrXD2sjrnGqktIp9adx1bjlk6GK6qPkMyNxk+tmzuH+LePv3MUMGERzrLttpNF496iDWvQmclYJ1PHiZHRm/gaObeQKiEKBZQmLZKOrZSx1XGeKzxef46FEoCxjkoJMZ21Qom3C7E+MlOxkrJo2e7FC3/9GkHZmsWEDsxxITDSWvGmqnF723WFNC7vpJgM3N0JUZITlWMzal+oEtiw8aixe7RDQLbOBeiMJaVpjAJyQqqXsFxw0M/JIvitMiEKsRUyRcoS23cbIB0yUFUmy4RdT2QHb/ZIJeTqfRwfPge98dF8Gw2Y8muZb68VGuFbEO9BYePV48m1qEUziEO3nsa6AjaXGCPMrJRhgnL9ALC2nq7QNNZCE8sIjRNzmyk1yIyfJfUwFyD7TsROxo0AjYXMxYYMFQyp4wTHjL6f19NN0SU255UtFRezXQT1oqeIDLbfgjtg3rkFLmtbPtcAOiuhi63MXau4rnSFfcRW8pa1NPpMO2BawYz+1xBlZYSvi7nsipF0BN/r9Dq5h7/bdjwywnJVc+zu3wesW5OhjR0V9Dy6ykrSJiVnifHrSmBEUi4BfsS1KGU/QRRbKVPHcrGXas1EWowKP5uOO6Ypa0I0xsKQCjbyU1CXmUh1EnKvuTJHx++37hxhvd3M+y1omMK8subqWR8xmeuYOWtlHMPZeg4kxJr50iyY48UqxMAcjjTOMTUIpwvfTsEaj4pGKAJAGdU3GiYmbdo4mETsSktIoYyFtdolg3I4sXmLgTGUayaGMqb1AHQCUra8xX65W7+L1M1O3ewpSym1ZAIgmaDNaxF3mdDeRx8WEWR0YIFWzTXqIwRzy7JW4szyVVViGifYio+cI/YdUT0IetV9xWOwA5WuNy4cwlktYxfQvLLN64j0/X3dejSu1nXCdBm6xf1fFNhOSYnOvlYkpRpX+6ryDe9ZB/ZOzAN4Og0HJjmSIlG1Z/PJnKPP8ymFSY8ENPGMXRa72ErZdQ3puna+YyGrJs0TLU9K/HaJH/I7dnbNU9vHQmvedn322We7VdH6rSIxmfvd+nbmu+6dLkNBLCqj9XxcbUtUunaAfJeKEddGkD28+bc4ffJ9/c6FbBsuG/B8oG2U6xzHIWSBJ1ACMCPS/cxtuoCGub9rvUuCKJkWgwSlqQDhJsL3mhTaqbsiURmLvRxdQjL1fXDjZvbZ57hDBF0s2vruu+vGHeJTbMWk2odtl4u4z/Jl06ex6uM6yu07xbzfcV5ckrTHFNbC7SyZQ47Zt2Mybxsqdt3xNRG8kYVBxDndSAeulReuL6XdbjrMnbZl1teBtXGTF3RqLUKSuPupaFDWOuJc+rmHOkVKPzMRrY3ZkdPxtsHrvFG/9kHqXOgp4Zvcb9f+i/AYQL9OT58pGed919pnDwG+3eTENxWTdKR+MBJbh0aOoe7sRSHHSuaqpKJSJAwiUYe9ELP2OglaMeh9yXooZdPep8LKrEUSQEtMBq8nYQKOrcBpg9oMEpTa9iqaRNVmbuggEDgWkJTYgtj3hgxclNH7nLhMtQd9hF8KesPqlNtwzoNWykbwAXnrWp9BPV3xLjkRk9rPSi2UmWOlGu0u9/K89VLkXFB0v6n4XBmvT+rdoh2ToXiLJU2JZRvuVJoOCqm7yUFGXcT54yYr6oSsTYygVCOTOklKH8tpRGZCOMTxojGxtUiJRlTS7ftCRUlXHaPCqizMcePZjPy6iVjN1Cvdfy5udl7Zt/Jdbr1l7G9RWoJShMtpPGyrTCoU/8uwVHZ9T9M6JWJPuy2VNNF8+tiFnPYvPyUx1kGc+erWZvqbv929TxdGpGDzUIYCMycYnZbYykw/zM5gS8EKLRFJ2YoFJEdu8Iyb69mbzxPkUgblXMBdn52I9PFrPc6RHkcljhkPLqHn4oVO5txyLuRcORR576hX5L+sK/OX+536nEPXOqnecByzQ0k9/PsMoFGkLmzJ+pgoS5eob1madXMPBO551VgtZSJm2G/fflgMEZeiAMSK8sOJyRrE+gS6ru3gmMLm5CzC+CoqGubFiVKc6HQWUCdU3Xc5Um7TTsEUCRU36ju1X/oaL8tZFQNhmbFUbkUoL3PdVc164mY+8p/p9ZMIxGSy3AoAqUd9hWVsMR9CbA0l75OWyloRK59qxBvCjqKYZ+CgdD0Dc+1crlPtLKj0GVmjGWSoFSBMFJqbpMpbKcnr7rFQLse6uEzJdLLZkqDslZqgyzU4z/WdHMVtH6atqR5zlY8IBZ1oJFKiLBaQbpm2YtIleqViTCbKmjwPET7s6fGF7XkKUs55lrDcd10xZPRankyXd9e6ixBf79RyWnd15OoKYm+jeurqTpB5oGdjkhuANmRftP7Qsrlnjl+W2Ja6yro6VMnjkvXLFbm8R2vAaGJGuBdTP7sIqjIc5Z6z3M0bvBMniVe6mcc9KdjIg73Lveu2CUSCgG+jYpGScm3HonKI6zglJBcRl3E5tyKelm2t7zpOTpCXpbm23koZnY/Hikr33dBrHjNUZEb7CkSlu9+VskWU5Nlkl1nrpVzWbGh92+OgTdFE6Lpl7eugtBGOzs3NnBosNJzKjcwyFkvYrgciq49rYO3H2L3Y1SNKubcDV3e6NxNO8Zc4TiwmY1d2MNhBGSHp5ohWVfjwr4Fg9Fp8Hl1uaype6Lkp1Vy3FH0eDC7VRPAAo9+vUFCu8ngxqTrlr3sk8rv2QUWlX56wIgbbLdk60yUqgXSYR2sfIOdvG/OuWaTcsQCgGD5H8JYoRuZPmnIKwIjK6bQxbTgCC1gUVxjHyQGNJbICEZGicSn2FV25UcNAwo0Zicp4H255VkxmXOsxLfd3ZK1dheWy56CopTPv+lExmbPyxvtbNHxgCLQjkrRUAsYqWcEkx0fTkZQk5EUriJ6x+GLPVdDH/qiz06+/+7sQZ7yq+fydD+bLT7NVxJ4jsv/4md3EUsreZd8J1FqjXkLo2DL2sVNY2OWdFZXxFGmOWEx2mdXdazxiLHJ1K9IDSsZ1Jk+C3EROTDpLpL85SQoZJyRt0utWWaUEUNty1c3DOFeMeDCOlk2SbW33WecG2vSsgPHc4N7CgNUKPCqc+66bY1UWjxxdD5plC8h59IlJnufSB9DKhOD27V79g3lFYRLFyMzKRd14ojKDZ1LXv0vQtZaT36gCERgDrK85K2UiHo4cvL19bIFMube73OGUVJ2MrZQ0LGDetjHxMVNiPXWsky0oEyO8hTRxinNd332E56Kk6kxCVALEWklFZWz8UEZQHp5+FQfGTx1WlkwcdiAic3HagdFGNsv9ebEl8rHAli2UtJdRayPgpI2PgIARR941HFkp+xA/0BKubpe/ihIKXGepJBU7uAETQtJZI51wpCKSbheU1QbapyyU85DStBgSYayhJPvK6cchx/GWLeGCP/pvuwg+dkZiKSI2JXq6Oiad30X5Uun+UxZtt+5OItUxo+VNPjQzojg3KMzllVvVQ6EogHLUiGEhAVVCCGmD/AeGGrhr5OZLd6Tcz/HnnJCLREpyH6n9xfuORU/qe3c6QfhKR+cluj46Jyy73nedQ1eogf+z35Ur6oSkkpZnxCSE8NcyXZPcc8N9zIlP8n2rPJn65Mo1jzh0ApELXFVtV7KQgKpQjjZR6hPzjwFA7P3HZt9H/rBZOG8Q5bx2XCuYQW9ItL3uurfd3bvJOgks7zG60x4pizBslLfOxzxomDxSRlgqCFE1s9Z4UeGy/UcNUcriB4RCEjAPNuLqdnEYMWYQ3RxLZSwmazMbiRlEMmssk0REJtOu2IZCSBsDOUQ4CWksuV6Ikn345Zme/jwLbw7XWKzKzO6u2aKGiq7z7AoxyAmtPmIy/h23cucvErbQlzhWuOta6Ux9ivdFPwvREjfbiizNnyAP8rqynaEybDfic6fljstbVxBC2BmH6khsWBGRczPHAjL4iwVCR30M9pnPj9hMx9cRTtMFaYd8pplkZymRv7TDDezns6dlidtH+leuqBNSFuGx6O9m3d2+7EL60A8hZVpUShAra9G26jq6xOZW7pecxdLiZ9Vxz5vmC3vMEkKWGMmBtiJqndxqx9+1825MwJx9CVFD68I/o3fLYBwmz6BaNy6eg3FxANP6z4PlzXD/AhBO0JWmx1GoprIGMYuKWBsSFYk2WnEMZQ+cpdIfL7ZO0nJQMektlY2Y1HUUxJ/A9x41cXf3wTX8vlNMRGRwQva1q5HqGuRxsmIYHX2D3HPME8+5ATld501/y2XGevY5zy7X+VbJiavUOn2/F8Tys8oBFvTVZXVQ0tyX0v1WPUbJp65JWRrLWUVEXDwCu8tiWBZt66LDudVzIiROZxNbz+KyB/U6Kk/23BPfd1nZtTKiM44pb+039hKhqcdaQUjS+faJ41fVCYk6ENFvFohJfz6mrc2KyoBUm6yHnV/fEe+xqASa62xf/fNGEQtwNTX1rihRTkpM6z/HuLi01yHFgVdAP3JjuHCIZybXPs9pM5yoBOCF5VbnI181nIeyzcJzHNHh/m1R6VzgMhSW1IqXepDH8ZMAEZNt6yS1mrbnMm03noF10n1OucHpZ6Bt46Y3OZpevpjb4EeCp2VFc58jC0ynoBLtz51TGq7opqVl6D3gYcADc94AqHllyl2H1PIuEbjsByedv3coiwo/elyZuBdXAT2Wy7/pBAGNzXJ0eTmidUVZmkE+TkQ6q+dcQRlbFOclCVfp73MWydT0r6kQmBSt+z9ej1rv4jYxsibRaUfjfQYDCJ04Lpo2VClAVRClbQ+LhR8x/egSlEB4feL2Q5vZhjTddl5bFcfjbpUuD0aroxKWKxCV9NlalIAQGI2Baf3nOF6fjtPGT+lXHjqzmTtudl3VrqcpEoYgAeWf3/SZzaO+dzeD7vZp/SVM633Z773JWocucADWDa5suxZZDt17oC0Q/OcwZjIlJmNEHDvpBtYohZYlMmXBBHEF5YLe48ZHSiSnv8McoemtlLLtystZKmijvpOh8Zt9SAX05x60rQfunGNQV7dfNsA62Uc49nE5b4Vlhil0XadU2MCqxWTioe9d4L5+JNxquYccdQ/KIiEmo/NLxuSRV2elpMu73sfbxxZJes4pS6RI1O8ui9BWrMquHYwFIi2/kI3FmB7HtZ/ChhLUFYSoIMoVCcqibF/7VviAbP5a7TYgrDVe0/bnZAa45USle4/IBa4VMIV5rWbAbBOjyRT7yhmm9cPzrZVUTCas2C1SMdfu+hYFmtAV0bsNEaLeNbGUbKFsM+huF0K1ehOupxFkt3ehklqS+IjaftUITAiYXHMtE3ezLycccxbJHMbdrSI3dt0IRp8GqA4H4FCBu5UHeCbG0pOLiYpd+vFNGHwXPVziRmcnkYpbdPQVmKlrtVUhmStb6phDxN8WYtvmMtRKudXORU4kr1JE5qC/uY8TI50+reCnXQQAHXWy/AOYLCvHEOO6GTWeEg5ZkZhwWcfrpGiJG9GuzykB6daly7qs8oEwzYQr5N67trGaNe1j1MFuBEMZlckJStm4YYUE5GbmgiwXUZbN1Iq+qDK8drGFNU5zk3Ddm6+IsE51dnNspS2et/+UO9yVUUoIvWmufz0DZhvAbBPFZBPFeL3HsclYgphU20LrY1E2QlJIIySL0nQ+3PuOsQ/Uzb1bXN5Mm2GCsucPTcWlhskt5cSlhpuvs/ajsGXUI1HR9s1+i+RyWjY/KAikMVR1ZKVUjZik6ywSRzenIRCph0VKTMYNYF8huRvpEkzxgzD38E25+uLfb+jc4XRfWyXeNn4oDxGVc481QEhuxcK6E4QlQCyVMnyvVXpmLLcNAJ/4uShNG1CMIMYwrm+gu07MsTQm1wmKENXVXMcoJSLj9emxkl4LEVqK5lnyW4JSGwFQT8P8uxQnHoJ6R64zfawMHRyyVYSAKBKGhlS74coenLsILbMkPVxguexTXxx9XefxNvP22bEvDWvPqaaNOLTPPT3+mEnHJcrg+SmOPgRsHEMrx3KO+Lkly8YiSVzuXkgKCY2ylZHF744amcgrs/sYfLfT2IcYlRulpSVkEDOhktbL1mYJS2Q+kTkgRE3EZNVYJ1subhIzSUdyx7GTyyb3kIgbuVNNSHbFf6ZEZZfFLBaTXcLN7Z+y6EjGLrqEV0pELupS224huRNxZUzFHs+7/sJ0YM2DznlMYCyVfXOAZNzgyXCWXFxjfO/78nXE+dFj5toFt457sPt2JDHIJ94nQNzWbv0KqAUgSGfbC9XEYCRRGAsxbEobidW1Vam2gJYXyLezDt/+2+9pLKlWRlg6q2XfcnXd47lBS0PjtCOh60WlUCbXqsMZToqRScHlDCzTE01mk7710FuqiWtbyiYcwlux2+n9vA4gBqrdKCI1NNQSdILuX5t2PL0EpbYX7eiRI80y4uZ27xWkt0CmiOcYlV4Ibr0yCbIPAYVCVERM1qSXTVzciAbeUAsmiRsKXB2pQOXkQ4QsS7q5MhbIViMnwps75w5zpMrXMfjk8JETdpXtqcxuv+44APIP/C5BGT8E6UOy6zp0DQaKY+5S7/swVICljpX6rTqPOdCtvaiQJN8dProBYBV15viAjXp2EOiAE5/RoTbpueoaPu1NzJyHe8v6GL83K7Xfp4Rkl2XYtQnxNimRKVVzj8Txjn6fud9cNanTXNtZTcP6Sa2gFOr5sZaxw8em5qvtrjPHK0DO0ivlQoloO0vPAToMg4oslu0MGvPPLRdX3ytWcR6p+5fWTykBecTkdi0nwGjSbDPbBKb2fnNWxSDfLOmoCTeqvTahH0KbMRGiNtWpKMn6Ehp1a8wDgJan04lJt/zIYVOe7aozzPbRS1AesULygvOv2dbCMKvnyJEjOHjw4LbsFwDOv+S6pe+bOblse535/p9a+r6Zk8u215kffsPS982cXLarziwLHpTTppegPOecc3Dfffdh//79xuzP7Hq01jhy5AjOOeecbdk/15lTD64zzFC4zjBD2e46w2wfvQSllBLnnnvudpeFWTHb2fvjOnNqwnWGGQrXGWYoO9ky6aiVRr0E6+Iy9rFT2AVR+AzDMAzDMMxOZkU5HRiGYRiGYU4NOIayDVsoGYZhGIZhmIVgCyXDMAzDMMwAlF5OHspl7GOnwBZKhmEYhmEYZiHYQskwDMMwDDMAjqFswxZKhmEYhmEYZiFYUDIMwzAMwzALwS5vhmEYhmGYAbDLuw1bKBmGYRiGYZiFYAslwzAMwzDMANhC2YYtlAzDMAzDMMxCsIWSYRiGYRhmAKrWUPUSLJRL2MdOgS2UDMMwDMMwzEKwhZJhGIZhGGYISkErtZT9nCqwhZJhGIZhGIZZCLZQMgzDMAzDDEDpJY3y1hxDyTAMwzAMwzAA2ELJMAzDMAwzCM5D2YYtlAzDMAzDMMxCsIWSYRiGYRhmAGyhbMMWSoZhGIZhGGYhWFAyDMMwDMMwC8Eub4ZhGIZhmAGoejnTJqp6CYXZIbCFkmEYhmEYhlkItlAyDMMwDMMMgAfltGELJcMwDMMwDLMQbKFkGIZhGIYZgFYaegnWxWXsY6fAFkqGYRiGYRhmIdhCyTAMwzAMMwClFJRSS9nPqQJbKBmGYRiGYZiFYAslwzAMwzDMAHiUdxu2UDIMwzAMwzALwRZKhmEYhmGYASillzNTDlsoGYZhGIZhmFVyww034JJLLsGBAwdw4MABHDp0CB/72McAALPZDD//8z+Piy++GHv37sU555yDa6+9Fg888EDnPt///vdDCNH629jYGFQ2tlAyDMMwDMPsAs4991y89a1vxYUXXggA+MAHPoCrr74ad955J84991zccccduP766/GDP/iDePjhh/G6170OV111Fb70pS917vfAgQP46le/GixbW1sbVDYWlAzDMAzDMAPQSxqUMzSx+Ute8pLg85vf/GbccMMN+PznP4+f+qmfwq233hp8/653vQuXXnop7r33Xpx//vnZ/Qoh8PjHP35QWWLY5c0wDMMwDLPLqOsaN954I44dO4ZDhw4l13n00UchhMBpp53Wua+jR4/iggsuwLnnnosf//Efx5133jm4PGyhZBiGYRiGGcCy0wYdPnw4WD6ZTDCZTJLb3HXXXTh06BA2Njawb98+3Hzzzbjooota621sbOAXfuEX8MpXvhIHDhzIluFpT3sa3v/+9+Piiy/G4cOH8Y53vAPPf/7z8Rd/8Rd4ylOe0vtchNb61BlixDAMwzAMs00cPnwYBw8exP/4v/0/GK3tXXh/s41juOmNP9Za/su//Mt405velNxmOp3i3nvvxSOPPIKbbroJ/+k//Sd8+tOfDkTlbDbDy1/+ctx77724/fbbOwVljFIKz372s3H55Zfjne98Z+/t2ELJMAzDMAwzAK304PjH3H4A4L777gtEX846CQDj8dgPynnOc56DL37xi3jHO96B97znPQCMmHzFK16Br3/96/jUpz41SEwCgJQSP/zDP4y777570HYsKBmGYRiGYU4iLg3QVtBaY3NzE0AjJu+++27cdtttOPPMM7e0vy9/+cu4+OKLB23HgpJhGIZhGGYAJ2vqxTe84Q248sorcd555+HIkSO48cYbcfvtt+OWW25BVVW45pprcMcdd+CjH/0o6rrGN77xDQDAGWecgfF4DAC49tpr8cQnPhFvectbAAC/8iu/guc973l4ylOegsOHD+Od73wnvvzlL+M3f/M3B5WNBSXDMAzDMMwu4KGHHsKrX/1qPPjggzh48CAuueQS3HLLLbjiiitwzz334CMf+QgA4JnPfGaw3W233YYXvvCFAIB7770XUjZJfh555BH8y3/5L/GNb3wDBw8exLOe9Sz8l//yX3DppZcOKtuuTRuUyuqe+rv99tvxkz/5k3jSk54UbP+kJz0JP/mTP7nUMv3t3/4tXvayl+G0007Dvn37cMUVV+COO+5Y6jGYrbPT6szv/d7v4fLLL8fjHvc4TCYTnHPOOXjJS16CP/uzP1vaMZjF2Gl1BgB+93d/F8961rOwtraGs846C6985Stx3333LfUYzHx2Wt34y7/8S7z2ta/FoUOHsHfvXn/smAcffBBvfOMbcejQIZx11lk4cOAAfuiHfgi/9Vu/hbqul1aeUx1V66X9DeG9730v7rnnHmxubuKb3/wmPvnJT+KKK64AYOqU1jr558QkANx+++14//vf7z//xm/8Bv7u7/7O7/PjH/94Ng1RF7vWQvm5z30u+Pxrv/ZruO222/CpT30qWH7RRRfhvPPOw3XXXbet5fnWt76FH/mRH8Hpp5+O973vfVhbW8Nb3vIWvPCFL8QXv/hFPPWpT93W4zPz2Wl15jvf+Q6e//zn47rrrsNZZ52FBx98EP/hP/wHXH755fjP//k/4wUveMG2Hp+Zz06rM+9617vwMz/zM/gX/+Jf4K1vfSvuv/9+XH/99fiRH/kR3HnnnTj99NO39fhMw06rG1/60pfwR3/0R3jWs56FF73oRfiTP/mT5Hr/7b/9N/zO7/wOrr32Wlx//fUYjUb42Mc+hn/1r/4VPv/5z+N973vftpaTOXXZtYLyec97XvD57LPPhpSytRzAlgNdh/Dv//2/x7e+9S382Z/9GS644AIAwD/4B/8AT37yk/FLv/RL+NCHPrTtZWC62Wl15t/8m3/TWnbllVfi7LPPxnvf+14WlDuAnVRnNjc3cf311+MlL3kJ/uN//I9++UUXXYTLLrsMv/7rv443v/nN21oGpmEn1Q0AePWrX43XvOY1AIA//MM/zArK5z//+fja176G0Wjkl11xxRWYTqf4zd/8TfzKr/wKzjvvvG0v725HKQWl1FL2c6qwa13eQ0i5G1IcPnwYr3/96/G93/u9GI/HeOITn4jXve51OHbs2Nxtb775ZvzDf/gPvZgETCPyspe9DH/yJ3+CqqoWOQVmxayizqTYv38/1tbWUJa7tq/3mGW768x//+//HY8++ij+0T/6R8HyQ4cO4YwzzsBNN920SPGZbWQV7QmNievi9NNPD8Skw8XL3X///b32wzAx/NSyHD9+HC94wQtw//334w1veAMuueQS/OVf/iV+6Zd+CXfddRc++clPQgiR3PbEiRP42te+hpe+9KWt7y655BKcOHECf/u3f4vv//7v3+7TYFbIInWGUtc1lFL4+7//e7zlLW+B1hr/+l//6xWcAbNqFqkz0+kUQDo/3WQywd13342NjQ2sra1t6zkw28Oy2pOt8qlPfQplWfJzitkyLCgt73znO/GVr3wFX/jCF/Cc5zwHAPCiF70IT3ziE3HNNdfglltuwZVXXpnc9uGHH4bWGmeccUbrO7fsO9/5zvYVnjkpLFJnKM94xjPw1a9+FQDwhCc8Abfccgt+6Id+aFvLzpwcFqkzT33qUyGlxH/9r/8V/+yf/TO//Gtf+xoefPBBAKYtesITnrD9J8IsnWW1J1vhE5/4BD74wQ/iuuuu21LewsciJytt0E7mMeHy7sNHP/pR/MAP/ACe+cxnoqoq//ejP/qj2dFyMV29x+3sWTInh2XUGQC46aab8IUvfAF/8Ad/gIsuughXXnll722Z3cUideaMM87Aq171KvzO7/wO3vOe9+C73/0uvvKVr+BVr3oViqIA0N/tyew8ltWeDOWOO+7AK17xCjzvec/zeQkZZiuwhdLy0EMP4W/+5m+SsSUA8O1vfzu77emnnw4hRNIK+d3vfhcAktZLZnezSJ2hPOMZzwBgYpj+8T/+x3jWs56F6667Dn/xF3+xtLIyO4NF68wNN9wArTVe+9rX4qd/+qchpcSrX/1qPO5xj8PHP/5xti7tYpbVngzhzjvvxBVXXIGnPOUp+NM//dPO6f6YEKWXZKHUp46FkgWl5ayzzsL6+no2ZcJZZ52V3XZ9fR0XXngh7rrrrtZ3d911F9bX1/F93/d9SysrszNYpM7kKMsSz372s/H7v//7ixaP2YEsWmf27t2LD37wg3jnO9+J++67D+eccw7OOussPO1pT8Nll13Gg7l2MdvRnnRx55134sUvfjEuuOACfOITn8DBgweXun/msQe3PpYf//Efx7/7d/8OZ555Jr73e7938PYvfelL8fa3vx333XefT7lw5MgRfPjDH8ZVV13FDf0pyKJ1JsXGxgY+//nP48ILL1zK/pidxbLqzOmnn+5zTn7kIx/BV7/6VbztbW9bVjGZk8B2tCc5vvzlL+PFL34xzj33XNx6662cv3QLcAxlG1Y5lte97nW46aabcPnll+Nnf/Zncckll0AphXvvvRef+MQn8HM/93N47nOfm93+9a9/PT74wQ/ix37sx/Crv/qrmEwmeOtb34qNjQ286U1vWt2JMCtj0Tpz2WWX4aqrrsLTn/50HDx4EPfccw9uuOEGfO1rX8PNN9+8wjNhVsWideamm27CAw88gKc//enY2NjA7bffjne84x346Z/+aVx99dUrPBNm2SxaN44fP44//dM/BQB8/vOfBwB8+tOfxre//W3s3bvXD+j56le/ihe/+MUAgDe/+c24++67cffdd/v9PPnJT8bZZ5+9XafJnMKwoLTs3bsXn/nMZ/DWt74Vv/Vbv4Wvf/3rWF9fx/nnn48Xv/jFc3OInX322fjMZz6D17/+9XjNa16Dqqpw6NAh3H777Xja0562mpNgVsqideayyy7DjTfeiHvuuQfHjh3DWWedhUOHDuE3fuM3cNlll63mJJiVsmidKYoC73vf+3D33XdDKYVnPOMZeM973hOM+mZ2J4vWjW9+85t4+ctfHixzxowLLrgA99xzDwAzw4+L93/JS17S2s9v//ZvL3260FMRXWvogdMm5vZzqiC0PoUiQhmGYRiGYbaJw4cP4+DBg7ji5/4Qo8nehfc32zyGW/+Pa/Doo4+uZEal7YQtlAzDMAzDMAPQajnxj/rUmXmR81AyDMMwDMMwi8EWSoZhGIZhmAHwKO82bKFkGIZhGIZhFoItlAzDMAzDMAPQSkGrxQMgl7GPnQJbKBmGYRiGYZiFYEHJMAzDMAzDLEQvl7dSCg888AD2798PIcR2l4lZAVprHDlyBOeccw6kXH6/guvMqQfXGWYoXGeYoWx3nVkWnNi8TS9B+cADD/j5qZlTi/vuuw/nnnvu0vfLdebUhesMMxSuM8xQtqvOMNtHL0G5f/9+AMDX/+7D2H9gP7SW0NZbrrWEgoRG4Zdrbb5THR51iSYQVQjzXthlzecaEir4XooKUii7rnLZRc2r1oCqgbqyn5V9rwFdN+upOtrObqt1EyC7lUBZ0psStGclhP2T7kuzrizMe/cZdh0hzGe6fhc0Myp9784hngxJKxw+cgLnX3Kd/22XjdvvvV95Bw4cyMwmQC0KwfWK3sfXjV5LhybnqhLXI36N36eOveh3qf2nyrFoUPbQXnzuPOYsP3zkOM5/6v+8/XXmr9+LA/v3hF+mrtu8+yKFJve8Uk3b4NoMwC5T5P7J/D7u+DK6T1OWslRZ4+3Nwvb3bn9SArIM24ygXRFAYb9H00YrLSEFaW8Rn49CO/pJNddE1UBdt8vvykSvU3R9Dx8+jvMv/l9W0M68HQf2r0ffRtfSXceCXEPf9oI8Hypz7qoGoNvPCXeujtz9m6s3yXZBp98jPWhDbMVyR+ulqzdFCYzXgfEeoBybz0VCFgT119QtZZ/z9JkfHq55bheiAtBxP7lzlNLUmQv+6bbVmWWhlYZeSmLzx5iF0rkS9h/Yj/37D7REYywmlRebhXm1n+OGTAjTSEkiJIUVkFRMmmW1rZgFvJCkwtEJCV0ASpIHxih8gCgnMFXYgNibeMuCsktMmoXRg4A8DNyNTRs9SdbvQ0ooBcIqqrR2v9vlJnL7PXBgLw4c2BN/GX7uEpPxq5ThNXXQxj4WArlXen1yZQjKvURBGb9fsAPTi62I5cTyba8z+/e06wz97bTq39lKkRKVquoWDvHvkxORQ+pOqs4F9T/RFtA2hHZI/XplICT9oaJOuz2puEDhd0GbGXVOaR1I3Xd0G6y4zqSEeHCdyrYYp88QVVlRWUf1RLWvg6NLJMX0EZrLmj4l15Fxz5xiBKzvB0YToBgDxdjXnxwqMCiln/Hued0Yf0bmeT3v3Eh5OYRh9zEobVAsGp2QBBAu10VgwfTbQ/pei10AAFAiFpVGTBpr5MxWSttAVVUjAIMHAG3MnOWBLFepdVS+cm+hB5gVku41JyZlpgEMd94+YGytcZ/de9rzTj0AVkmucZgnJlNobfbnhEUszOKGuUtI0u26fvMhwqXvw4CWnf5WXfStl0PKuxUBfbJRVXP9hgrl4J4k9cO9p22DMA9MyGL+/uNj9a1PORHpy5gRQv6z216i1qZJpw/4UEx21a/oOyGtxizTFmK/nl1eFLZdtmXVKm3t2g7KkfnzZaKdUHLdnIU3/m1q+1yREnDPLCHgRbaEOS9f5xC1v0W7Xc3+/Jl7nYpb+j61To4+HRchrDVyBIzWgMleoBij1iWUGrU2d4YfCn3G+/UiMemtkrHxJ1fmRTqJJwGtlhRD+VizUDqULrMubickAXS6vaXv4CojMKnrG0ZMFlZIFqKC0FOgJpbEoNdoezzUtZsSD4F1Y3t+vIXEZGxlaHY676DmlQpJ95m+p/t04nJVvb/cseIGPfuAjdaLhV/s6s49+OaJvEWDv7dqUYgFcU5YLkvs9t12pzbq1GLk2o7ctemqR/HnAqZnq4nIHGI1TpWh7/2bCv2I246UVdKLycYFGT/kk2JySF1VpG3pEu9UaAl7HZUyAm4V0DaUXrOiMGUoSjjrbWy5FVDm99cK0HWzDwl7/kRUAmlNrhOd9nm/f5EzElBDQM9OSqpTkqr/UhohWY7t3wS6WEOtSy8StQ4NP1qHz+mUBZN6Ef011RWx+NZpjxA1DHihv0PbHmYuwwQlJGqYHoxyPeEOq2QqhlJBQkIFlda7toVKiElikfTviRUSyFugWq7OyNUdsdUEo4PEZLNR2hK5tQI072MxGX8nScOySpYtiJyV0r0PvlPp933KdTKEVCwqgX6/z04VfavC/e4uvo92rIQwzyWtGmtZl7USaAuIIvG7pNiqNXiekHSvHWJS2yY8JSa9xWgrYjLVFnaJGyd+/P7V8tq3PsgyFK9F2VgkyzVUegytisDYYYwa9lnjRSgRN669pHUC6BaWQFtc+uWJcIEYZxHXOi04c9t3PVvc/QCY6yJLY821Lu5al1B6FHoTyXtn/MkWeZ6YTD1zFdpWeBuyUetMvO4Og2Mo2wxzeXfESuasks5qCbRN564iuvcFZm0xWc/CuJacO9sfMNFwpgKp3ecFrZZzxWRrg8SAEv8A7NiufWDzmnOJpMRkbpvtRMphYnKQa5mIylQIQ85auSwROcS1vUyWtb/dKkjjNiBlzRWS1I+qv7XSiUgl+lmZtkrKtR2/UtdsHG8dDbqhMW20ne0Uk4vE7bYsvE5MyvBeLDKhAssm9vJIZ5kcY6bWUemxEU0kFEBAodASkEBJhaTUxsLqOiKuo+Hc2k5s0g7HvEtJRWZXx8Z3ijrOM0UszujATnptXNyktdh6y2TOo2iNP8miRAO9gsGyVExSryI9h1bohi0PZpmTZ3Y6g13ezjJJrZJxZaQiMge1TjaxklVbTFbTJgaDjs4G8paoYMTcHKulX21445oUk82XzWuXq3srdD0cU+5v9zmw4JxkMbElq6Rt9KnbO9cZyMWXxsePr8UQl3lf69W89ZYlTLu+H9qJmBebuJ34+MU55xPHZfnY2uge09pYnlJxie4zfQXS1sllTpGWc23TZTResqeY9KdEYifNl9Q6NPA8iGsdCF2edAS5FxgFEfq52NNlUxSNeHUixYrJqdrbCEr7rDLPmhm0kBBaQYsKonCWbGWucxBLG7ULtMMRi0snqinzhKBfr8cjOWeocPvLZQIgdUijhNIyENkulI0S15T2ANpEvGSXmKTn7X8nUx4nbmu1OyyUqJX5W8Z+ThEGD8rZqpCkI7pdZSysiKSuboGqcW371zr/AGkVMvMQaLm/M/voamyjm18rhS2lb6CkGgf3MF30od7l+l2llTJFLHzp8pxllX6Of6d555O0CieEBBWA865ZnwE0ufOM99cnZjIWybnv+9aZeesP3d+yyV3/wDpZtzuNzkKl0Fg/AEBR8ZYYAEdfu8JFYvoKtK5R3TmLZOo7d9jIzU29PYG1KFWOvoO/rJDMxWgCQO1j7Jy4lBCiMiJrVYNyAgulEZOVHlshWaJWE9R65A0iUlRQokQhNyG0glAKpbR6rra/v0w8a5zIdN85azZgOjJu/XnhEjmjwNDBi/Ey1+mIRWRHvC0dF+E+N/t1L8TqLZR9VieEJG07U6FI8XnbmEmlja5QuuxMN8jsbAbHUFIxmROSrcE2ok73bGzcZCk2vas7EJH0lab8Abpv1rku8LCR6J0qiD6wYqj71R2jz4OYrhdY3iJRmXJZx5/pPuP322lt6UKpbrGUEkmp80tZEWP6WgzdK+3BA+Sh0XO/8x7MtL6k9pHLE0q/yx03tb9cfZhH177o9ye7ExJDXd6BOLevQto2I2H589/XjcDcqtcgbg9y6agcOatknBIr5eVIxEkGojK2TALp360rq0A0clzT0eNRmpimDMbV7sSlFKV5BqyqM0IFuHRhWQU0CtR65MVkrUe+/BrShHpCoZAzVAqQQkIWZTtUIM616QaZZMWlzt+POQHZJRq7vFJ0WcfALXfeSjfXJ0ZHnQY3IMc9wxtjUBXGStLzzLUTc+qCRihsdzocQ9lmobRBZlnz47eCwhNWSVoxC7EZDMJBPbV/TkwSSyW9iecWNGfZaD/AF0pkjoyVcqiY1KZXDyHyopLSV0jGlhuACPIVVWKbMB5A03jmHmIpN/VWRVJM3CDH7iAAPhWIlGlRmSpLl4V6Xt3q6hxp5OsQTTIdPJCi9ZZl3V50X1s5dlengT7gc7Gz1O0NKxpR23sMabEWu8a3St9R54FVLa6L0XcdtBOVoxFEqd9xXv2NBIhzRbrPQGjFcungnPjQKKBR2/crslC6PL4kFs9lJXHi0f2Z0C0FKQrT7GoFoRUkKhS6RHuijRpCRlZf92yiwtK5xuN2V3QIpFwMbdf7lps8SuAepJMKwyOA8Dntf8/ExCTN7olxCI110ovJPh3OZXjcmB3PwEE53ZbJlFXSuLTjJOVuAE6FUm4aN3c1NTGTVET6GErr4pqXGDXlPg1eewjJPi7vKHWNF5XJpL/KPMDoiD23TJKbzInKuAx97r+URTK2fp0slzd92Mcalv5eTiT5a6fC67MVcr38lEsoLq+LxQPaFrB5185973abSzAf188+nZouixfdtxAIVHEf4dt1rC6Rt2y6jhVYiojrO3axuUEWTjy2HshUlBOrjpTGNU7d4kOYJybnubjj9Tp+NylUOgUOgKyYpK9AuxNn9tSyZM3N4OFiE/3IciMunWVz2xFlEF+qdWGtXeaZpbWEsi7VShmhVcgSqi6t5bJsrG5ojCHunIybt0KBmXl+yU0URWVEFc1Ekoq7dCSvNdJ1A4gslpkBPan9+DCD9ow2vijk2e2f54nnuxA1Doye4dedqc8ZC7g7b3de8T1m92xyk0okUyDR9ZhTgqXe7W2zeBMj6fJLOiulH3wzm8JPl+isk048uh5gV1JUf3CZ/r6Pe7uvdZK6MCP3d8tSmXRLSwQ3j3sb32fUOhUIrYRAaMUSJgTLTmWeZa6u2+ft10uI91Q8nCO2StIEx6kHLH0wyKItWNw6ufOiHQUqLIVYzDqcGpAWn2tqFLsLdO8TOuCPFW3jHiDbTepepx2kViy1+W3igXXCJ72N7kVqoXTL3e+lUhMOdDzEgbAOpsJi+rq442sgZKvz6ndpXd3tGXAy7SQRi9GOCI2wiMVkK14+45as3XINCNSo1Ti53rKp9Bi1NsdS1r2t9MhYKlsWSg2lYV3cBWZqL0Zy4p9bDmkHnJj3lX+eFWKGQk6aUK2yCmP/XVuRuldTxAIytjimXun68bo9haQX2yi8Nbcmg3TM+um6FwhEP91nBA1HkeRatM6l7WbfDeh6SYnNl7CPncKWBKWEgoJM9uKoYCzEZmClDIJ46wqoNqMBOHXo3g6mVkw80IGtWRFyYnLAgJxgm1hUBjkSnUCBba/tQyQV8+UOEYtj546j5ObWpcfcacyzNCZdJx0CSETXOnecuWIy1ctXTYPojt06fi7XnExbNV1HZFFRScuZFF/xykTk5IRaF+46rWr0ZZ2ZOzpuC1oCUgai0r1vOnpEWOrovbLfSwkI6/qmsZddlseu/ILzXJn03Hq5BX1Dkp5GMbZ2z3Xfkwd55BptH7ktJrse/hpN3uLtxlgZJ75MNUatOEEvijVQkbg1KTQqVRgXOABpf8dCwqcXamL9zWAeBWkG9YhNKBu2VRZTI67cc8sP6iGz6HTFk+fSzrUEZ3zN87/hPDGp7Guc2Bwwv/fZa+dG13kEiGlTHiGDEdrNqdi8lIVqh1+4Z6Zte2nqot0SP8mkGSQo3Y2ltfSuDQBNCiAx8wLS3XzN1InKmslVY3mcbYRCMp5nm/b2kHhAxDkd51hfWqmBhsRPUktBbDVIiUpXhqQbnojKwDqi8rGEu5WkK6RjXaAtxHLQ65saUJGyBgXiMkwM7TD11W7nhWWifEmrEhrxWEfr5eLZvCVzYM88diPNi2XaanqK2tXPFQlKbWOoU8RCHbDXoGkbsinA4ik7gcw9CADSlMM95Gta18hxh4RkdFmXgnL2EZWZ7TrbsrbIaO05mEo3MQAzMRK4e3+rcXlXekKmnSy8G9u7v+251ArWQmn+HJJ0Btx7Kcx7KQqMCmPBo4JSiym0kFCiQikktCiMxbKw9ZFa6NxfLi9nV8ejJSTz1z4lJIEOMWmvlUuppCIRTjky+/8wEhJCvMArB6U/g0pNfFomX/TIK+l0AAA4zUit4G50dzwoaCfDg3LaDL7bnagMlolw7m1nnSyEzSFZEUujH7VdAbNNtPJLJiyS9AHREpNUsFDBR4XYEEHW1YOMRWV8zFhUpiyRXjB2iEq630731RbIuYS3kyFW5K7Rka392msYu7pTPfuWmGymYYsbsGakqvmdhFBGWAblzJTN1WE313S8bmyljEVl6hxzxF91Xa6tdkr6ivtlUldp93oUvuIHT0X3unAhCn1IXV8nKr31Merg0Y5f8PtF1vIukeD3QaybsZDs6mimytzjHOdZIWlOy5YomSMm6XInQFcVQ1mrcWChVJCNSLLCEoB3d8evABWX7lV4UVkpgVIaYen2p0UBJUqSgmiKQpdQ1iNXiAqiINa5VGcoJtXpiIRknAc0pkuQUTHpQgOcGI8tlEIoPHTiIQgolHITZ0ye3trftN6LSk8wU+tByh/qmSzF1BubYu2QmsqZ2b0MutsLGz/ioINs6BzcpbCjteMYSJ/+x8VMztpubSAvJKm7kk6tlUrb4fanajOwB6rbepEjJRxzn8n7MKYyEpVAYwVxC2M3XFfqkaSFJkF2+Qrn8i6KdDwZ0D6P2B2cEmT+IR3lEaR/cSxS/F0kJpM9cpHKrxd+397ECs/aikmpQ5HnLZHkfM1JtK9NH2IR2pn7rmPfXbGgq+x4zMP/9rBlK9L1KZU2rGt/jtaI2zkzX7U+R7PfpLal1zTI6BBZT3MdzRxz24R8XJ05fDtbB3V9xmJynpB0+1xVPFytS1Rq4ssWiEr7uVKSWCeN29tZKVUiBMUISgEpNJQWNhG4ibvUWEctRj6ushSbqHXzWYqZEZbEOheIS2CO+5tet/CaDxaRZIS+n2aRvK/UxItkReqBtCP149hSyobaj1pNUOmJtXQ2HRFz7jUKMUUpN1GKzey+dqWQTKXE2+p+ThEGCUopKhRy6j8LNINw/JSJLji5ngLVLC0ke8ZIitiyVJTwU2pJacWlyAhK6zqvbHmtS11IafqirjGnr0D4vosOt7d7PyilUG55nxQkncsi5eP2t2hqlL64OXZTD/5YELWEliVOu0Ef/C2xOG8u9fYIVl8sNPlT3QhHtyxuxFMNoKn/aCxnwTkQcZAVllshuq5dAjDnqk/NGeys6H0HFiwTd6/Tz0G5CEH57G8po7ZkSNmpmOzlfkS/ezF2s7t1MoNuWtsukXhmnba4bISk+X6+mExNt+tzPa4AnZnFzeWeVCgDVzcVkEprpMdFuIXCxly6zqVZNirG1g1eQAuJQm6agVKQKKwILzCz5SDCUlhhGXcAE52ApiR5MWlKo1rr0s+xVbIORGXp83QGbSAkzt17IHk8APjWxv3Qep+3ctIUTb5cWqEWI9R6jFqW3uiUslYyu5+BgnKGws6zmZx6iaZQoLkktUaQTzIeqZkQk75B9+LRzc3qRCUREjGuotYVUI7Dm7aPqEyRavh7iEoA1vqA4RafbI8V+eU5AUnXFRIoVjP6EuXY/LWShxMhED8wuy5RLBRTQpKuEwiA/Iwf89xEwedETj7XOHpR6c+FiMtYQLvPKUHXKgStw3QfiUTKOfpY1OJjSJKaZ1WznhSjprMYl69l1YnSYtE4Qr+MpvFKzN4B9LNKdqVsyl3LVLxmTNyOdIVAdJGyuJJ6DyDoRKVySsbpgBYRk+bNagSlQhj/Ry1uZqYcWBc3/dNeTMYWSimEFZmNqDRWTYVSSj+oZ1SUzSoK0KJAISR5lZAwAsows4LUCreko6h/25SCJrt3VuK8mBx54a1Q4oJ9a72PU6l1b5Fs0jHRMAJn5R2jlFbsiwpSlCjF1BukAASWSylWlE1iQbRa0ijvx2oMZSmmKOzcrK3pveI0P6pqLJTUKpmKlXTEooBOZC9L4z6NrVIp6EOimgKjtcZSqU15vah0DBGXqe0yn5uR31sUkzl3m6PPTAspa125ogEW4zVgvB4+IGmcoctR1tlTR/gdtRal8vf1iD1q7bZnLjQaZ1Rj5HvlQiuMJGznytVP21EKREZUV+addxAKQqzobnu/beLJ1GXdTtUJt584n54bILOqOjOamL/cPR5fj/iVeihigSkQXnP6e/QVk33u45xFMn4fWF+j7BBDww3mbEOtW31SAcXu6i4BmhOpq5pGzwzsGPlj15Gru1I6cHEDSIpJ49I2y2JRaZ77oiUqpShRuvh5K95lZF3U1v1tBJwdAS0yepKeV3T94tCbLve3G+zi2ilqiYwFpkKJWQ9xdP+xw6Rzse4HOpmyNHGp4Sh6gXEhoLHXuL+FhJQKhZsqNAqdo9M8MruLYYJSTlGIUThimwpDZ5V0IjKeMjEWkwBpvNGISGqNLEdpEdnlJlJoGldnVaHWFRJTCTQdzJaoXAItt31+xeY1iAtMuPRz29FXui8gtPgWJbC5moZ+pvdhpvcBGt6dIqS1apfTfqmhKF1zHCfijoCwUY4bYJr6qnWoyI0Ui8lajVHpiY/dGhdHMZIbGIkTKMsyzE2XDGeIhFDKTerKm8rFWkS/dbyPlCCKQ0giy61fPcjMYI89XVFKj8keYLK3vZwKxzjPH7XqOVeiEgCK0MoaD9iLOxJ9rbzBdY7yUM5rO7qslPEgnb5kXfDpJOXxyO2UBTJmnpBsCVQi8rYbZV23Kjg/Y5mkYjIlLM32fY4BmKeFEZV0NDggATmGRgWlC5QSqAArLo1Xr7YWOQkAohGvlC7XdYo4uX2qnfIj3p3AJO5t935WhyIwx/HZyApu2AFLpBlSAkAjKpvr1sSgTspxMOgHYoaCiEnpUwvufHiUd5stjfIOplxylkea5seN3AbSjWIuNil2a7sHXtyIb0XsefFhj0HL7hhioUyVgS6TshGTcTmCUcnxtFlETMYW2XnnF4uG4Lwl/JRkaoSpmtc3Xg6VHmOm18OiajOAS0OiKKrGyk2tSUD+gZpwZffFNcA0Tqi1+4S10runzPME0KZBPGP8JL/ON088aB6wBaCVtClEKoiiSlusgLaVMj5PLzZFk5sxFqC5zAfE5enONRAWWhqhT8QFAB/f5AcUlFZcjlZkOShsGxDXhZQbuEt0xfexkCRuteP4SSEev2Y8A6l9dN27XYN0upg3qI62MWgLjXigTcr6mKKPRTI1s852UztXLonjm9Xh4Jt4EA41yMXCLoXZNmwElG5ElBfVwghc43p2U1EqMyocgID0u2hcw/n2qLtM7Y5zLsckFZM1cXU3g5XSx/jrR04E146Ofi8kIGEnL5FmX+67tqjUmNUmTKC2SecdLnyO2d0MEpS+8goJLwACq4FqPyxjfONLBY99EJbjJj5SRmIyKEiHFSAnSNwDVssoro24v/u6vbsGtthlgWXSnycVjAn3mvuOXoPUKPaY7GhmIya8kNDGzVHrEpVezc1b29F/AIKeqUaBQptYI58El46EdHR2SOYH/bvExHQ92quPvwMaSyp1L3kR6sQk6tZD6HvWn4DvbNyLveXFftlGdYeZpk1U/phBqIhEWtykrJZF9Cbl6hfO8kCSBUeWI2o1Sl0/LSoI3cQ3rXxeZiqU4/s5ZcWOXd7z9q3J/R2L1CFicksxzon1YlEZ7ztFn4T+aDoRzWZpMTnERZ0Sk6npeFeZBsZZKAEEAik3CGf4/rW3SDpLZSOaTHylSVUqkx1SADbWuvai0+tStIVlvzIlxGQiZpKKSWeVdL+5qR/ta0QxVl3aFmqMCwkphE8pBNi2VpYASigtUKl2OIG7TkUhUauJlwHKtTVihdN1LoiuNbRc3Lr4mJ0ph8556sUZAOTESTDaVaFlSaJpf1yMZJeQDArTcePNe7A4S4WCF8dZUUmX0fOir3639AGTsxaR71xZ3L7cQAQfM2ottfH1iM+P7iMSkS7oGoBN9GsbHD3DKtg/eir2jw4Eyx6Z3m2KLWpAl37eXydcgKZhTY0ETI14pKMTU41y7EpyojIe8erLFdHsU0FBZW+cM9fODz6vlc8m+zACUwjV5GkFAuEkyiva51vd2gifWPBEKZCUGvnfuVbj9iCLSAzQ6+LyyWrYB17PuNJtJzVwKxeH7dZ366SgohJIn2ZKTMZCMtVGzWu3csQdiK6UMn4bHbYlbvuEZTqwGibEZEoQdhY3YYGM3d+xmN1OnFWySVzevAJofR5CrYHCC79uYdlczwJSmOsqQF71CBAzM5ZMWJFJBufE5csJzKyYRJguKWWRpK90sNIPnJkIM4EZiETL5TrShQQKMUUhphCihklBBBtfKlBKWFd3bKm0WgIKbiCTFtJPa+nyiTK7j0GCcqbXTc4ql8C8nDYuboeqQrdSINwIKWscFU6pgQdAPytEbDWlCAnYhNWQaERxTlS6shARGSRXp/sNjhGJvJyIFOR75+J34roYA0UJjbLVMKeCszUktOqe3WJVFoMunIVMispUkciTRNP0pFxRqcbUvXfbdvX0Y6sknSUCAKQ2SXmb4HnltwNcPtYpcOxhYN+lg849EMh0wBpgBrGl7khXF10ccGx5JoLBjdykqTxyotKUp/YxS6Z+2DRgmBk3lk1MDCgTE7oK6qodH0njJlMDlfp0IlOWSB3d60DeMjnvu/h4WyEXT5ssX6L9iVzd4cw3VDiGYjKXQqizqJGbe+j220U7cfnWLEDhdq6Baj7LSGQqrVEkhtm4KQVrwHfYlPWc+JHOugxGOrtObZMLN00sJun9X0evVGCmrLg53IAjKqbHhWzyS0ozp7nSNu+mroFyHdNaeLHqcNs7UUvfS1GhEmPMUpMa7EA4hrLNIEHpBiE0ebakSZNSRmJKVfCpe7QTblFjTgUUteLl6PPg0Kr9no74TG0fPWhaotLR5cqO9+fWp0KyFe9GvqfubWelLceo9RhKNaPyfFFIqoU4UL7PPLv7R0+HHh1OfrcKzpg8CQ9v/i20lijELJvsdoj7Z6toXZgBQnITpXy+X75Zf4m4pMgAFSJoxL6XDT7epHhOePyNjwCqMvvKZHIS8kXQ9cdtBy39mxprr8nEIOUxFLNHICY/5r//1sb9vt6cuX5uch8ppvWfA/WGuac3j/febiGmG0CVaJpyVslcm0CvVV23RSXQtlbmoIPjUvf+VgVkjpywbJUrV4a09Z3OSJLqbPQuXiplUCRWVwm1TgJA6O7u5+bufq6bxqBIdHCzW1ghacaqGE+MhoKJv64htem8KduJ86E0RGACaInM8BjtpOUpMdmM7i5tbGkjIiuls9ZJALjojD0AgL87uuGXFWKKkTzh/6SoUCsFIY3VUYkC42JsY1nD/TlXuSt3M7LeXKN6RQO5mOUzzOVNehXSBhsrkDQp0jVcpXkAFXbwi1Lwyalpo0wTXqca9FSuwr4WCb9tIn1IDjpLS+rr3IjtlhsyIToDlzcRkv7a2RHt1tVd6TXUauJH6VFx6BuaxDWYN8hkp+T4SpZTJFzeiVGP82Ighxx7XKQtjLHwswdrRW0sithzVb/1Rj/q3+vqVmMpB1AolXSTI/Ianb12Lg5Pvzr49x8XlzYhm2sr6oRsHAFO6MZKT8l5HWLiEJEC9v7vEJWp7XMdxi4LZbxsyGjtmD7pgzq+Dyzxmco71LqYGs2dQvV0ny+bnHgcYgiiA1CabRtXirNIyjiO1eJc8IoIySDvIlkGwItLYdcQQvk4Zg3pjQe5WWaceI3d3CkxaQbYmG2dWOzDRB7x76WovJgsxaZdCCsmSyhh807qEuNiZ3jGmO1nkKB0PVoaE+JuHOHEo683VlR6F7MlNUglRdLlNSc2qikoeU/EJHWdDWnkcyO26fkElkfRPr9gAAWxSgrZxEqWY2gxRq1LzNQ6KrUeJKEFjJBPuUZ8UYOYuPA9HSxysjlj8iT/fqY+FwjJptEMfyN39V0MJEAGyySYN8UXtUjuJgIBOaCdPjB+6vILsw2IM/4JxIED0A/+FrDvDLvQnui8rBG5z1qZdqiukBWVuf12zRef23bevoe0P31FZSKGOrm7BR7uQ0dtr0pIhLGTeetkH7EZi0nzvn9ZmtCbwmznU6ZZsZiwUgaWS+8Ol9A2nQ60NFsnykFHdPvYVRdTqs0sNc7FPa3NAJtLztrX/4Qsa+Uj9ngFCjFDKU/4ebo1pI2HtLGQctOMORS1H30f0zWl466g1vCp3xbdzynClodTGddJwkoJmIZbymb3qdilzjySKi8k+4rBYBsqTmnLkbB2OHKjvEX0YHHrxgNuaANPLZJuu2DWnxIoxlZEjlHb3IYztU6CqE1vX4pmflUpZr5BAkxDpUQkKtFMi7lTKWzS31ZuU1WH19NeU+EfrpLEMTX1iabg8KOp7foAmmOtJnMSs0X0l78M8dznN3HWQNpCmIxxjH5cF3/pQnJUtzciOQAnvvfjNmxeKh9XDrPjsNPcl/j8erral5G+p2tGnZ1Cl2BMpQzKzeEdfm6WF6L9PaVWQCGdZbLxnjgRKYkBQGgFJZT3NDmB6ZZRwSmgjLgk2Rf8uSFMUk7n6K71GNPa5M2c1gqV0pjWA+obYU/xMLkmMxNH7ow1xRhaFJCQJubSOQN0YWLl3bSYdK5wei2gkBqAyewuBgvKuDKHX0qXOwGme2IbHRWtkyNllXRTN8au7qGpg+KYq5RYjBuXrrKmYiXdcmd1TLm2/ffNoJtaj1FbAVmR9zSY2p+abWDcFJga5n1sjZSi2lEWyS6k+BHzJuNS1o/caHMTjpvcnFaQWwdUzyMpSPGC5ljMjkZe+W7/Xn/3d62wRFtMFok0SkD4XitjTdAFUEn7vqNDGR8juN8zMdR9xB1tj3yIzRxx2bK4ZlKO5Q4Z3R+5MJGu8JFV5ZPcKuGI7tA6uZUxD1REAs0ob5rMnApLl++ySfotUUgZhCUZq2UUG6mJkSByjQtI0BHhzuMe1xA/faJ1sTtxqXSJaS2wURkxOa0VNmuNjWprKeNG8gR8HDnNNW2fcVLMUMIYmwpbN7WwsbpiZi2b6fro34t61+Sj5EE5bQYJyjhIuDfzAt6BtFVSKQQJ0mMR2Ce1hnd3JdxcubQjrV2Qh0hsfQTmWyVpvKiUgVWy0mMoPcJMrQeCsrL5G938qI64kTIjpSUKmHxgE3kkGxe4WxGn/URyua5uBYoxVDQIwDTo7d9UiP9h28rIbC/ijFcZUQmEMwSlLIip/JDunqkr0+rVdbqzGW/n7+lMTlm6bmfHJtGhpe1PUVgrascu4vNKCuh2vJpLSyM1UEfTK0rr1XBxkFmxGQ0A3Knkns3UOjmP2CLp3tPX/PFJ0vPaCEvATt7krJW6eY4KofxIbolQWBaY+UE9sag029c+btK4uwvv+nbTKTrL5IlKYaNS2KhqHItHycxhpj5nvEi6MrPMuemV3X0jS0BWKEozWUWJTUCa8zRiUkLqwovLeeyUOH9mOIMEpQR1r9bzTdRzBrkAyMdKOjFJG9/W/onVICho9FmBxCGZXmGwvTu+bSxETpgG1seOxOTOahJv43JKFqWPlXQDbyo99mLSWSZN2oVwhgJAoJBNrjNhB0edsdZ/5O4pgx34RdPmuIenE5XCWSSZXY8441UAiMU6ZUUsSiSFnVu3lEAtAeGmsnRmLfdwpAItMWGAW0c0KU+AMOSiC1MnFVCotrAEEZZdZYotlon2al553H3STDZQzxWVwSGherm9d4MIBdoxkrF7O5xmEX62GAqdB9y8dwN3YMWl20D6PhHNQ+mnYtSwo79N3CU0vKikz1w/Yl83MZPBtIsK3sW9USkcn9U4UdU4cmyK3/zcPVBa43+57HvnXhsjcqvGKllNTdtL0SNAV94yWdjk7S52VNueknKWy44BW7slrpITm7cZJihFBSkqYpK3cR7CNobzBstQkjNgEBe3qqLG1tIZvyibh0BQ8MRIb2exdLueFzifmhKyVaY5FkmSiLpSE2+dVFZYKpJ89vx94ei7r3z7KEppAqtLLTAqTIzO4/ec3X2dT2HE+EoAwMj+5MequwAAhZ7ZXu5sUDA9szvIWawpSn/Gvob3tZmNSYYZKNwo8NaBEm0MGfDiHuBAv7AL4/JEemaonNUyVaZUJ5aUzREnNDdlqAMhabay4mWOqNwNVkrncm4+N2a9IF+ksGMqMhZHJybpNIPxcZr9g+ybrtWkMKJTETYCsxGW3p2tgULYa69NSJPJzVvb1WRjELGfXQxlHc1n7qabPFEpHJ1WOLZZ4cjxGY4cm6IaEEdZiKkVk1ZUOisl0NS9agYICVHY8ABnobTlM+KygHR5UaPnLa1XpZz2LhuzsxgoKGc+Xs+JyWZARc8KmhKSQCMgqTmdWhByc167gP04RpGSsn7OG9wTx2pGOSI7R3xH7m+XmNzNZKK1RA2bTNuldUDjDkiZ/CulASgrKk2oquwTSvAYYqZMqiUhlElpIU6g5Ev0mIQm9KbQRNFSGCHZJ3F0mCC8PVd1H2sdTRlj9qkicVmFnd4+Xhnr5k6VdR7USpkTlXS/QCgq4222ksJrO2jEn3dFIfAV+/W6B+VQMZkSleGx2sQjx5vOLSmfMh4n91EQMRlYI7VxfRfRNXau7mZa3SZxuZnhxlgoj5yY4eEjm3j06CYePTpFNcTt7cVkbZ/TdTOZiZ/wozKWf60gSqAUCtpONxvcM7a+tSZbEHSwzu5weXMMZZtBgrKwFkoAoZh01sk4JjG+WXPzbM8Tk454wIsTeN76l8gRGR8rV7YcXlC6uEfjUsul5QhmLtC2l0nmz9XBgym8saSo8D3rT0gWwwR8Oxd4Plboscxp46fg/mOH7fRdJfavPf1kF4k5SbiUUDP1OQCRi80+zxtxmb+P/eeu+auT5s02vhWiKWC0dV2iRiGsiCjs2rkBiFHMZhg/nBbSMSlrY0pUAm1rZUpU7gSMYEuJRxqAiOC7nCCMXdvOWplaB+jXHlOX+LxYTL+NjY93mPnAlX/vBuK41DzGIlja+bcb1/v/dPE5wX5/8jf/K2TfLO0u44azUNJnvLN0qsIISsBYMEtACIlCuDI1dUijgERcRxsR6fNaMruOwS7voEftxGRXcHuKII1PZDGMc0Wm4oUEEY/Ocujed82z2312TfGiBtJbF/UIug5FYPwwCea2jawYQNqSIUSNsyfdMZCXPv6Af/83j57AqBCcZiHBtB6jkGM8Yc+ZJ7sozA5gJA/599P6zwGE4rJLDLZFZWiN7DMrFdBYmuj6CvDC0s2SUgOB9VS4UCI6CCnRTmWnItX9yxd/nxKVdP993d+raqPCGMe2mxtoXNI5y2Ruf9T1HX8fuLFj+0kin2X4PUCtlI1wb9zbArW5ztTtHU156eMnrbh0ycvNn0oe//3/ekAO3iAcQxNRqc1zWCk7E5UVhUKYdayXjgpLU+625ducV2gZ3/EovZz4x1PIOjTYQtlYJYFW7A/Qzzrp1ovFI62oQXqNyJUMBG5oOsXcMohvv50Wh3fhwXX7bu2klmMn8n0H+JowacbFpV5UOnKiMUWqI9lHVLXFmvLbB8LSiTUouHnk5+47IyDpd0Pd8sqLxrq1zyC3IhGVgav8JMRaFjJ2dYci0pGyEPrBMBGx6ztc5tYKLaGpeatzOLFayEZEdYZfWLc3/ezdyXZkd6WkTxE0rRWe94SDnWXoRRwy5iyW5iyaZc4NXgEotPHq6Sb8y2h92aQUiuujFaQcQ7l7GZY2CJUZ7UVdMcB8VzcltmK20gXpRqQCoavHrSOk+V5UpvJG08wxDMPMo0tMdomvIWIyuX1kURRCoUYBoe00fFBIzeWcLkvCXR+Va6tCGJgvKl15T7bbW0A1hlwVi0lNLIpp66J5ne/+pp/p+2a/zbMvNjzNM0zE1tzkTF+Bdb2ZGce9b0Z119hc1uhh+kz2g2bd8xmAJhZJrZoR4C5UQwhAyZZBqNHkUYcLuyOG0oTpLcGauox97BCGJTavq6YX0rJIdojJlHXSvcYpMuJ8k0pZL48EoJoyCNlrtCfDMIzD5Widqc/5Z3/K4tZHJC3LEuf34cSJXS5J+XKu49TxWwMeMmE5yxpA0zreSRoJ7oRuIQGoJmVPO57S0DeOsc+6TUJz0RKqqf3E1skm1KGZCS2mmfmrEZNuMKciA8WeefbwaRU7oe7uFDRcrYaJAVaV8SC6iU6kBgTxNsZ1hIrKepcISqbFMEHpAnNj+g50SQ2Oce/jChsM2vH/TM/mCf9ySKkZhmECaGxlzGb9JQB2RG3C2ucSSgPLde+6AReBOxxG3M47Rkr89onvjpf3yi2ZiA3Psap4OOoypqLSEKbv2W6oqIyXm9f0dv4cSBaVeGa6VNyhs1BuGymXt0ORGN/a5AUORKUTilRYAkZcOuJJR9TumCmHaTNMUMaVyS/vEJI566T7LucCp+va44rzf2ZQcRmGYYYyKZ4DwFoxReNm1JD+eehaLY1i7sCTIYIzGMWLAgK1F3mpOZxb2ycGGeWEZPxd29LYb/R6bl254in0nJikorJWjcBbRix8nwwbfcRkbJ000+Wm42bj+hUMyoG1TvrZwrZhgEfymW+XOTGoRbi8hhGNNKWfVo1lklok4+TgfQf3nmR0raEFJzanDBSUer4VkpJLE5SKl4zFKllH21iFHTY2hmGYU5hSHW0+FGZmKzN9XGFm/9AmDGdevGWYT7DfIJ6USO0T1xnvp/l+WLxoTkwOsU6eDFKiEgCC0Sw96TNNY269tuhsUhZRYevEZM462SkmdQGlS58qyI3u3hboMzp+rivAz0JHRncbEakba2ScgcW9qmhZzRbK3cpAl3dHECodPNMZM6lCERlbKaMBOroyOSrlU/7toKIyDMMsgiivAADoox8GxusoRmsAJGrY6T6d27tDZNGWkIrL7RRk8b6HjGQ33yfEaUbMhgN+ovCAARbO7YDGGxaJ4tPJYpw1kxKOBG+nB6JCMk5iHuO+NxMtmME7RWQi6RseQMWksq+zWvvpFZeN2PcyAID+1geahS0LpYIf5wD7Iu16zkJZ12aADqzlMpUWMOcF3YFwYvM2W3N5p3I85oRmVkxGqYHoyDG/qWIxyTDMyaWawk+lWpQo7BzFylvD7EwxohEwDurNi93kS4u93EIuzaZM893cQwXpTiM3g08sMrtEZy4uEsgJTJ11jUsBlD3874qEWNBlNG5S6RLTWmCjMvN1H5nWuPnub+KlT/meuftfCjTrCh08i+YlEJYazfruO0ocT8nsKoYJSgftnfRZLxeDQUePRUG/4vyfYRc3wzAnn3pmBhgoK7aKcBYQAMFMIE5gAi7npI2BjOIvaQNHRdqqkoFvRUymto8TqLu4vnnbr5Khg4NcuVOWS6ARj7GYpMubWc2o0BQopYAUErUSYVY8OMEF7yF3nnqXdcCJSTc7zkyVOD6rcGRa4/isxsMbMxw/MRt0rr3piqUEGqukE5VebMKdBNkOeWG5SwQlx1C2WcxCOe+HTw2uSVonqQu8huZ4SYZhdgp1ZayUAFCSGbyEhLCxYnGyZkUEDJ1yzg3sSY0Wj3EzozhyqYzofroYOgCnK8dlOzWRnOtq306WPdKZWjVzonIeSgOVUqiJuCylwKSQkEKjlBoKJYRWQeyntL+7IMnuvXXbCvZKTTBTJb57Yoa/P7KBbz56At95ZAMPH97AxkaFn3xm98xrW8IZf6QEtGwyvlAd4Edzyyau0t0v/ju6UxdHSdzgzK5luKCkrykLZSo1kB/5VbeXW1e3eOJP+81YTDIMs6NwKdMqhNO90lGrdpo5AF5gAtY9bqfPcxaolrWyAzq6m77fajLxRd3cQdykn62lEdSKLFule7xLUCZHT2eufmNpTrvKgfmpgS45a29yu9vuexiAEZbNABoBk2en8KO/3fFTOSmVLrFRCRzenOGvv30Ud/3Nt/H39z6Kb9z/KI781Xcwe/gE8E+fnTz+0nHXQNdhnkkfQ4lGWPoTsK+xsFSRXtjpcGLzFsNd3nEwbtc68Yw6blk0spuKSYZhmB2JUuah6RI4x8malf8XjGgVUCiERK3LQFRqO+Wi2SojXJaUx3FQ6qIeYjInQuOBOKuyUs47DhWJ88gJyZSIdIN0fuDMtICM+R/OOx2f+ftHUCljsZzWjauczv3tpnuUorB/jZmlUhobVY0TVY2qVnjL1RcHx3j2c9+NZz/33QCAO77w2l7l6kU8CYlbbD8LKRthKcsohhKhsKReTv+ezA3O7EqG3e10BFYq2Wn85xS8SzfUEpOak5QzDLMj0Q+9F/qbvx0+8LQylkrXjtV1Y72kfzX50wqAgiQpYXy6GGt9MnOetP+6mPd9HzGXm/+7+T4vJumUf0Gi9MSy7aZW3X+0bKn3Q4jH0wzNb9nEVxqBdtEZe/ADZ+7FJWftwyVn7cPRaYWj0wqHN83fURsf6QbebFTm/bTWGI/awv6OL7zW/1FxuRQ6rIdaKSMuU/dJarxEPHUz0IjWXYCu9dL+hnDDDTfgkksuwYEDB3DgwAEcOnQIH/vYxwAAs9kMP//zP4+LL74Ye/fuxTnnnINrr70WDzzwwNz93nTTTbjoooswmUxw0UUX4eabbx58TbaWNqjrPgyskc4c3o6TFI//F4MLyzAMs53ob/5284GG9MSjWeksIMlkzW6ZALQZIS4KQIrSDOSg0z4PECTzU/7k4x6BzECaniPBU9tQ4Ri4un3c6GpEJRVoMVIILyoLiWAKwxxxPsv2Ps1aW0mW/oJzT+v8/nlPOBh8vu2+hzEuJCaF9K5ypTVedP7pc4+1VAslJTUhifsKtko7qyodnJMaCU5jJ13uSibLueeei7e+9a248MILAQAf+MAHcPXVV+POO+/EueeeizvuuAPXX389fvAHfxAPP/wwXve61+Gqq67Cl770pew+P/e5z+Gf/JN/gl/7tV/DS1/6Utx88814xStegc9+9rN47nOf27tsW0ts3ifxaMrtrSpgtonk9I0MwzA7hVZoj2xEZFeyZoeSPs2Qn9dYKwhRhaISaISl/9hPhHmhZwfkpObojgfR5IRknwE7cVJzKiTd5ziZ+lYGs2wF3TmDTeNKrlWYHignLvvETtL5uLeTw5sV9owKFAIoZYFxIVDKk5DjM5G1xaX2a7nBQV3gRHXnRKVbFO1/J6P1kvJQDhTQL3nJS4LPb37zm3HDDTfg85//PH7qp34Kt956a/D9u971Llx66aW49957cf755yf3+fa3vx1XXHEFfvEXfxEA8Iu/+Iv49Kc/jbe//e34vd/7vd5lW87Ui6n1gMCkLb7nnw06FMMwzCrRD703sdANKHQzgLjlaCdrdsSTPDgLjJ33WEAFCbLD9EFFIHDmJRTfipjsIyRz1kj6OU4NRL9fdbqgLgulsySa6RfNxaZCsstimYuldBQSuGDf2mKFn8PVF56NW//uu5BCYGytlMuYRnIwrbEQmeut3HU1CJkYlONUOO24ee8nWyj7Utc1/uAP/gDHjh3DoUOHkus8+uijEELgtNNOy+7nc5/7HH72Z382WPajP/qjePvb3z6oPANd3rVpWPtCZrxhGIbZFSTbKycsVZMWhSZrBhorZV3DZ/Fx1k0aWy6MhjQiJxI2dv5rn8eSuFyzKXs63Nw5MTnEDT5ESFJWZZ10pIxFTngp3bx3Vsqh1skYNxf3KrjigjNWcpxOIgtlYJ1MDaSxnSlvrUQkSCFtSAhZXmf2tQOp642l7ufw4cPB8slkgslkktzmrrvuwqFDh7CxsYF9+/bh5ptvxkUXXdRab2NjA7/wC7+AV77ylThw4EC2DN/4xjfwuMc9Llj2uMc9Dt/4xjcGnctAQVkNc1e7ANwhIpRhGGYFqK//BsRoYtzScbwkED7YpARQ2/yTqh03GU8lp4RVLc4yWTT7lAhEJdAISz8aWdRIjaQOpzosWmKur5BMWSNTYjMWkW5Zap2TmcT8+0/fgwMH9uC/f+eYX2bc07Zk0fuU6ztmpyRl3zH4vJO6LSZjEegs8/a9lhKiLNF0zCpz3zlLP3WN7/CQuPF4jMc//vH4yy+/cWn73LdvH84777xg2S//8i/jTW96U3L9pz71qfjyl7+MRx55BDfddBNe85rX4NOf/nQgKmezGX7iJ34CSim8+93zB2YJEZq9tdatZfMYbqFUA+YKdXGTQ7ZhGIZZAYI88BBbmuLwHoVmTmIpAaEb60qctNnFWcYpUbxQRSAqgdBamRqJrLWc6+ZOicnUd7ElsktAdolMWs6cNXK74wtj2ml9hF+eej/PShmfF03tA6zOQrkT0Jub5g0VkP41Mg9LEYrKsoSuKpOrVWpT/52hiXbKgB2vF9bW1vD1r38d0+l0aftMibecdRIwotYNynnOc56DL37xi3jHO96B97znPQCMmHzFK16Br3/96/jUpz7VaZ0EgMc//vEta+Q3v/nNltVyHsMEpUuD0RdVQZz/M4MOwTAMszK6ppPLxYs7QZi0rqARlcH+ZFugWlEJ0LjKvPsa6CcmUxbHLpGZmyoxGZc5R2g53GCVVQuuS87aBwD4yrePkjLlYw5d+YLQgsQ5xuentEYB8ZiyYsqn/FsAgPpvv9SxUiQOpY01sGISZUlGgbuQEXe/uZCRnW2hBIyoXFvb3tjZIWitsWkFvxOTd999N2677TaceeaZc7c/dOgQbr311iCO8hOf+AQuu+yyQeXYnkE5dl1d1zzrDcMwO5u4TYvivrVS6YEFAEmhRr5XMA9LJZrR4NTt3cIPfW2OGbm7VYfQ6yMmdTQSO071k9ovfd8lrprlzXsn4E6WBc8JyxR/8+iJ4HNKVFJy51sroHzs6EmP/KFf9e/VZ/6tXWgt91I074Pl2qgNKyy1XS7clFE0lnKHWyhPNm94wxtw5ZVX4rzzzsORI0dw44034vbbb8ctt9yCqqpwzTXX4I477sBHP/pR1HXtLY9nnHEGxuMxAODaa6/FE5/4RLzlLW8BAFx33XW4/PLL8ba3vQ1XX301/viP/xif/OQn8dnPfnZQ2baQh5L82Bn/urNKsphkGGanopVqxwhZ8aAjl5627jtBZ8dxufWAdioUbeMsdfQ5FqWxNZMWpeWOzo+8VpEIjEUmFZKpND99rXNdWVK+/7R1AMBfPXzczFsNjXP35YXdyeLCg+ud39979DgR3LpzsI+GxH1Hj2IkT2Dv6NvYP3r6sou7o5E/8u+Dz+q2nwXK0loji0ZQlqWdtlQRkWmFJRBkRtB90hI+hnnooYfw6le/Gg8++CAOHjyISy65BLfccguuuOIK3HPPPfjIRz4CAHjmM58ZbHfbbbfhhS98IQDg3nvvhSTX/LLLLsONN96IN77xjbj++uvx5Cc/GR/60IcG5aAEBgpKXVU+DiJGSNlMwTSoCAzDMCeB6RS6zDSBcYwY0Las0GkXdRRfSSnQDDQoyMCEjJBsFSWyTvZxZcfLqZikn2MBmRKPbXevvRzCvQpMStH6frfiLJaFlGbYADn/Jg4TMBLfxlIKZabWfKxz/EQjJsuyEZdj1QhLqRthCYR6Qspd4fI+mbz3vYn0ZpYnPelJvfJa3n777a1l11xzDa655ppFiraFGEo/W07koqkqH2PBMAyz43EPP+eqA8z7XNqS2LLihWUicbO2gxKEMvN+F2hGfDv3uVatWMp5zHNlmyLkrZJKl4E1slZtK1xOQAJmmsB50HXiVCi7gfMiq+r/+93jAMIpFul7N30mA8gf+7+gbv7nVkzWQFmZ90oB41FT/8sSQN1kT6D3X8WCcrcy3OXtfmwrKOVTf37ZZWIYhtl25LPeZGLAyjJ0zyVXdg++0JXnhSUNeXQjwn3eSdmkC3IiMhtPmSZIEUTE5KJWSScmnYiMrYt9BOSpDh0VDoSWWRp/yRjkS9+XXK4+/XPNveZXTgziqdjlvVsZJiinM6Aa2Q815MXLy8PEMAyzch551DzkxiPIF70j+Ep94Q3NB/rgU5EAdcmbqUbUKrRSiqKJp0ylFepJLCa73N5OTKaskoARSvPiCRngB87cCwD460dO+DhRx31Hj6IQMwhRQ7Ko7ES+4P+A+s/XAeMxfKb52N0NsKDcxQwTlCc2TA8C2DXZ7BmGYXLU3zoKIQUwlm2H83EyGpiIR+/Go4MP4LII2Rx7SgGyaKyUboAOnRu8BwrSWyc1GjGpdNkSlqYMzeht81p6q6SzSDJbo0zkHhrJE5CiQimmKOTy8hKequhvPQKxdwLsWbdub7RF5YnNk1M4ZmGGCcrjxwFRt3ryDMMwu5HRP/+/MX33KyA2EwJvwz7Y4hGrlMBy2Y4tn8sAcal1KCaVHkFriVobr1EqCblju+ebfizwfQfa1/Dxe84+CSXZvRQ/8QEce90VGD/jLBSP3990yoAmluA4C/PdyiBBKV/4v0POybjOMAyzmxi/9vcBAJu//jLIgxPI/WOISUEGD8DklAQa4ah6CsiBLm1K1+w0WhdeTKbiI/3h2Q3L7DD2vv3Wzu/l4cMAfms1hWGWCuc5YBiGATB5/Yex+esvAwphBl5PYAYh2mTAYbJm0S0mh1gqleo1R6GLlVSQ+J71J2TXo4m7pZArn/6QYZjHJiwoGYZhYgqaCkgBLqk4jaVMzQ4iRLdV0s8GolrrimjGHCFcMnQE65Si2yVYkaHapURjXWUYhtlGWFAyDMNYJq//cPY79fF/0wxGjAdo0Py8Lt+kkDaheQkzTQjMiO+iNMul/V6WJsdvUaIQlUmQLQBoQEIZmSns1IBCzp2N5Wmnc6ofhmFWDwtKhmGYHsgf/T+hPvZa+0ECsj1rmAYAqSAKkoNS1mbEt5sdRGuTh7KCEZNam+/tfgth0/vA5TyX0FrxFGQMw+xoWFAyDMP0ZWPDvLrBOW4WEFWa/HmlEZm6LAE5s0nPCyssS2OdFFPzvhwDhbVQyhIo7GAfqSCkRCkUhHzByT1fhmGYnrCgZBiG6Yk6OoWoFMR0agbrRAnOU7GV2o0WH48gn/6LJ/sUGIZhtgUWlAzDMD2pHzoOsVZATEqItQ2gEBBShoN4HDbOUtAR4d3hjwzDMLsWFpQMwzA9mbz+wzjxqy+BGEmIUeGFpJ7VWPtf/+jkFo5hGOYkwoKSYRhmAOu/9CcnuwgMwzA7Dk55yzAMwzAMwywEC0qGYRiGYRhmIVhQMgzDMAzDMAvBgpJhGIZhGIZZCBaUDMMwDMMwzEKwoGQYhmEYhmEWggUlwzAMwzAMsxAsKBmGYRiGYZiFYEHJMAzDMAzDLAQLSoZhGIZhGGYhWFAyDMMwDMMwC8GCkmEYhmEYhlkIFpQMwzAMwzDMQrCgZBiGYRiGYRaCBSXDMAzDMAyzECwoGYZhGIZhmIVgQckwDMMwDMMsBAtKhmEYhmEYZiFYUDIMwzAMwzALwYKSYRiGYRiGWQgWlAzDMAzDMMxCsKBkGIZhGIZhFoIFJcMwDMMwDLMQLCgZhmEYhmGYhWBByTAMwzAMwywEC0qGYRiGYRhmIVhQMgzDMAzDMAvBgpJhGIZhGIZZCBaUDMMwDMMwzEKwoGQYhmEYhmEWggUlwzAMwzAMsxAsKBmGYRiGYZiFYEHJMAzDMAzDLAQLSoZhGIZhGGYhWFAyDMMwDMMwC8GCkmEYhmEYhlkIFpQMwzAMwzDMQrCgZBiGYRiGYRaCBSXDMAzDMAyzECwoGYZhGIZhmIVgQckwDMMwDMMsBAtKhmEYhmEYZiHKPitprQEAhw8f3tbCMKvD/Zbut102XGdOPbjOMEPhOsMMZbvrDLN99BKUR44cAQCcd95521oYZvUcOXIEBw8e3Jb9AlxnTkW4zjBD4TrDDGW76gyzfQjdoxuglMIDDzyA/fv3QwixinIx24zWGkeOHME555wDKZcf+cB15tSD6wwzFK4zzFC2u84w20cvQckwDMMwDMMwOVj+MwzDMAzDMAvBgpJhGIZhGIZZCBaUDMMwDMMwzEKwoGQYhmEYhmEWggUlwzAMwzAMsxAsKBmGYRiGYZiFYEHJMAzDMAzDLMT/D/ghmzPNSSIjAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 800x920 with 17 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# optional arguments:\n",
    "#   cbar       - show the colorbar\n",
    "#   cmin, cmax - color range min and max\n",
    "#   fsize      - figure size in inches\n",
    "\n",
    "tmp_plt = ecco_ds.SSS.isel(time=3) \n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) != 0, np.nan)\n",
    "ecco.plot_tiles(tmp_plt, \\\n",
    "                cmin=32, cmax=35.5, cmap='RdYlBu_r', \\\n",
    "                show_colorbar=True, fig_size=8,\\\n",
    "                layout='latlon', \\\n",
    "                rotate_to_latlon=True);\n",
    "\n",
    "# use `suptitle` (super title) to make a title over subplots.\n",
    "plt.suptitle('SSS ' + str(ecco_ds.time[3].values)[0:7]);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The version of `plot_tiles` is to remove the tile labels and put the titles together in a tight formation and sticks the Arctic tile over tile 10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x701.333 with 17 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# optional arguments:\n",
    "#   cbar       - show the colorbar\n",
    "#   cmin, cmax - color range min and max\n",
    "#   fsize      - figure size in inches\n",
    "\n",
    "tmp_plt = ecco_ds.SSS.isel(time=3) \n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) != 0, np.nan)\n",
    "ecco.plot_tiles(tmp_plt, cmin=32, cmax=35.5, cmap='RdYlBu_r', \\\n",
    "                show_colorbar=True, fig_size=8,\\\n",
    "               layout='latlon',rotate_to_latlon=True,\\\n",
    "               show_tile_labels=False, \\\n",
    "               Arctic_cap_tile_location=10)\n",
    "\n",
    "# use `suptitle` (super title) to make a title over subplots.\n",
    "plt.suptitle('SSS ' + str(ecco_ds.time[3].values)[0:7]);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " *Almost ready for the hyperwall!*\n",
    "\n",
    "\n",
    "You can plot a subset of tiles using ``plot_tiles``, but you need to pass it a full xarray DataArray or Numpy array with 13 tiles, and the undesired tiles masked out."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x701.333 with 17 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# optional arguments:\n",
    "#   cbar       - show the colorbar\n",
    "#   cmin, cmax - color range min and max\n",
    "#   fsize      - figure size in inches\n",
    "\n",
    "tmp_plt = ecco_ds.SSS.isel(time=3)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) != 0, np.nan)\n",
    "tiles_to_subset = [1,2,4,5]\n",
    "# add dimensions to vector of tile numbers, so it will readily broadcast across grid\n",
    "tile_to_broadcast = np.expand_dims(ecco_ds.tile.values,axis=(-2,-1))\n",
    "# mask tiles not in tiles_to_subset with NaNs\n",
    "tmp_plt_subset = tmp_plt.where(np.isin(tile_to_broadcast,tiles_to_subset),np.nan)\n",
    "\n",
    "# select a subset of tiles\n",
    "ecco.plot_tiles(tmp_plt_subset, cmin=32, cmax=35.5, \\\n",
    "                cmap='RdYlBu_r', show_colorbar=True, fig_size=8,\\\n",
    "                layout='latlon',rotate_to_latlon=True,\\\n",
    "                show_tile_labels=False)\n",
    "\n",
    "# use `suptitle` (super title) to make a title over subplots.\n",
    "plt.suptitle('SSS ' + str(ecco_ds.time[3].values)[0:7]);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "## Plotting all 13 tiles with `plot_proj_to_latlon_grid`\n",
    "\n",
    "Our routine `plot_proj_to_latlon_grid` takes `numpy` arrays or `DataArrays` with 13 tiles and creates global plots with one of three types of projections (passed as arguments to the function):\n",
    "~~~\n",
    "    projection_type : string, optional\n",
    "        denote the type of projection, options include\n",
    "            'robin' - Robinson\n",
    "            'PlateCaree' - flat 2D projection\n",
    "            'Mercator'\n",
    "            'cyl' - Lambert Cylindrical\n",
    "            'ortho' - Orthographic\n",
    "            'stereo' - polar stereographic projection, see lat_lim for choosing\n",
    "            'InterruptedGoodeHomolosi\n",
    "~~~\n",
    "\n",
    "Before plotting this routine interpolates the the filed onto a lat-lon grid (default resoution 0.25 degree) to conform with ``Cartopy's`` requirement that the fields to be transformed be on regular square grid.\n",
    "\n",
    "There are only three argument required of `plot_proj_to_latlon_grid`, an array of longitudes, an array of latitudes, and an array of the field you wish to plot.  The arrays can be either numpy arrays or `DataArrays`.  \n",
    "\n",
    "Let's again spend a second to look at the optional arguments available to us in this routine:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Help on function plot_proj_to_latlon_grid in module ecco_v4_py.tile_plot_proj:\n",
      "\n",
      "plot_proj_to_latlon_grid(lons, lats, data, projection_type='robin', dx=0.25, dy=0.25, mapping_method='nearest_neighbor', radius_of_influence=112000, plot_type='pcolormesh', circle_boundary=False, cmap=None, cmin=None, cmax=None, user_lon_0=0, user_lat_0=None, lat_lim=50, parallels=None, show_coastline=True, show_colorbar=False, show_land=True, show_grid_lines=True, show_grid_labels=False, show_coastline_over_data=True, show_land_over_data=True, grid_linewidth=1, grid_linestyle='--', colorbar_label=None, colorbar_location=None, subplot_grid=None, less_output=True, **kwargs)\n",
      "    Plot a field of data from an arbitrary projection with lat/lon coordinates\n",
      "    on a geographic projection after resampling it to a regular lat/lon grid.\n",
      "    \n",
      "    \n",
      "    Parameters\n",
      "    ----------\n",
      "    lons, lats : numpy ndarray or xarray DataArrays, required\n",
      "        the longitudes and latitudes of the data to plot\n",
      "        \n",
      "    data : numpy ndarray or xarray DataArray, required\n",
      "        the field to be plotted\n",
      "        \n",
      "    dx, dy : float, optional, default 0.25 degrees\n",
      "        latitude, longitude spacing of the new lat/lon grid onto which the \n",
      "        field 'data' will be resampled.\n",
      "        \n",
      "        mapping_method : string, optional. Default 'nearest_neighbor'\n",
      "        denote the type of interpolation method to use.\n",
      "        options include\n",
      "            'nearest_neighbor' - Take the nearest value from the source grid\n",
      "                                                 to the target grid\n",
      "            'bin_average'      - Use the average value from the source grid\n",
      "                                                                 to the target grid        \n",
      "    \n",
      "    radius_of_influence : float, optional, default 112000 m\n",
      "        to map values from 'data' to the new lat/lon grid, we use use a\n",
      "        nearest neighbor approach with the constraint that we only use values\n",
      "        from 'data' that fall within a circle with radius='radius_of_influence'\n",
      "        from the center of each new lat/lon grid cell. \n",
      "        for the llc90, with 1 degree resolution, \n",
      "            radius_of_influence = 1/2 x sqrt(2) x 112e3 km \n",
      "        would suffice.\n",
      "        \n",
      "    projection_type : string, optional\n",
      "        denote the type of projection, see Cartopy docs.\n",
      "        options include\n",
      "            'robin' - Robinson\n",
      "            'PlateCarree' - flat 2D projection\n",
      "            'LambertConformal'\n",
      "            'Mercator'\n",
      "            'EqualEarth'\n",
      "            'Mollweide'\n",
      "            'AlbersEqualArea'\n",
      "            'cyl' - Lambert Cylindrical\n",
      "            'ortho' - Orthographic\n",
      "            'stereo' - polar stereographic projection, see lat_lim for choosing\n",
      "            'InterruptedGoodeHomolosine'\n",
      "                North or South\n",
      "        \n",
      "    plot_type : string, optional\n",
      "        denotes type of plot ot make with the data\n",
      "        options include\n",
      "            'pcolormesh' - pcolormesh\n",
      "            'contourf' - filled contour\n",
      "            'points' - plot points at lat/lon locations\n",
      "    \n",
      "    circle_boundary : logical, optional, default False\n",
      "        use a circle boundary or not \n",
      "    \n",
      "    cmap : matplotlib.colors.Colormap, optional, default None\n",
      "        a colormap for the figure.  \n",
      "    \n",
      "    cmin/cmax : floats, optional, default None\n",
      "        the minimum and maximum values to use for the colormap\n",
      "        if not specified, use the full range of the data\n",
      "            \n",
      "    user_lon_0 : float, optional, default 0 degrees\n",
      "        denote central longitude\n",
      "    \n",
      "    user_lat_0 : float, optional, default None\n",
      "        denote central latitude (for relevant projections only, see Cartopy)\n",
      "    \n",
      "    lat_lim : int, optional, default 50 degrees\n",
      "        for stereographic projection, denote the Southern (Northern) bounds for\n",
      "        North (South) polar projection or cutoff for LambertConformal projection\n",
      "    \n",
      "    parallels : float, optional,\n",
      "        standard_parallels, one or two latitudes of correct scale\n",
      "        (for relevant projections only, see Cartopy docs)\n",
      "    \n",
      "    show_coastline : logical, optional, default True\n",
      "        show coastline or not\n",
      "                             \n",
      "    show_colorbar : logical, optional, default False\n",
      "        show a colorbar or not,\n",
      "    \n",
      "    show_land : logical, optional, default True\n",
      "        show land or not\n",
      "    \n",
      "    show_grid_lines : logical, optional, default True\n",
      "        True only possible for some cartopy projections\n",
      "    \n",
      "    show_grid_labels: logical, optional, default False\n",
      "        True only possible for some cartopy projections\n",
      "    \n",
      "    show_coastline_over_data : logical, optional, default True\n",
      "        draw coastline over the data or under the data\n",
      "    \n",
      "    show_land_over_data: logical, optional, default True\n",
      "        draw land over the data or under the data\n",
      "    \n",
      "    grid_linewidth : float, optional, default 1.0\n",
      "        width of grid lines\n",
      "    \n",
      "    grid_linestyle : string, optional, default = '--'\n",
      "        pattern of grid lines,\n",
      "                \n",
      "    subplot_grid : dict or list, optional\n",
      "        specifying placement on subplot as\n",
      "            dict:\n",
      "                {'nrows': rows_val, 'ncols': cols_val, 'index': index_val}\n",
      "    \n",
      "            list:\n",
      "                [nrows_val, ncols_val, index_val]\n",
      "    \n",
      "            equates to\n",
      "    \n",
      "                matplotlib.pyplot.subplot(\n",
      "                    row=nrows_val, col=ncols_val,index=index_val)\n",
      "    \n",
      "    less_output : string, optional\n",
      "        debugging flag, don't print if True\n",
      "\n"
     ]
    }
   ],
   "source": [
    "help(ecco.plot_proj_to_latlon_grid)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "plot_proj_to_latlon_grid(lons, lats, data, projection_type='robin', plot_type='pcolormesh', user_lon_0=-66, lat_lim=50, levels=20, cmap='jet', dx=0.25, dy=0.25, show_colorbar=False, show_grid_lines=True, show_grid_labels=True, subplot_grid=None, less_output=True, **kwargs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Robinson projection\n",
    "\n",
    "First we'll demonstrate the Robinson projection interpolated to a 2x2 degree grid"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "_create_projection_axis: projection_type robin\n",
      "_create_projection_axis: user_lon_0, user_lat_0 0 None\n",
      "_create_projection_axis: parallels None\n",
      "_create_projection_axis: lat_lim 50\n",
      "Projection type:  robin\n"
     ]
    },
    {
     "data": {
      "image/png": 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a0qZLd4qX+rqK9c8sRilpctGilX2RFPL4cXIklUg4f+4sd27dpEH9enTu3BkdHZ2cZyAi8g0QpUjkh+Lu7s7OnTvR1ddn8JChmJmZZZguI+nJVHgUUZAVNblUYXnOWovSlSOD9JkKTaaZ5CC90sGlpVfa16fXmQlSTiKeZbRUlokBvXz1ivt372JtY0OBAgUoUbIU+c2MU9eHxcRnuF1gUBB1q1WmceO6PHzoTEJCAg8enMfcPOPPOjk5mXXrdjBnzjIMDQ1Yu3Yhv/3WAoCEhEQkEglGRhk/vb906Qbdug3G2NiIVq2bER+fSEBAIO5uLzGzsMDU3BJTC0vKVq1F03adaV2pGH5+fri5uXHw4EEOHDiAIAhs3LiMbt3aZbiP/wKCIPDPP5tZvXobf0z9i179B6Gurp7h90gxtLviakUhkih8p5Klaa/jJbIMXyum/7xPxYqhobZG6uuVf0/kwtH9dOjQmhIlHNHS0mLr1r1IJFJsbPIzbdoY9PT0eP78Bbt2HcLT0xsLC3PCwiMwMjLCKr8lZqYmmJgaI5PJiI2NIzY2jsiIKBKTkuk5bBzteg5ILUdGopdSToVjV3iTUZh+LYVliuIhCAIBH/wICw7CqWRp8hkYKh27otwoSo9Enl4o05cv/XnMLPiCVia1W13NlAJoKxQkM+HKLjx5ZiLi7/+enRvXcuLQfho2rE3NGpWoVKkcZcuWTK00C4KAq+sLzp27yrbt+9iyeQs1a9Zk9+7dJCQkoGdhR4ky5XAoWgxtrbTvimJF/vNHkNkDH8WPLTdTIeTkAV1Gkd8Uq2KZRYTLjtz2JM3oo8tsWgmlNNmdg1wWxOfdO7Zu2YyluRkDBw6kQIECudpeRCSvEKVI5LsjlUo5efIkFy5epF69+rTr0CHDi+g3EyGVNNmRkQjBry9DcXFxPLh/n7t37hATE421jS0DBv2OsbGxUlq5AJcvXqB7l06UK1caGxtr3vn44f/hIxUrVqBz5y70HjiYxMRE5s3+m+CgIAwNjWjVth0NGjVGTU2Nx48e0rppIwCqV6/MsWM70NdP61MeHR3D2bNX2L59P66u7ujq6iCRSDEyMmDTpmU0aFA7+3MHbN78L5MnzwVgyvxl6BkYYWhsjJWNLYEfA/jg+w5/H28++r0l+L0Pfn7vsbKywNHRAQeHghQpUpgmTepRokSxbPb0/4tcLmfo0Il4evmxfsdeChQslLbuJ5SiqIhwpvZrT+3aVZgyZTRmZmndbTMiPj6Bo0fPsGzZevz8PqCrp0f/MZPIb1sADU1NDAwMyGdggH4+A2wLO6a2znwPKVJOk/abVzz2/4IYyRGICAvjyvkzPH/qjLvLE956eWFmboadnQ0FC9hgZ2eNnp4ed+4+5OEDZ3oNGsqjW5dp27YZb9748Pz5S4KDQyhZtixlK1SmUYvWVK1ZO0MxSjkPGZc1ozQ5ERVRjj6XJeeFEQSBrZs38dbLi27dulKvXj1x3iOR74ooRSLfjeDgYLZv347f+/cMHPQ7TiVKpEuT625wivxHZChlefobRU5lKDExkVcvX1K/bp1069eu30CvPn0V8oGrly/RtVOH1GX9+nWnW7d2ODrac+bMJTZu2sP9Jy4MHzyQxIQoWrdqgrOzK1u27GbRshUMHDwUP19fmjWoTaNGdbG0NMfMzJjExCTi4hJ4986PW7fuIZFIkUql9OjRgZYtG1OkiD3FijlkG4UtISGRly89cHZ+zukzl3FxceeKizd+732ZO34oHi9fYGVliYNDYRyLFMbRsRBFihTGwaEw9vYFcxQs4b+Em9srevcZzaU7j9FVGQz9M0oRQElDOTNmzODo0SMMGtSL4cP7YWpqkuHxBQYGU6NGSypUr03hYiW5c/k8ZhbmhAcHYWdfhHGzFpPf1g41NTUl6VA89tyIUWaVS1GM0l5nF9lOKgNJcjLBQQEEfvQn0N8fITYUn6BwzMwtMTEzw8IyP4v/+oM7t08SHBxKYGAwHh5eXLhwjfPnryGRSDh/zxkHx5RusaIcpSezO9X3FiRBELh75w7Hjx6mapUq9O7dm3z58uVoWxGRr0GUIpFvzqtXr9i8ZQsWFhaMHjM2NXRvbgaRQuYypCxAimOBspcn5fy/LORUbscD5UiAFPNXT6sAfj4k1UqZTCYjMiwUb29v7O3tCQoKwtPrLTVq1cTGxhZI6aIwdfJEbt+6iZq6OjHRaWNC+vTrz5p169PyU6gZxMTGcu3KZUxMTUlOTuaFuztHDu7D28sbdXV1ho8azZQZM2nfqhm+Pu8ICAhETU0NI2MjbG3tOH/uHIUKFcLT05NHjx4RHBxMaGgourq66OjosHXrFry8vFP3V7VqJS5ePJDlDVQul3Pz5j0WL1mHi4s7Do6OOJUuT61GzanVoDE6evqsXzKH3RvX0KJlE5o3q68UKMHCwuyrQl7/P7N1617c3d+yc+cufMNiU5crS0FaeqnCd0Wxgq4kRQobRCVJUl/HJiuIkMLGmdTnUyvjoCIJn16GB7xn7/rl3Dh3CkdHB9q1a86fE4anpnNxcWfhotVoGVgyY/kG4mJjaFLGHoBDh7ayZ88RTp26AMDqfSeoUF35wYE8E9GTZSBxmR2HYuVRS0PxeBTTKFaC014rHr8i+gpdxDQVfFFRNhTLq61QiM+vM/sckxUOQlF8FH+eioKnqTj3G4rpM67Y62kqyp6iqKX8V5rjLJNubJrqakgkEuwLFSA+PgELC3Osra2xsbHG2toGO7sCREVFYWtrS6VKlXAsVhyr/Pk/HWvG8qGIYhmSM/tyfi6jwuvMJEPpHCl+7pmcx8zufZn1FsisC3Tq+hx0B8wsi8yqjJmJ09e280ilUubNnYNBvnwMHToUG5uczZ0mIvIliFIk8k0QBIHbt2+zd+9eqlarRrfuPVJvOP/3MgTfXIjkcjkvX7zg5s0b3L55kzt3bmNgYIC6ujrx8QmEh4djbm7O4WPHqVS5CgCBgQH8MXYM58+dI39+K4oWK0ax4k40adqMFi1bpc79lFHwBEh/k5TL5URFRmJsYkJ4eBhHDx3kzRtP/t2+TSnd7du3qVMnrXIZFxeHl5cX3t7enDhxnMjIUNatW4ir6wuuX7/Ls2du7Ny5OsNxQxs37mTDhl34+X3ArmBBRk7+m8Yt26KhlTZAV7FS6u3xkmNb/uHw4cMZnt8GDWpx/PiuDNf9FxEEgRMnzjNx4myOHj2GfZnKqet+BSnS+bQ+4L0vvRtVpXTpEuzdu57ChQsCUK9+ByrXb073gcMwNjVDKpEweUhvQgM/EhaaEkyhUo1a2DkUp2PvQZiYWyjt//9ZiiD9ZymXy1FXV/9lxCguLi7lYYvCSVizZg2LFi/G3r4gFSuWwdX1JU+ePAPgxKnT2Ds4YGtXIDX4iyhGaWSVxfeWI0EQWLtmDUGBAQwZMoRSpUp9ZY4iIukRpUgkT5FKpRw7doyLFy/RsXMn6tdvkLpOlKH0aXIjQ/Hx8Vy5eoXTp05y6eIljI0NqVOnOhUrlsHBoRASiZSLF69z4uQFGjRsxOIlyzAzVw4fLQgC7m5uXLxwgcePHlC0aDGmzvgLAwMDIGshio6K4tlTZzxev0JXVw9fn3f0G/g7r1++YNjgATRpUg9TExPiExJ58sQFC3OL1HDqZcuWZdGixbi6utKgQQOMjQ0pVcqJokXtGTVqENbWVqnlS0xMAkjXrS0pKQlr67QoUyMnTef3MX9m2sUJYN/KOaxatYrffmtBhQop58nGJj96ejokJSXj6Gif7RiU/wL79h3lwoUbPHjwhPj4BPT19ahRoyZrduxLTfMrSRGA57NHXDl1lOvnT1GggC1GRoY8dXbh/DMvtDOIcqV0fJlcGvJCihTLCz+PGEVFRnDu9EnOnjjKe19fgoOD0FDXoGvvfgwePQEDk7TAKD+zGH0mPiZl0ldrGxvOndtPjRopgh8SEkb16i1ITk6mRIniBIeEoqWlzR8TJvLs6VOkUglq6uqoqamhrq6Ovb0DlSpXoXyFCkpduLITIxDlKCPyQo4OHzrEgwf36dmjB/Xr1xfHHYnkGaIUieQJcXFx7NixAzd3dwYPGUoJhfFC/y8yBD9GiK5fv86woUMIDg7G2tqKSpXKUrhwQUJCwnjyxJUPHz5ibW2NVCpBKpUREREOqOFQxIEKFSrSqnVb2vz2GwBnz5xm7KgRdOjQiqSkJM6evcr+Q0cwMzOjsEOR1K6NAhATE8O4UcN54+GBRCrho78/ZcuWpnTp4iQlS9iz+xDrNm2lSrVqTBg7igf37mFoaICllQVzZk9CQ0MDuVzOtWu32bx5N0+ePGH//v3s2rWT+PgEkpKSsLS0wNraitjYOKKioomMjEq9weXPb0nx4kUpWNCG16+9eP78BUWLFqVEhapUqFaTxq1+Q10jLbS3qhBVLWSKRCJh4sQ/OXr0CKNH/46FhRkJCQkkJCSRmJhIcrIEqVSCRCJFLhfQ09PFwEAfExNjGjeuh6Xl/9+cRKoIgsDkyXP5999D1KpVk3//3Z0a/elX6z6nKEWfJUEqkfDi6WMkkmQs89tQuJhThnn/J6RIIuHBvTtcu3gWHy9PIsPDiAgPJzw8DDU1NZo0rk/Xrm2xty9EUFAIV6/eYsOGnazYuI02Hbr8VC1Grq6u+Pj4EBsTQ3x8HGpqalSvXp3I8HCWLF6Is7MzGhoaxMbGsWLFHAYM6JHheQO4evU2K1ZspH79GlhZWSKXy5HLBeRyGV5ePjx75s7Ll68pVKgQlatUpVWb32jcpAlqmtl3wf0eYhQTE8PNmzfxDwhAJpWipa2NlpYWhgYGFHF0xKGIY+qDr8z41eQI4Natmxw7coSmTZvSqVOnTCc4FhHJKaIUiXwVcXFxbNy4Eb/37xk3bjz5P/XT/hJyHUwhM7mRyzJenkk+mRcohwEVMrW7zOYYUhCjDFqEVNm7by9Dfv8dgEKFCmJjY0Ox4sWpXKUqcrmcK5cv8eD+A7p0aUvbts2oUqUCamrw6tUbnj1zY+XKTYwYMYqqNWqyf+9eLMx1mTJlDF27Duby5RsUKGDHhw/+HDl+gsZNmgIQGhJCx/a/ERIcSNOm9enTpwsVKpRBS0uLqKhopkyZx8vX79i2+wCBAR/xf+tJ48aNiRU02bZxHQ9vX+PSpYMALF26jrVrt9GnT19q1KiBoaEhFhYW6Ojo4OzsjIuLC6GhISQnJ5OUlERSUhL58uVDU1OT6tVrEC3VwLG4E+UqVUFP4caek8ASn3F58pDDu7Ygk0rR1dNHW1cPbR1dtLS00dTSRENDCzV1dRIT4kmMjyM0OICHt29StVpFunf9jY4dW6d2L/x/JSwsnDFjplOifA3G/jlZqaIfL1Gs6Ke9TlKYWyggNin1tUTFKpQCJ2Tz5BpAXT1jIVBEUSyUgxCkvdbKQT6ZfXcy3W8m+Ssiy6RVI7OodIrZKMpNZnMGKQqTjoJI5NNSvubYmORDIpFw9uxZDh8+xLlz5yhQwJb27VtSvnxpLCzMMDMzRSaT4uLygvv3n/DosQtvPL0+XWOqUatOXdp16JgqMornXab0G8zwVCihq5nxMagLaddsdUmC0jbaxhYIgsDFixe5d+8e4eHhhIWFcuDAQcqXL0PJksXIl0+fpKRkHjxwRlNTk7FjB9O5c5s8rSRLJBJevfLkwQNnTp26xMuXnmzdsYOmTZsppVP8RmQWWEEpfSaBgDKdKy+D9IOHj+Lk6TN07NQGLS1NJBIpyckSoqNjeOvtwzsfX4yNjSlaxIFiRR0pWqQIFSuUp3GD+kQlCyQnJ2NlZYWWlhbJUaFp2WcS6Ad15WthTsbVKrZk5ebarUpGv8vXr1+zfv066terR48ePUQ5EvliRCkS+SJiY2PZuHEjHz584I8Jf2JhYZH9RpnwXWVIJa/MC5XLiHE53D63QqR4wxAEIbVi8uzZM/r364Ovjy/NmjWgTZumqKtrkJiYSGRkFI8fu+Dh4cXhw1sBmDp1AaGh4URGRvH3339QqVJ5QkPDOH36Ert2HaRXn37MmjM3NX9XN3dWLFnIpQsXsCtgy7mze0lOlvDwoTMz/lpEpSrVSUpM4N6d2zg5FcPOzoY3Xr7sOXqaFvVrsGf3OmrWrJJa9rCwcJYsWUdERBQxMbGEhUUQFxePvX1KGOzChQtgZGSAoaEBenq6xMcn8PFjELNmLWXvmasUdSqpFI3qa26qOWkFAIiJjeHs4X2smDWVR48uUqxYkVzt51ciLi6e1au3cO7cVVq178rI8X+KUvSLS1FERDhrVy7n2KH9ODra07FjK1q2bJw6IWpUVAyrV2/hxMkLhIdFUK1GDWrUqkOV6jUoU648Rvn0Mz7+byBFkF6MkpKS2HPgEJFRUZw4c46YmGjatm2KubkpJibGWFqaU69ezR/2sGL9+h3Mm7eSN2/fYWRkpLTue4tRSGgozdr8hpNTEVq0aEy9ejWwsUl7QCmXy/H3D+TtWx+8vX14+9aX06cuMm3SROYuXIL/x4+paUuXLoWdjTUF7GwpYGdH4cKF6dqpY8qYq59EjCDj3+ebN29Ys2Y19erWpWfPnqIcieQaUYpEckWqDPn788cfE0QZyuH2uZEhQRCIT0hAW1s73Q3/c/KQ4GB2bN/Os6fOSCQSNDU1OXfuXLq8WrZsTHx8It7e74iKiiYuLp58+fQxMjLCwMCAGjVrMWrMOIoWS5uXR/LpNCUlJdG7Wyce3r+PIAiYmZtRsGAhxk2cysDe3TEw0Gfo0L4YGxuzY8cBbAsWpkz5iuzdsZUuXdpSrlwpSpUqToECtpiamih1mUlISJG3yMiULnPx8QnY2lpjZGSAl9c7Xr9+w7nz13nn48+J6w/R0k0bA/I9hOhzpTbooz/j+3aigI05e/duwNAw6y4ovypxcfE0aNABS+sCrNmyA0srK1GKciBFqvtQ5EeLkeuzp7Rr0YRVq+bSo0fH1PXJycls376PFSs20aR5C34fNooSpUqldp3NybF9DzHauW0LazdtomHD2lSqVI527VpkWMbvSXJyMidPXmDr1n0EBASxcOEifuvQMcO0qmfuW8tReFgYB48c5catW9y6fRdLqxRpNDY25M6dxwQFBaeOk9LQUCcyMoqIiChcHtxh78FDOD99xrWbt5FI0rq3Aujq6vD25XPMFIOO/ORy5OX1htWrRTkSyT2iFInkiNjYWDZs2ID/x49fLUMgChGk3AySk5Pp2qUTQUFBREdHEx0dQ0xMTOqNq3r16tja2aGjrYOOri7GxiYMHT4cc5UACkcOH2Zg/36p78uVK0vZsmUpXqIkpUuXobiTE6amphgYGGBiaEBUXIJCORTHSaTl+blSJ5PJPlVG0o7dz9eXXZvW8ubNGyKioyldtgLVa9XGwbEoagnRuLi44OLyDHd3d/z9/YmPT0BdXR25XI5MJkNTUxNTUxNMTEwwNTVFX18fPz8/oqOjKV68OCVLlqRYxZo0at4aHV3d795KpFihlUql/PV7VwYM6Mxvv7XI1f5+duRyOa1b9yIxMQk1NTWePXvOkbMXqVqjlihFP6EUQc7ESEdNzrpVK9i6cS2bNi2jceO6AERERNKsWTeKFi3GpL9mU7J0WuCSzPhRYjT+jz+4dv0qU6eOpW3bZj9F99X27ftx8+Y9hgwZwp9//omjoyPq6uqEhEego6OTbsD/9xajz8tlMhnP3dy5dvMmUVHRNG3RiiJFiqRefxOjwpDLZGhoalKiuPJE1cEhIXj6BRAaGkpERARFixalbpXyabv4CbvUQWZy5MWa1aupU6c2vXr1EuVIJFtEKRLJEqlUyvbt23F/8YJJkyZhZpbxwPOsJEdNlpz2JpMLvtLFVfFCqZ7xRSzTG0RekgPJyfk2GV/8b9y4we+DBnDgwEYMDQ0wMjLEwCAfOjo6REZGcf/+E8LDI0hMTCI5ORkPD2/u3nXmyZMnGBsbE5+Q+ClPgYSEBLS0tNDU1MwwGk9IcBDPnj0jMCgIfT09OnTsmO4m4e3lxf79+7l+/Ro1atTE1taWoKAgvL29mDhxEjY2NsyZM5vDh49QokQxihZ1QEdHm+RkCRERkVy5chM9PT1OnrtEg9rVcXNz482bN3h5eeHr68P79+/p3r0HPXv2xM/PDzc3N1xdXYmIiGDx4sVs3LiRBw/uo6enh4mJKWZmZrRq1Ypy5coB4BEcneH5lWVSR5CT8eUtpzfgxE+V/n1b1hL70YMVK2ZnmvZXRBAE+vcfw6lTF2jVvhOde/ahSo1ayNTTAlioTgKqOEFoTFLaQ4nMghCokllQgtySmQiBckXeQDvtO56ZUCgeU2YypCiAqmkU81WVmM8oBphQPD2ZiVtmZQVladLXSltnppdyrNYWZiQmJnLp0iGqVq2Yun7qtPnEJ6izdNXqdOVTvGaoTsSpOomrob7ypL4A4THxCseRcb6Kx6qmBlevXuXM6dO4v3AjLDQMbW3t1L+YmBjc3NwB+Oef+fTt2zXdPr83e/ce+dTqEoKnpzfR0dEULVqUly9fUatWTf7+eyZv377l1atXBAUFYmyc9uDH2NgYU1NTWrVqxZs3b3ByckqdKy06OpqZM2dibGyMjY0N1tbWGBoaIggCWlpalHYqlhYoQfFBYE7vfYoiIghMmjadBw8fkpycTLXKlalVozq1a9agcKGC6fPNy/trjkQpE+lSRFHAVMqXUZ3hjZcXq1b9Q/sOHWjTpo0YrU4kU0QpEskQQRA4ffo0J0+eZMKff2Jv75Bhuu8tQyn7+bWFSC6Xc+7sWdauXYO39xumTRtLr16dM802JCSM69fvcP78NZ4+deX9+49UrFiR1avXULFSpUy3k0gknDlzGjc3NwwNDJgzZw6VK5cjICAYHx8/5s2fzx9//JGavkvnTri6utC+fSsaNKiFs7MLd+8+5tat+wAsWLCA5cuXMWBAD4YP75cayjopKYnDh0+xdt0OtLR06dmnHzERYRw4sB91dTVKliyOt/c7Xr3ypGzZMujo6PDmzRv09PQoXboEpUoV58KFa7Rr14EjRw4xceIIEhOTiIyMJiwsnMOHT9OnTx/6j5+W4YSruRWidOkyuQQmKlSCvV69YNrQXri6XP3lb6jnzl1hy5Y9gBoREVG8e+eLqbkZ2w+fxq5gIQASFJoMRSlK4VeSogF9+3D+3FlOnNhF9eop1wgPDy9aterFrYdPsLS0Sle+L5Gi+Ph4AgMDKVCgALFJadFBcyJFALNm/s2mTRvZsmUFBQvaIZVKSE6WkJSUTL58+lhYmGFhYYZOBiHUfwYiIiLx8PCmaFF7Tp68wJ9/zsLU1ISRIweSP7/Fp6iaMal/vr7vCQ4Oo2rVapiamtKyZUusra3R1tamf/9+PH36jLZtmyORSImNTYmol5CQyKtXnlSuVIEmjZvQonkzypVWmKMnl2IUExODpV0hTEyMMTU15t07v9QkOjo6hPh5p5zvn12MIFM5yqz+8ODBA3bt3sPIkSOpUqVKhmlE/tuIUiSSjsePH7Nhwwb69utHtWrVM0zzX5MhyFl3gPTbpB2bTCbnxIkTLJg/F11dbUaM6E+7di1SJw38THR0DHfvPuLEifNcu3aHiIhI1NTA1NSUcuVKcfXqrdS0jo6OhIWFsn7DRtTV1Nl/YB9379xl46ZNPH/+nKNHDtGqVSM+fgziyJHT6OvrYWZmxoQ/J9KzZ092bN/OpUsXsba2ZseOnezYsZr27VsCEBMTi5NTTezsCrBjxw7at2/HwYObqVy5PK9evWHz5t24uLjj6elF9Zq1GDF6HO/9fFk4dxbt27ekV69OlCtXCjU1Nbp0GYyPzwciIyOZMGEonTu3xcIirdXx338PceLEFZ4/d6VGjSoEBYXg6/sePT1d1NXV8fHx45qzO7YFCiqdq+8hRCnbCPRtWp1Fi6andkX61ZDL5bx48RptbW169RqOjU0Bxs+YTWGHIpiYmiFVOBWiFKUnSeU7kZnA5ESK4NuJ0ZF/t7J65XL27l1HuXKlgZQW/2bNu9OtRz8GDB6SYfkgd2IUEhhAzZo10NLSIiQkFAsLc+wKFKCwvQPTZszEwcGe/Xv2MGL4UA4cPkqLli3THatMJqN3rx5oacGmTUt/ii5yX0NMTCyCIGQ48fRnzp+/ysGDJ4mIiCIuLg6JREpCQiJxcfHEx8czfHg/Jk0arbRNbGwcd+8+4tq1O5w7d4UypcuwYO5cSpUonpYoF13En7u58c7Hl3UbNhIQFIiuji66n7r/9enZHev8+bG0MMfCwhwrc3OMjAxTvhv/B3IkCALHjh/n3r37/DlxIg4OGT/wFflvIkqRSCrv3r1j2bJl1K5Th/bt25PZTAKZCZGSDIEoRJ+OTRAETp86zfz5c9HQUGPq1DE0bao84ZwgCDx69IytW/dw9uxltLW1kcvltGrVhA4dWlGtWkVMTU2IiYmlefNu1KlTnQYNauHoaE9YWAR9+oykZEknunRpw5s3b/HxCeL+/ftcvnyIIkUKIwgCTZt2oUbNuixcuBBNTU0+fPiAU/HidOnyG7VrVyMgIIhJk0YplevUqQv07z+Gfv36IZHEMnRoH1au3Mzdu48YPXoMlWrUpmTJUiRLkhkyoC8xUWH88898ypYtqXQuVq3ajL9/AFOmjMbc3ExpXWxsHF26/E5kZCw1a9bk5s0bBAcH07hxXfz9g/Dw8KJ+k2ZMn78UU5WxVN9LijRD3tK9eze6dfuNiRNHZpr3z4ogCNjZlSPhU3fL2rWr8ejRM9z9glK7UCqKjChF6fkVpEgQBFbNn4nrs0ecPLkrdf2BA8fZtHk/56/ezDZYQWZipCpFHi9fMHBgP27dOolUKiUwMIT37/25cfMe+/ef4OLVGwR+/Eij+ikPEUaNGcOceQu4dfMGl86fIzY2hoSEBOLj4zl79hyWlhYcObI1VeREMiYpKYlt2/axcuUm1v7zD+3btk5bmQsxWr1uPXPmL2DGjPEYGxsTGhpGaGg4YWHhhIZGKL1PSkrG3NwUSwsLLM0/yZKFBRYW5lQsV5YmDet/mdDmsOfFt5AjiUTCxk2biYiM5M8//8TMzCxdGpH/HqIUiRAXF8eSJUvQ04AxwwejqTArn1py2oB8dUlan3EUKhFqMuWbPdK0AddCcmLGO81nqrB9coZJ1IvWQPrRIy0vDYWuU4oBC7R0M96H6jaqZDKp6pegeNGWqykGUxBo3rwp7m5urF27kNatm6brfnX16m2mz1hIVGQMampqGJsYMmXyKFq3bprjgaGfw3XL5XKqVWuOr+8HxowZzF9/pXSPu3LlFtOnL8L58WOlPO/eu8fwESMoVaoYGzYsQU8v5VwmJCRy7dptxo6dQc8ePTl0+DARERHo6uoyadIkxo4dS4I87ZjHjRyGOomsXDkn14NZ7917zN9/L6F4cUdKlHCkbNmSVK9eGf1PXXT8/PxZv34Hp05d5PDhI9SuXZukpCSlLjVvgmMyzT+zAe+KV77Mggcky2TsWrOcY7u3smjhNDp0aPXLPs0+e/YyN27c499/D6GpqcmwMX8wasIkABIUmokiE5V/z4qCqCpIimQmOIqbqAZgUERxEtOcTG6aki57McmnnfZ5qc7jo1hmRbHSVchLccJSTRUxUDwcxUlsFZMpHnGSVPkcKX7vMpsAVRFVMVKc0FNbQ40zp04yuH8fpk8fz/jxQ1PX+fl9oEmTLpw/f4HKlSunLg+MistwP0pjf1TWmRmmhOq+d+8enTt34uXL2+m2b9iwI//8sxZHR0d+++03ChWy5tSpC2hpaeHgUJhu3X7DzMwUXV0d5HKBmzfvc+DAMQDKlSvFzZsnMyyXSBr79h1lyZL1jB07jv79+2NqmnZPnTFjBmZmZjRs2JBy5cqhoaFBSEgIL1++pGjRotja2hIXF8eff/7Jtm3b6NatPZMmjaRQoQIZ7isxMUlBmMIJCQkjLCzl/61bDwgLi2DAgIH07duXIkWKkBwRmC4PbVNrpffJ4WlhwBXrE1miKPSKoqMqg4r382xEMTYunoXLVlK0ZBl+//33X/b6LpI3iFL0H0YQBI4dO8ata5e5fO06r157UqlCOa6ePoa+vt4PEaKomFiuP3Dm2ov3GGrIaFynBvVrVQdNhT7lv4gQfebs2TMsXDCfuLhY/v13DdbW+XF3f4W7+ytcXF5y7dptpv81kz//GI+urg516lTHw8OL0NBwbt06SeHCBdPlmRkSiYSJE2fTu3dnqlSpAEB8fAL16v3GwgWLaNumTbptEhMT6dSlC1paahQr5oCz83NcXNywtLREIpFQsKAtI0cOQFNTk61b91KiRBlmL1qeuv2D+/fo2KYlw4f3p1WrJtSoUTndPvKCAgXKExcXj52dHR8/fuSvv/5i9uzZXy1EqukUpSg2Po7B7ZoQExVBXGwcxibGrP5n3i/VhW7Tpn+RyWQMG9YPdXV1oqJimDRpNv6BEew+egYQpQhyJ0WJiYm88/YiIjKK8hUro6ur+1NIUXJyMq2bNkQqSaJcuZKUKlWc1q2b4OBQmOPHz/Hnn7Po338Ao0ePxt7e/oukCCAqNIi6deswd+5kOnRolW59wYIVWLp0GXPnzsHevgAnT/7LtGkL2LJlN8WKOXLgwCaKFCmstI1UKuX8+au8eOHBlCljMiyXSBqCIHD//hN27jzI5cs3aN++Pf369adGjRr06tWTR48eoq+vT0hIKHZ2drx//55ixRzx8fFDIpFQsmRJPD09MTMzJTAwCIlEgpvbLSwtMw6mlBVubi/599/DnDp1ET09PerVq0fdapWpW7smDoULpT4I/FnFCGD91h24vXzF4KEjqFGjRs7KIvJ/hyhF/1Fev37NwvlzsbIy5eVrD16+8MDH9z32hQvhfOUUhp8i3WQmQ6AiRDmRIUgVovDIKJ64uPLI9SUePu8xNTTA5fUbnr96Q9VqlalfvwZRUdGsXLmJjm1aoqurwwf/APr26ELf7l1S9vMLCNFnZHI5dWvXxNfXF4lEQqlSpSlXrhzlKlSgabPmJCQk0L9vb9yeu6VuY2lpzrVrx7G2tvyqUKI7duxn6dIN3Ll9C1sbmwzTBAYGcfrMacLDw6lcqTKnz5zm0eOHzJ8/lZo1q6Te1Ly83tGl6xAeubxI3XbFkkUsmj8XgNGjf2fOnMlfXNasuHbtNnK5QLFiDqira9CgQXsGDBhI8YrVqVK9JoZGxum2+ZpWos9dquRyOVtXLiI8JASv1y945fqU8uXLcPDgZvLnt8zDI/w2TJgwi717j1CzZlU2bVqKlZUFwcGhlK/QEHefQNTV1UUpInMpun3nDqOHDCQuNhYdXR00NDSIjIikUOGC5MunzxtPb2rUqkXdRk2p36gp9kUcf5gUQYqwvXB346W7O89dn3Hh3BmmTxuLiYkR4eGRHDhwggcPnlCsWFFWrNtElQzGjaruX7U0/Xt1w87OnIULZ2RYzmvXbrN06XpcXNwpUaIESUkJjBzZn+DgMNzcXlGvXg369++e4bYiuSckJIy9e49w5sxlXr/2In9+K8LCwnB1vU5iYhJ+fh8oX750aqCa0NAwPDy8yZdPnwoVUsKyq7a+fwmCIPDmzVvu3n3E3buPuXPnAZoamtSuWR1tba2Uueli4oiIiCAyMpKoqGgMDfKRP78l1vmtKGxXgNbNm9CoXp10Y22V+AZiVLVeY4xMDGnTohn+gWHM+GsmVlbpA5KI/H8jStF/jNjYWJYsXoyliQGFCxUkICAQEyNDSpV0ophjETQU5CavhCg6No7ztx/x2MMHH/8A3F57ERwaRoXypalYuTxOTo5ERUVTokQxatSoktqFSyaT0aXzIJo2q4+JiTEjRqRUthvVr01YRBQxMTFUr1qFJg0bULZ0KUxNTDAzNSWfsWnq9omJieTLl0+h4F8vRIIg8DEgABNTM/T19Tl77hzr1q+nY6fODBw4KDVdYmIiurq6qRUvdzc3tLS1KVq0KBoaGkqjXm7euEHb1q3Q1tZGEIR0E+gBmJqa8PTpFUxM0lf+syIhIZHlyzewc+cBRgwfwaiRI9LNwC6TyVK7DcyZO5fTZ05x5swejI2V04WFhVO1ags8fD6kLlu+eCHr16yib9+ulChRlFKlnChTpkSGkeIyIjk5GS0trVxHdXNze8X581e5c+cxzk9daN2uE7OX/pMqkF/bSvRZivZvWcfJPVsZ0L8bSUnJPHriwvVPwS4iIt7kqszfkw8fApg7dwVHj55m3rx5PHz4gBMnUrolqaurU7J0GY6cu4KOrq4oRaRIUVJSEi7Oj5EmJqCnp8cbDw8WL5zLhvWLqVatIomJSUgkUqUHFZGRUVy/fpfjx89z+vQF7B2KsGX3fkqUTIsQlpkYZSZFKceQvRhpqqTRVo2OAJw+cZwL586QnBhPTEzKPGhBQUH4+b1n3rx5DBo1LsP9ZNVadP/eXfr37sHatQtp3rxhhttLpVJGjpxCaGg048aNZ8iQwezevTa1BVvk2xAbG8fjx89wcXnBwIE9MTbOPOjDt0YQBLy9fXjw4AlAasQ7Y2NjTEyMMTIyIDo6lpCQUIKCQnjj+ZYzZy7h5fWOYYP6MX3CuKwfCOZEjlTv85nIUWJiIrsPHMbHz4+mDRpw/fYd7OwdGTZsmDi/0X8IUYr+IwiCwPHjx7ly8Ryzpk7C5HNlV3FyuBx0l4OcCZFcLufo5dvsPnOF20+eU7NGFWrWrkrhwgVxciqKk5NjrvvuyuVyfHze4+3tg7m5KXp6ejx48ISbN+/j7fWOiIgowiMisLO1BeD9B380NNRp3KghHdu1o1q1ahRxsE+pfOdCiIKCgrl+8wY3b97Czd0dzzdvSEpKpk7t2ggIvHv3lgkThjFt2gLeeL3l+rVrTJjwB/7+/rx958Pt27cJDw/DwsKS5i1aoKeXMlZG8Ye3edNGVq1YzocP/gDY2xcif34rpFIpCQkJJCQkUqiQHXv2rMfAIF8Gpcyet299+fvvxdy/9wRXl2eYm5vzxNmZZcuWceHiJXr17EHXLl1o2boNZ87soXbttCfIcrmc06cvsnrNNgRBg4vX08YRWBjqcezYMdzc3PDyeoOrqyuenm+wsrLA2toKa2srHBwKUbSoPVZWlhgbGxEREUVoaBhv3/qyZ88RnJyKMnRoH6pXr/xFrS9xcfF06jyIlh160LP/YCBvpCgkMIB+Letw7+4ZbG1Tun5IpVJu337AgwfOTJ06Ntdl/V7s23eUPXuOIpFIkUgkxMXF4+X1NnX925C0OZ/+y1IUHxfHkf17uH39Mg/v3aNYcUdMTY1JiE9EQ1ODpUv+okQJ5QkuM2L79n1MmDCTDl26Me7PyZw9dYJ6DRtTvmKlHypFn7E00s9wuWoXutCQYC6eP0dBOzsKFS5MgYKF0NPTSydGni+e06FDe5Ys+Yu2bZtnmLdMJqNly56MHfsHhw4dpGvXlrRu3TTTMoqIQMo40nFjpyNNlrF1zQrsC6V1IRcEAZlMhlSaEgJeV1/he52BGOmYpfSOqFK5Atb582OTPz/W+a2wtrJCLsiJj08gISEBMzMzSjoVo6RTcSw/TU7/ztePbv2HsGnTJqpXzzgSr8j/F6IU/Qf48OEDc2fPomen36hZLSU2v5o0bSyPmiRNhpSWJ8Uq5SNPSLt5yuMVxnFI0ypR0XHxXH3sxuL9Z1DTy8fQoX1o3rzRd3ta9TnssI6Ozqd5L6QcP36Oq1fv4OzsSlJSEtWqVWPy5CnUKFcidbvAoGAuXrnK3cdPuX37NvHx8RQuXJi4uDg+fPhAnTo1qFu3OuXLl8bJyZHXr704cOA49evXonnzhujr69G8eXdevfJEX1+XoKAQDAwMMDExxt6+IMWKOeDj8543b97RtWs3JkyYgK2tLbHxKed++LAhGBlq0b59S8qUKZnaWpYX7Np1kOPHzxMZGcWHDx/p1aMHJiYm7D9wgKTkZEaM6EebNs1YsWIjjx65Mnr0GP76awbOzpdTBczDw4tmzboSHR1D3bp12Lp1G+bm5ph/iganOHHjxfPnmDBuFDVqVCEwMJigoBBCQkJRU1PHqWQp5HIZxqZmmFtYYpHfmrYdu3L1whme3L9LcKA/N28cy7rrRCZs27aXRy5vmb9irdJyxSucalS0ZFnGFf7PInBq/y52r13C7FkTkUiSefDwGRcuXCcmOpry5Utz8eLBn37eopcvPdm95zCHDp2iZOmydOndn2oNW6L9qatMbLJUKb1iRV3xnKieu6wix2UWYU7VqRTr8IrR1HQ00+RFNZqbrqaiJCl0H9NU/hwMFATIUl8hAp0s7UHOrTt3GT56DKVKFadDh5Y0aFALU1OTzA4rW86fv8rkyXOJjY2jTZtm3Lx5D2trG0aOHEWVKlUoUKAARkZGfAiPzT4zlCPBKfqPqvtYGac9KAnOZJxQVnlDijSFh4czZMhgLl++TIUKZfn4MZD37/0xMTGmaNGi1K1bj0aNGlGnTh309PTYtGkT69atpkuXtlSvXplq1Sqm28/t2w8YN24mDRs2RCaLZ8WK2T/9b0bkxyOTyVi+fAObNv2Lvn4+qlWrSkJCAjdv3kqdqBxAX1+PggULUrBgQQwMDAgPDycsLAw7Ozu6detOcHAwEyZMoGrVCrRo0RgDg3yf7klhaGpqoKeni66uLiEhYXh6vsXD4w0aGhqULFmSkiVLkpSUzLlz5+jevTsLFizA0PDHtbyJfHtEKfo/RiaTsX79et55vmTujKloaWlmKkOQuRApyhCkCFFkTBxXHrkSHx9PskRKSGQ015694ukrL6pWKU/vft1p375ltuFfvzcfPwZy69Z9Zs5cQsff2uJgX5jL167zxPkZjRrXo1atKtSqVQ0jIwPev/+IlpYm5cuXzlHzuaenN+rq6mhpaXLs2DmKFClEiRLFcHIqmprm1q37bNz4Lw8ePMHKyoo6detRsVIlnjx+wp7d/2JrZ0tUZBR9+nRm7twp6fYhkUiIiIjC29sHN7eXuLq+5PnzVwQEBBITE4u9fSHq1q1OlSrlKVSoANbWVowb9xdWltb8MW4sZmZm2BcuTM8+fbn/4D7NmjUgKiqGdu1aoKmpwcCB43B1daV///706NGWAQN6pO5bEAQ2btzJ9OkLqVevHrdu3eLAgQM0aZkWvMHrzRtaN2/M3r0b0lWQtmzZw+zZy3jk4Zth17p1K5awatE89u3bSMuWjXP0eSYlJfHw4VOuXr3NuXPXKFK8JOt27lNKk5kUJau0WmQkRVKplNuXz3Hp2H4MjIwpXrYiOjq67Fg5n7Nn9yp9tj8T799/5NixMxw5cpaw8Ai69ujNb916U+jTJMxRiWmhtP+LUhQbG8uMWbM5efo0y5bNplWrnH3fckJCQiLJyRKMjQ2RyWRcvHidPXuO4uX1Dn//ADQ1NbC2scXBsSit2ranWcvWGGRS0cpLKXr31hv/Dx8oXqIEVlb504mJrpqMp0+foqury9ixY4iICOeff+ZRrVpFgoJC8PT05s6dh9y+/YjXrz1p3rw5DRs2IjQ0lLCwMPbs2U2fPl0YMaK/0hxkAB06DKBwYUfu3r2DlZU5hQsXZMCAblStml6iREQUEQQBHx8/njxxRVNTU+nBhSAIhIdH4O8fwIcPgcTFxWFmZoqpqTFv3rzj5MkL3LnzAHt7e6KiogkNDaVKlQrs3Zt5jwtBEAgODsXDwwsPD2+eP3/J3buPSEhIRFtbmzVr1vLbb799xzMg8j0Rpej/FDc3N9asWomZuQEr/9mE250rOHyKYvY1MuQbEMLK/ac5cPk21apVxMzMFG1tLQyNDKlTtyZ16lQnX76Mu2n8TPj5+XPkyGk+fgykZs0qtGzZODUE9PdAJpPx/PlL7t9/wvPnrwgNC0dHWxt399fMX7CIIYN/p2nTBkRHxxAZGUV4eAQREZHExydgaGiIuro6yckpn1tiYiKGhgbY2zuwatUqHj16hLPzE3x8fHj//j1NGzdmwby5SvMw3L13n7Xr1/Px40eqVquOm9tzJBIJY8aM5eLFCzx9+oT9+zdiY5M/dRtPT28aNuyAsbExo0cPxNzcjL9nLuWFhzdqampcv3qVUSOGMHXKaPr27ap0vK9fv2HCn7NxKF6WWYtXpDsfgiDQtVUTXJwfU6BgAVq2aMj48UOV9p8R3boN4dKl6zRt2YbfR46lXKXKSgL7NUIEaRV6r1fu3Lt6gce3rhD43pcdO1YpdS/8kchkMvz9A/Dyesfr116cOXMZT09vWrb5jQ5dulG9Zm3U1dWJU5h76L8sRbevXmLE6DHUqFmZBQumfVXLUG4RBIHo6Bg+fAjAze0Vx46f58H9x9Rv1JjfOnahYZNm6OqmtRJ/Fpf3fr6sWrqIQoULY+9QhCKORXEsUgRjk7SyZyRG4eFhnDhyhCOH9vHez4/ExCQaN23G8tXrOHvqJImJiUilEnzeveXwgf2YmZmgoaFJ6dJluHPnDgsXTqNjR4V5cD4REhLGmTOXOHXqIs+eudGiRQuqV6+Bq6srp06dZOvWFTRqlBah8f37j8yevYyzZy9TrVo1ChQogLGxNgsWTM/rUywiokRUVDTnz1/l+PHzXL9+h169OrFs2axcd9/39w/g2TM3Pn4Mxtn5FatWrcImk8BFIr8uohT9n5GYmMiihQupVK4Y9RrVQC7IadSoI2pyeHTlzFcJEcDfm/ezeOdRtm5dSadO6cM7i+QeDw8vjh49w5kzl4mIiGLDho1ERESQL18+TExMSEpK4uPHj7Rt2xYdHR1sbGzo3bszI0cOxMjIECMjA7S0tBg2bCLJyVCoUGHy5cvHyJEjsTRNH5Th/oOHdO3Rg969O5M/vwVbt+7j7Vsffv99EO7u7hgZ6bFly4p0T9I8Pb15/PgZnTu3xd8/kI4dBzBg0FCGDB/BwnlzOHL4ABs3LKFevZpK223btpeFi9YwdOyf9BowOF0r0TvvN8ybNpHnLs/Q1dVl0cKFvHz5kq1bt/D33xPo169bpucuKiqa7dv3s3HTv5QsXZaGzVpRpkJFSpYp9yloRVraL5Wio7s2c2DTKjp3bkuzpvWoWbPKV0dp+lLc3V+za9dBAgNDkEgk+Pn58+6dL+bm5hQvXgwnpxK0bt2aZs2aERavPDbovy5F4eHhTJ82hZvXr7N02cxMAwR8b8LDIzh16iJHjp7lhftrmrVsRaduvahVt16qFMXHxTFycD8uX7hAnTo1iIqK4e3bd5QpW46t/+7Fyip/qhQlJSWx9+ARDh/cz707t2natD7durWjRIliVKjQkHLlyyORSDA3M8TeoRBamlqYmhnTu1cnChUqwJUrt5g/fxVVqpRn2bJZ2Zb/syCdPHkBFxd3BEHg5Ml/U6OaKfL69Rt69x5Bnz79Wb9+HatWzc1xq7CIyNeiGFDoa4iPT6RHj6H07NmXwYMH/3Q9YkS+HFGK/o94+PAhY8aMZt26hRQtmjYHhEQioXr1luzYsYv69eun2y45NC2SmGbkB6V1Ep9Xqa/lsZEA7Lj8gH3OXpy5cDCPj+C/yeDBEzhz5hJyuZzq1asRFxdHdHQ0MTExREfHYGCQD319Pdq374iGhgZbtmxh3Lgh/PHHMKV8AgOD2bFjPyYmRrx//5EDB05QvXp1wsPD8fPzIywsHC0trZQQ01tX0Lp1Uzw9valevQUA8+dPw9jYkO7dO2R74xg3bgZGRlZUq1aNGTNmUK5cSVaunI25efpZwVeu3IT3+wjmLFmZbt2TB/cYMaAXE/8cQbNm9fn99wm06dST/kOGE+T1gl69euDsfDnbc5iYmMSJE+e4d+8Jjx+7YGtrx5UrV1MrlR7BaUEFYpOUhUhRChQr/oIgcGPXPxw6dICjR7dlOrHh9yAsLJxRo6bh6vqCgYMGU7JUSTQ0NLCxK0gRx6Lky5ePWAXp+RijPP9XqIIgqcqMoljkNBCCKkriI8/8lqKYTl2l+5aiFCm+BmUR0lWQHV2VMpnrKQRVUEs75qDgYBo0aUaTJnX5668/MDQ0yLSMP5KPHwM5ceI827fvp1y58qxbtz71abRcLqdOnToMGdKD9u1bsn//Mf76azH5DI248ciF974+7N2yniNHDlOmTEm6dm1L27bNMTJK65r3+vUb/Pz8SUhIoG3b5nlemQsJCePZMzeaNq2f6bihfv3G0KlTdxwcHGjZsiXbt6+iWbMGeVoOEZHvweXLt9i27SAbN27C3t7+RxdHJA8Qpej/gMTERGbOnElERCBLlvyVYZqlS9eyYME/XLlyBUtLSywsLLCwsIDo4NQ0OREigOP3XNn64DXHTu3J2wP5DyOVSvH29iEoKARDQ4PUv89C5Or6ggEDxtK+fUt69+6Mo6N9tnmGh0dw+/YD8ue3omBBW8zNzVIj9nxuBTI1TYmq5e39CDMz00zzUuXYsbMMHfon5cuXYfbsidSuXS1dGkEQePbMjaFDJzFwxFi69emfLs2I/j1JjA3HyakoR4+dpX6jJixctR41NTX2bvyHM2dOcuXK4RyXC1LOZfPm3Rk8eBhDhw5FTU3ti6Ro27I5vHp4gyNHtqYbI/E9efr0Of37j6VT5y7M+HumUkubYkuOKEUZS1FiYiLNW7elQcMav8ykoImJScyatRQfnwAuXLiYurxatarUrl2ZGTPG06JFDwo7lqBLzz7UrFOX5Qvn8vr5Y5Ytm0XBgrY/sPSZExUVTcWKjXFzc+fNmzcMGNCP27dPfXFETRGRH01ysoQ+fUbRvn1nhg4dKrYa/eKIUvSL8+DBA8aNG8u6dQtxdCyUbn1SUhJTpy5gx46Uwed169YkNDQlOktUVDQvHt6moJ2tkhApyhCALCaCt4GhfAiNxEBPF3U1Ndov/pd9+zaIc0784sTExGJgkC/X0aCkUikPHzpTrlxpBEFQehrt7e3DkSOnOXLkDBKZnP5DRtL396EZ5nNozy7evfXC2NiEZq3a4lisOC7Oj5k1aRxmZsYsWzYzRwKoyosXHvz2W5+UljZDQ2YtWUmL3zrkWIgADm9bz9Uju3jy5FKu958XREZGsXv3YVav3sqqf9bQrn17VC/W30qKBEEgLOgjWtq66BsYoKWt80tKkSAIDBw8hMTkOLZuXfnDKixyuZz581fx8WMQTk5FqFy5POXLl1b63agSFBRCmTL1ePfuHba2tqirq+Pn50e/fn1RVxfo378rY8bMoFmrNkilEh7cvUOH9i2YNy99gJafhdWrt+Dp+YHVq9cwb948rl+/wvXrx350sUREvporV+6wZcs+Nm7chIODw48ujsgXIs5I9YuSkJDAzJkzCQ31Z/36BRQpkl6IAN6982PHjn00alSXPXvWK4V67t5tCE9dXHHIpxCW2OcVAWGRPHrlzRNPH5w9fXj2xpfImDg++/Pjx48ptP8GERFR3/YgRb45X9qNSFNTEzMzM+rUaUtcXDwtWjQiODiMd+98iYmJpWvXbixZt5VyFStnKVxde/dLnf9EIpEwZ9pEzp86zrx5U+jUqU2m2x47dpaLF6/z4UMgZcqUYNGi6UppS5d2wtv7EevX72Dr9oPUrNcgV8eXmBDP40sn6Neva/aJ8xCZTMatW/fZu/cYly/foFmzZly8fJXixYt/cZ7JSUnsW7OMD96vCfL3w8DYlAGT51KoqBOCIODu/ACXezcpW7U2BYqV4M75k1w9upuosFDkcjmRERH0+2M6nX8fnYdH+n1YunwFrz09OHNmzw99gpuYmMSKFRsAsLGxoVChW7i7v6BAAVsqVSpHxYplqFy5HCVLFsfb24eHD51Zv34nw4YN4/Tp00yZMgWJRIKTU3FatGjJkSOHaNu2OTVqVGH//mOYmBgzdmQPSpb88u/J92DHjgNUqVKV5s2bkz+/WaY9G0REfjWaNKlDvXrV6dPnd9q168SwYcPEVqNfELGl6BfE2dmZPn16ExQURHh4BAAREW8yTf/69RucnIqmVhrfvfPl9KlLbNu+jzG9OzK8Z0dOX7vD1SvXuOnqQXBkNFUrlaNilQpUrFSOSpXKsXHjTs6cPI+2Xj60tbWwsbFix45/MgytLPL/jUwmY9OmXSxatIZJkybTrVs3Ll26ROHChXFwcMDJyQlNTU3ehsZknxmgRkrLxNC+3REk8WzbtgLjz5MLZ8CjR8/o23cUixYtpnDhwowePYoRI/rSs2en1DQ+Pn5MnboAb28/1u4+SGEHRyDnXefcnR8ye3hv3NxufrOuPVKplNevvXB2duXRo2e4ur4kICCQQoUKMXDgIHr27Im5uXnqXFZArluKJMnJzBg5AG2S6NWzA4UK2fH0qRsLFq6mZvO2vHF1RpYUT+tWjbh15zEvX7yiRcsmDB7Ugzp1qqOmpkb7jgMp17gjzTr2IDN+xpaiiyePMHHKFC5fPpxtFMPM8PPz5+jRMzx+7MKTJy6UKFGMAQO607p1k1xf+wRB4Nq1OyxatIbkZCk3btzE19eXR48e8ejRQx49esSrV69xcLCndu3aVK9eg+PHjxESEsi6dYspWNCWx4+fsX37ASpVKsv48Rm3vv7MXL16m2fP3PD3D2DWrEnfbf46EZHvydWrd9i69QCbN2+hYMGC2W8g8tMgStEvhFQqZf78+YR5ueLp6c3FR88BKFm8CGZmpowaO4QWLRopbRMXF8+iRatxcXYlPCKSsLAIBEGgTfVytK9VgQYVSnDyyFnGHLvBhImjqFu3OqVLl8iTCC0i/3+4ub1i7NgZBAWFIpfLCAwMYuXKlYwZM0bpqdi7DIRILpdz4fRJSIxJnZE8KiqK0NBQQkKCOXz4CB8+uGYb0n3Vqk1cunSXmzdvoqWlxZkb9+nXuQ2bNy2jVq2q/PPPFjZv2c3A4WPoPXhk6iSl0UnKUdYiEtK6lClGRdP/VOleOmU05npy1q5ZkOvzlBV37jxk3ryVuLm9pECBApQqX4mKVatTtkJlDC3yY2GVVoF3DUw7jzEqUeLMdNMmuLUySIuGp6UwoY3ro3v82b8LFuZmODkVxcnJkTlzJhEaGs7Gjf9St251Gjeum/rZZRSdafnyDWzffYyJa3ZjXSilW4iitKjKjSJZddVTnWtHMeKcmZ7y5L35FPanrbKhnkLUOSPtlDxu3bpFr969OHp0G+XKlc60fFkREBBEixbdadmyNY0bN6Zq1arcv3+fjRs3EBDwkbt3T3/RJMOCINCr1wg6d+7BwIEDlZbL5XI0NDSIiorC3t6eXr06MnPmn1+0HxERkR9HUlIy3boNYfDg4fTs2VOcsPgXQZSiXwRPT09mjBuB97t31C3tyOQuzXnyLoAkiRRdbS26zlzD/IXTlSbbdHV9weDBE6hWwoH+vzXFzNgIc2MjLGRxaHx6whr9/DkfImKou2IfHz66ZfrDDQgIwsPDizJlSvzQQeciPwZBEDhw4DgzZy6lXLnyREaGsWrVXPr3H421dX7U1LTYsGEDZcqUyVCIIiPCmTBiMBFhQVSpXA51dXU0NNQxNDTA3NwUMzNTbG2tqVWrarZlkUql9Ow5HJlMjbVr16FlUYDb168wa/J4YqKiqFa7HlNnL8S2QEGl1p/cSlFsTDQdqzrh7f04T55oC4LAwoWr2b37MMtXrKRJkyYYGhryITqtHHESmdI2XytFcrmcQ9vW8frhTW7cuAmAj8/TXB2PTCajY8eBhMQk8/eOE8DPLUWurq60aduG7dtXUbdujUzLlh3t2vWjUaNmzJw5M3VZSuTGrYwZM4bz5/dTsWLZL8r7xInz7Nt3ikuXLiOXyxkxYjhHjx6lRYsWtGvXnubNmzNv3jzOnj3F8eM7sbQUr7kiIr8i27bt58GD52zcuBFzc/F3/LMjjin6yREEgU0bNxLmfI2lvZtirK+HnpEJAM0sLQEIi4qlRc0KLFmyjhYtGiEIArt3H2br5t2smDiUHi1T5uOQBr0HEkBDnejnz1P38dg3AICJf/yFqYU5ISHhREXFUK9eda5du8OZM2kDzf/6a0K6UNAi/78IgsCNG3dZvHgtUVFxDBw4iDNnTnL27F6MjY148uQyycnJ7Nixn0aNGlKxanVmL15Bfuu0Se2Sk5Np16Qe9epW498dS4mNjSMiIoqIiEiOHDnDvXtPmD9/So6f6GtqarJ373q2bt1Dnbp1WPjPBho1a8nZm4/xeeuNU6mUfL5EiBTx9fKgaLGiedbFx9nZlcOHz3Dv/gOsra0BlIRIFUUhUkVRiLJCEARCAvzx8PBAU1OTLl1+IzExMcfH9Pr1GyZMmEWMRIORC9fnaJsfibu7Ox06dmDZsplfJUQA5uamWFlZpb7/+PEj/fr1JTIynFOndn+xEAE0bVqfsWOn4+zsjI2NDbt372HgwB4ULlyQjRvXMnDgACpVqsSbN2+5efMenTu3/apjERER+X48fPiUFi1S5tcrVKggjo5FKV++PFu3bqVFixY/uHQiWSG2FP3EBAYGMv2P0YxsUIZSBVJuzmq66cc36DTqC8DQoUPYvXsP2tpatGtQk7+G9MTeLqXylSJEKSgKEaRUnDyCwrlvWZaEhASsra0RBIEzZ07TqVNnhg0bhpaWJu7ut77r7O8i35/4+AQOHTqJt7cP0dGxvHjhQUxMHH/99TdyuZyJE//k8uVDqXP2+Pl9YOvWvQwa1BNDQwPKlKlHk5ZtmPz3HGzt0ub1WbN8MWuWLUZNTQ1zczNMTU0xNTXFxsaG2rXrsGjRQn77rTnTp4/DxCT9hLOZsW/fUc5evM8/W3ejeiX7Uin63FJ0dOdm4vxfsGrlnByXJzMEQWDEiMkUK1aGqdOmpS5XlSLFliJVKVJsKVKVosxaij5T1lSd5s2b4e7+gsOHt1KnTvUMyymRSHjwwJmLF69z8eIN4uMTGDt2HAWadEddI+MxPz9DS5EgCOzYsplli+ezcOF0unT5LdMy5YRz564wbtxfbNy4iY4dO3L48GFGjRrJoEE9+eOPYWhqfv3zxA0bdrJ5826kUhnFixfn5s1bPHt2jYIFbYmOjuHOnUeUKVOCQoXsvnpfIiIi34+kpCT+/nsxmzfvBmD48OHUrVuXKVOm0Lp1a5YtW4a+ftbdxEV+DKIU/aScPXuGK/u2MndgJ7Q01NEwTmt2lcdHK6WVx0Smvn732JlJJ24hFwS0NTVp7GBDx/LFUFNTQxIdr7SdRGEAt7ZhimwJgsCj90EkSqQExsRzXTDk5csXnDmzBzs7G0T+f9m06V+WLd9AxSrVqFC1BgaGRljb2BIaHMT0P1Iijw0Z0pdFi2bw7JkbW7fu4/yFa9jY2lHA1oKOHVtz4MBxnJ1dKWTvwPmb91Pz1tZQIzk5GS0tLTRVIvIkywQiIsKZPX0yN65c4sKFA0phuKOjY+jbdxTDhvWjefOGSl08jx49w8WLd5m1eptSnoGxSamvFQUIlCUofcU8rfL9/M5Vzuxaw7kzu3N2AjNBEARWrNjIkaPnmbLlCAafWnp9IxOU0sUmpkmPhorYGOunSYKxjrIwWOgrv89IWHy8PFkzZzJ+b72IjAjH3t6eosUccCrmQNGi9iQnS7h24x43rt+loL09dRq3pG7jFjiVKYeamhqq0bgVAzxI5MrBKxSnOlKVoszKqVhWAGNd5XW2BmnHqBUbrLQuEj0GDRrIhw++bN68nKJFvzwcblxcPHPmLOfixRvs33+AmjVrMn/+fLZv38qmTUvzfAoCQRDw8nrHiRPnOHXqEnv3bhAlSETk/4j37z+ybdtedu8+TKdOnQgNDePVq1ccOHCA8uXL/+jiiaggStFPRmJiIjOnT6W2tS7Nq5YByLEQxbx6xagDlzn06AUArVs35ezZywCc7d+WMtZp+UjiE5DI5Jzy8MUrLhEBMNPV5vDLd+gYGGBhboqZtQ1t2jShefOGWc6nIfLrc+TIaebO+4cNew7jWNwJAPVPwbLXrVjMycMHKFCoEL7enujo6CKRyejcvTe9Bw5GKpVxcPcOnjy8x1uvNzRo3IyuvfpStkJFQPnJvoZKq0KyQuV6yfzZbN+0gYcPz2Nra526XBAEBg0az/HjZ6lZsyp//z2BGjUqAzBx4mw0NPQZM2tpanpFIYKsW4WykiK15HiGtKnPyuV/06xZgyzPX2bcu/eYOXNWEB0Tz57DJ3gnS2vp/Z5SlJYvJMTH8f6dN35vvfB7543/Oy8AqtSqT80GjbHMb5Phdor8DFL0/MUr1m/bybEz5+nTpyszZoz7qmiYV6/eZsKEmdSuXYe1a9dhamrKtm3bmD9/LufO7cPa2ir7TEREREQyICQkjH/+2cK+fUepXLkKzs7O/P3334wdO1YMwvATIUrRT8SLFy9Y+tckFgzsgLmBnpIMQfZCBJAokRKVkMSd1z4svfGMEtYWlDHW5/eqpVMrfImxcVx5+5Flj19RqJgjjZo3JDoyitDgUHr160aVKhXEH+n/ORKJhD17jrB333F8fd8jkUjZefQ0JcuUS02jjvJ34OqF09y9cZ3fOnclKOAja5cvxv/9e2JjYxk/eRpjJ04FQPWrI01KQE9PL6XFIQspSkpK4p+Fszl8+BC//96L/v27YWZmCkBUVDT167enbNnyPH/uipmZCSVLFsPZ2Z0dJy5iYmqWmk9etBJ97kL37MEdlk0awf17Z3LVrc/fP4A//pjJq9fe/Dl1Oh27dEdDQ4N779Pm9vpRUpQZWgoteD+rFAmCwJkDu1i7dQdvffwYMKA7fft1w8rKItP9ZIcgCIwePY07dx6zadMmmjdvDqTMBefgYM/Ro9spXdrpi/MXERH5dRAEgbi4+G82FcPHj4Hs23eU3buPoK6ugZNTCXbt2kX+/F82bYBI3iJK0U+AIAhs2LCB2FcPGdOxaUrl8QuE6DPSxLTZ7BW7zEUmJLH/6Sv2vvLF3MqSGXOm0Lhx3Tw8EpGfHUEQOHXqAvPmrcLSxo7fR/9BUaeSWFrlVwqprSpEipXiWZP/YPf2lHEpjx+7UNjBgXXbdmNja8e6lUuICA9j9qLleLx6ycJZ03ny6BGWlpbUqFWLipWqYl+kCG+9vLh44Sz1GjVh6MixqSGH7Uzz4eLiwqpVKzl58iStWjWhbt3qVK5cntjYOLp2HcyNGzcJCgri8uXLDB48mET9tApxXrUS6SvMhbN2zhQMNRL4JxdjizZv/pdbt56ydtu/6OikjfcRpSjjcqruMyMpksvljB8/lnt3bjFx0ihat26SJ6GqPT296dRpEK9fe5AvX1pFyNvbm6pVq+Dqev2LJzkWERH5dZg1aykbN+5CLpezePFfStF8vxZBEDh48CTTpy9ETQ2srfPz4sUrdHS0MTU1Y8eOHWIQhp8AMfrcDyY8PJyBAwfyd4c6lO7UDCDPhSg+WcLGxy/Z+dSD5s0bsv3v6VSuXF5sDfqP8fatLyNHTiExUcK6dRsoVL76F30HjIxNcCxaFCtbB46eX06Zcin9ots1rYeXpwdxcfGMnzyD+TOn0ap5HY4d2YS/fwAPHjzh2bPn3Lh6DmsbK4YO7sb27Qe4feMa23YfxKlQSpe5ChUqsHPnLoKCgti/fz/Xr99j0aJ1REVFAuDi4kKvXr1o1ChlTq6XgdEZljOvaNOjPwvGDsjVNvr6ehgbGykJkcjXMW/eXF64u3D+woE87c5748Y9mjZtqiREAI6OjrRu3ZqVKzfx998T8mx/IiIiP5aYmFhevXpDuXKl0NVNu0Y3b96QgwdPcvToMdq3b0fJksVTu2p/KTKZjJcvPVmw4B/8/YO5fPkydnZ2+Pj44OPjg5+fHxUrVmTAgAF07dqVhQsXflU3YJGvQ2wp+oE8ePCAHWuWsWLKSPR0tJEnxCmtl8dGKr9XkCEhUTltclhY6uu4gLTXb4Ij6LH3ArXq1uTvOVO+6SBeuVxOfHzCN2t2FvkyBEFg584DzJu/imHjJ9Fr4FBQy6LJQAXFRgvV7m8KAcMY2b8HT52fsH33fvT09OnZpR3PXa9n+TRfJpMxceJsPD19uXPnLgD+Ecrf7XhJStNDWEgIr9xdqVStBvkMDJTWAQTHJSttFxqf9j5WJfqcukpLjOJx6am0YBioy+hQpRh+vs45kpy4uHgaNepEpyHjadKuS+rylyGxqa9DopVbtAx0055PGalEljNWWGegrfwcS7FFS/U4tFSawlRbfxRbhlRbghTXaSqfjnRR/hS7QKp+P1TzVRxfpqnyGUgVogXqaSpvaGOSj+HDh+PgYMmQIX3JS/r0GUmPHv3o2bNnunXv3r2jSpXKeHs/ytN9ioiIfF9evvRk44adODs/x8fXj8KFCpKQmMj8+VNp2bJx6gPCvn1HUbNmfcqVK8fgwb9z5cphpTGuuaVTh374vPWld6tGTB7QBV1zhW5ygnIre2BYBNNWbWfWwqXY29t/8T5FvhxRin4AcrmcFStWYCyJYFCnVinLshAiRRmCnAsRwMGnrzkVHMfxM/vyoOTpEQQBN7eXrFixkZMnL2BhYc6bNw9S1yclJfHxYyD29oXElqkfQHBwKCNHTSUwOIJFa7bgWNwJeS5+8TkVonyfKueCIKCmpsafY0dRwM6YSRNHZbsPmUyGjU1ZateuhZGREUZmFsxeuAwdHR0l6YH045W+hxSZ6WmxYNzv6JLAnNkTUVNTQ01NDUNDgwwn1Rw1airq6rr0/3uF0nJRir5OilasWIGHhyuLF/9FXtKnzygKFy7KmjVr0l2jIiIiKFLEgXfvnuTpPkVERL4vy5atw8X5BdP/HE/ZsmXR1tbmyvWbTJg6HVs7axYunI6BQT7q1WvHkyfO2NvbM336dNzdn7Jr15ov2qe3tw8tm3bC98JetLTSrt3qRmljYFXFSCaXM3P1Nqo1aUv79u2/aL8iX07OHxeL5AlhYWEMHdiPVmULMKhTK+QJcUpCJI+NTBUieUxkutYhRSFKDgtLFaK4gLBUIfrsuafdvVlw241howfn+XHI5XKOHz+HmVlx6tdvz8mTFyhVyol//12bsu/TF2nQoAMODlVp1KgT06YtQCqVZpOrSF7y9q0vTZp2oUjJiuw7c/WbCxGAmpoaiYmJnDh2lH59u+VoPxoaGty5c5px4wZia2vG/bu30dTU/GmECGDikvVItYzp0HkwXbsOoXPn36latRlHj55RSn/06BkePnRh/foNSssVhUgVRSESyZxixYrx9q1fnue7du0Cbty4ypQpU9Jdo9TV1UlKSmbLlj1ER2c8ma4gCPj7B+Dm9pK7dx9x+fJNYmIy/7xFRES+P4IgUKZUSSpXLI/2pxtYk4b1eXL7Oi2bNKVVq5507DiAIUOGprbSeHi8pmLFMjnKPyoqmt27D+Pn9yF12cqVm+jfoDJybxeSXqc9WJFHhyOPDk95o6au1HNDQ12deeMGoxv5nqmTJ5KcrHxvE/m2iC1F35F79+6xZ8Mqlk0ega62Vp62Dj3w+cjcq0/4GBlLRGwcTUoWwaBEebS1Ye3ahchkMpKSktHX1/uqY5DJZFy6dIPp0xfy7p0vAMeP76R+/VqpT1nv3XtM//5j2Lt3H2XLliUxMZGBAwfg7e3FsGF9adiwDpGR0URGRlG6dAkKFrT9qjKJpOflS086dx7IsAnT6Nq7f+ryby1FAM+eOjNh9DDu3DmVmyIjCAL1G3RgzJ/TaNmmXYZS9MrdjQV/TWbkhCmUq14ndd23liJFqlimLPP09KRDh/aMHDmAkiWLERYWwdSp8zly5Ci1a9fmlk9E6jaqUqTYUqQqRWJLUfqWIj0keHp60qNHN5ydL5PXBAWFMGzYRGJiEti6dRtFihTByMgIuVzO+fPn2bp1C48ePeLkyV04OtoTEBCEi8sLrl69xZUrt0hISMTS0hJTUxM0NDR5/fo148YN5vffe+dJMAgREZGvY+nStUA+Zk4YmbZQPe16GhQczNZduxkzbCgahmb4+PjQrFlTXFyuZVhvevXqDR4eXrRp0xQ3t1cMHDiOIkWK4Or6nGLFitCiRUNmzVqKh4cHds6HUrfTKVFFKR+lViNQajkKCo9kyootzFywlCJFinzdCRDJEaIUfQcEQWDN6n/IJ4mmf+ffUEtWkSFVOYpPeyIpqK6LVu4e91mObr324bdleylfxgkfnw8s6VifMnaWNP/nEAVt8/PWz5/CBe14+OTLKhSent7s3XuU/fuPExISCkCfnh2YOmMCDx448/ihM26u7rx87YVMJmPP3Ak0r1ERNW3d1Dweur1m5c4DuHq/x8zIAGMDfZxfeVOqZHG69uxE27bNchX2WCRjYmJiqd+gA8PHT6FDt7RxEoqVTlU5Us+iZ6Nq5VVL4b1qpVwqlTJ72iQiI4PZuHFJrsrt6elNy5Y9GTVqFCP/mKS0ThAE+nXvxMOHDyld2onChYuyd+9ebty4gVWJSkppXykISIBKNDrFCG+gHOVNNeKbqiDpKFTUjXVSbqYBvm/ZvmAaIEffwIiqjVpRp3VHYpNlqWnD4jN/0pdPRXIMtVXGM+mkrddRMQzV8iquV43slk9beVvVz1TxrepXQVWmlMqgskpP5ftgICQqZKRcplCJ8rEny1S6kSh8RwvLgklOTsa8eAXev3f5JqIhl8tp2LAjdnaFaNasGePGjSMyMpJVq1YB8OzZM27cuA6Anp4ehQsXxsjIGCsrK8zNzTE1NWX8+PGYmJjQvHlzrl69yvXrxyhbtlSel1VERESZuLh4Hj9+Rv78VtjaWmNkZKDUHXbp0rW8e+XF1mXz0NbWUhIiuXb6cdADxk7G19ebM2f2pC6bPXMxri4vKFDQlsePXRAkEhKkUhLiE1g7ezKdWjUlOVnCpdv32X/6IgdPXWD13KmM6JPSa0KuoxDFUj3rp01qspT7hlQqY/aKtdRq3JK2bdt+8fkRyRmiFH1jYmJimDRhPMM6t6JM8SLfRIgAJHEJPHzrz8fIGGo6FsDa2ABBELjy8h3q6mqsufEMiZEZFy8ezFX5vbzeMWLEFPz8PtClS1cqJ3/gj/2XKepUDDMjA+49dKZGKUfqlSpCeQc7KlStSn4zk5RxFwpCBCALC0h3rEkSKeefvODAjcfcf/Oe+w8vYm6u8uREJFcMHzEZmXo+Fqxcl7rsWwgRKEvRW28vRg4ZhLGRHuvWLcr1ZJerV2/B1zeE5ctXkKyWVumVyWTMmPwnD+7d4uDBLbx86cG6dbu4efM2iYmJvI1Ulo7vKUWZIUpRCnkpRQAVGrRk9bqFVK6c8UzwYWHhjB07g+bNG9KnT5cM02TGixcedOw4gKdPn2FoaJjaUhQdnRbd0MvLi7i4OO7evcvp06d4/vw5RkaGaGhoEh0dTYECBUhISEBdXY2tW1dQsWLZXJVBREQkDUEQiIiIxMfnPe/e+eHj856YmBhMTIwxMTHG1NQ49fXsWUsJDQpBIpXyISAYExMjDh7cQqlSxYGU8T0T/5yFh4cXYwf1YXCvLhgapT2EVRWjzTt388TdlVWr5qUuO3fuKv36jmT6790xMzZkWOdWPH3tTX57Rwrb2aSUWaErXFx8Ajq6umhqKgjYF4gRwOnL13F7F8j0v/5CQ0NlO5E8Q+zM/g159eoVS+fOZMX08Rjm0/umQgRQvYhyZDk1NTVK2FjQceNxChYvRvkSxTA1LcawYf2YNWsigYHBaGpq8u+/h0hKSmbWrInpjuHy5RtYWlpz795DYrf/zT8XoyhdyIbyZrpUK+vIjkGtMTHQB0Azf6G0fedAiAB0tDRpW6YwbcsU5o/d51m2ZA0LF89MVw6RnHHp0g0OHjjOlFnzeen2nFJlyykJUV6iKET7d//L7L+nM3nySH7/vbfSnEc55dq1OxQuXJQ3vv4U/tSnOzYmhhFDBpIYH8W5c/sxNjbE1NSYIUMmEBISQohMORrclwqRKlkJUXYoCpFI3tKicX0uXbyRoRS5ub2kT59RtGzZmoULV2NiYkTbts2zzTMxMYnr1++watVmJkz4Ezu7tOuouro6JiYmqe+rVKlC/fr1MDDQ4c8/h1K1aoXU8ODh4REEBASjr6+LjY21UqhfERGR3LFwwSo2btyFmhoUKVQAh4J2FCloh6WhAREBwbx/7U1EdDThUdFERsVQ1qko57esQlNTM2VOoHsv6dhxAAsXTicpKYnAwGDyW+fH9fkLpi5YgZaWJqMH9k5tMVJPjlMSo7j4ePLp6yuVqVWrxvTt2wVJaAAjBqfMYVSlVDGlNGqCPFWM8mXQ7U49KTZNjOQyZTFSU1MSI0FDO1WM2jZtSDn/AAYP7M+S5SuxsPjyCatFMkdsKfpGHDlyhJcPbzJ1xEDU1dS+uRBlRrMV+3nmG0CpUiVRV9fA3d0dADMzU8LD08Y8dOvWno0bl6a+f/ToGStXbsLFxZ316zfQMOSxUr461sohKr9EiABkCmOnQqJiqTJtI2s3LKVFi0ZitLov4OPHQI4dO8vde0948fINlx4+V1r/rVqJ6lavRJ/eHRk5cuCXFRy4e/chhw+f5u49ZzZs2cnunds4deI47du3ZPHiGUpzNwwaNJ6mTVtTr71yGOWvkSLF99lJUVYtRapS9F9uKVKPC6dr777ExMSgra1NZFQUZUuXYfuWTV/UUnTnwWP6jvqDZctn06xZA9TU1JDL5Rw+fJoZMxayZs1aunfvzsOHD2nX7jeePr2S7TjKSZPm8OSJG71792HkyJHZhl2fOXMmt29fY/bsidjZ2WBmZpplehERkdwhlUopUaI2t/dvxKlI4bQVCq0wguq0EhlMM3H0kSebN28if/782NjYUrJkScqVK4eTiRr6egrXhQy60m3cvgtXj5csXz5bKc9Tpy5wYN0mDo/rhk7xikrr1E3Twm2nK59Kq9CXthglJUuYMHsRg0aMpWrVqumOWeTrEKUoj5FKpcz6+y/qlnagSe1qAD9MiABMRy5BKpWio6NDTEwMYWFhbN26FQcHB0aOHEnPnh2ZNm0sFhbmBAeHcvbsZQ4fPoOv7wd69uzJtGnTUDu8VCnPvBIiUJYigFumVZgyZTJBQUEYGhqgqalJvnz6WFtbsmjRX2JQhhyyefNuHrt4M3fleqXl30qKnJ88pm/3zty5cxorqy9/giUIAk2bdSUoMIS+/brQu1dnbGzyp0t35swltm8/zNp9J5WWi1KUws8gRYIgMGbwAKRCEgMG9ODjx0DGjJnGjq1baNe2zRdJkSAIHDp5hqUbtiOVJlOwoB2PHz/DxsaGffv2U65cudRt2rdvR/XqZRg+POuJd3v3HsmgQcPo0KFDluk+k5CQwF9/zWD58hWMHTskwxZ2ERGRL+fevcdMm7YIFxdX5KpzhOVSjDTsK2S4D+mHF8oLPomRIAh4fQxl1YbNxCbGsW79YqVkHz4EULd2K47/2ZOqRQv+EDEC2LhrP9rmtgwZMiTD4xP5MkQpykPCwsL4c/xYZo0fjp21Vbr486pfauIild7KQvxTX6uKE1LlbYXkROX3SZn33QfQ75IycD0hIYFNmzYxf/58/vlnLgUK2HD16m0un7+Cq9tr8psYEhoTj4mJEWHhkYzv3oa/B6X1zdewLaq8X53MJ2pVS1aRtkRlIZJHpQmeNOBdWp6CwIfQSNQa9CE5OZlXr17Rv38/XF2vi+ONckifPqPo1as/3bt3zzRNQKRKRENZ5pcCHU3l2q+xTtp3TE2eIgHtO3Sgb7+OtGrV5EuKnEp8fAI6OtpZ9puOi4unZMnafPjgj5GRETExMVzxTRMivyjl756qEMlU7FBRMLQ1s5aPrMYhqaIajU09i+hwuirSoyhiWirrVAU1vbSljcky0FGJ5KZ6fLlokVU9XG2VYzBQTxPCU6fPMHPObK5cOYyOjjYdOgzg3bv3NGrUEIAalSswqG/v1PSClkqLjkyS+lJNdS6PBye49vQlUfEJ1CxVFIceE1LyEAROTOnHiSevGNSwMt1WH+ap60309JQf1ijStm0f5sxZQMOGDbM89nv37rF27RqGDBlKgwYNWLBgASEhfsyc+WeW24mIiOSOv/9ejJEgMGf8MCBn8pOKar1L8b3KOlXkuobMWbGOBf9s5Le2zeg/oAf16tVMl+78+auMGjWVggULUqlSJVq3bkP7yo5pu9FWuZZlM1m6oKEQOEY1rVylO7bCMTx2ec6xS7dYsGixUk8KkS9HnKcoj3B3d2fy+NGsmTP1pxSiFy9e8Pvvg7Czs+XMmRPMmzeFuXNXMqj3MIIe3ScxIhxHh0J07NWFgb/3xtjIEBtLMxpVSRso/D2ECFLGQhUfPIdixYpRunRpbt68yYABPUUhygWvX7/B29ubGTNmMHjw75w5cwaJJK2SmVdCpIi1jTXBwaFfUeoU9PX1sh1Imi+fPlWrVuLq1asAODs7f/V+RfKWw0ePMGRIb/T19UhMTKJAARt69mxP1aoliY4O5f7DR9lnkglqamo0rlyajnWrYGNuQmBgIKdPn6ZXr55MP36H/bdccMhvRpUidqxbuy3LvKKjYzA2zjrq5YYNG+jWrQsFC1rQpUtnbt26RVJSktKEjCIiInnDxQtXadu4bup71YciWaIiFUpClY2cqCfGMKJ/T5yKOtCqddMMhQigZcvGvHhxm+XL/6Z0aXsmTfqTpQcupO1Gtf6TTfnVFB4ApUurWqdTOIaqFcoxflBPBg/sT1BQUJb7EMkZohTlAcePH+f43h1sWDQLXR3tn0aIwmLi+DfMiPr169GgQX3i4yPo1asTcrmMmTOXMLV5JVyXjqFRmSK88AvExNSYzRt34vfUmSVDuuK+Zzl1ypcAvp8QAei1H6/03s/Pl9Kli2e6P5H0FCtWhCdP7iOVRuPgkJ9582ZToIAd06ZNIyEh+26XOeVzK5EgCLi6PsfuUwSe70HBgjY8ePAgJUKRhVOm6XLTSqRKVq1E2ZFVK9H/O8nJyVy+fJWWLRsDKRK7fv1ipk4dS69enYmNjadRvXp5sq/4xCRq167FqlXLMDTU5q/ZkymU3xwjPR2W9GzGxvXb8fDwynBbqVSKv38A+fOn76KpmGbRooXs2rWGqVPHsnXrClq3bsX8+fOxtbXOdDsREZHc4+npTUx0LJVLKM/Lk5sWn68RIyt9TZrUrUVQUEiW6XR1dahcuTyDBvXi9Ond7Nixjdnbj/G589X3EiMrczPWL/ybmVMm8vTp0yz3IZI94mOur0AulzNnzhwqOtoxdUxKM++PFiJBELj4zINNVx/zwMOXevVqkZAQi66uDjdvPqBly5aMGTOBWlEuGHyKjlSrhD19m9SgQdliNBvXA2PbAkr7+ZFCBNCpU2cOHtxN9+456/MvAvv2bVB6P2LEALy9fZg3byUVK1Xi+PnLmJikDBDPi1ai3Xv2EB0dRWOFp3vfkv37j3HjxgPu3l0uBuT4CVFXV8fCwpy7dx/RsWNrpXXbtu0jICCEdm1a5sm+zjxwxcGhEEeObAVSWklDo+OYuv8yS3u3YEbH+owePZ3z5/eltkDKZDI0NDS4ceMeRYoUUYo4p0p8fDyhoWGp4bXr16+Fr+/TL4qwKCIikjVHDp+mW6vGKb8vaRJopgU+UYzshiDPWnDU1JXqY4KaeppYqaxTpUpJRxZs3k2/ft0wMMi8vvMZW1trzpzZQ8eOA4iPj2PRyN4p05IkJyh3pcumzGoySVpXOtW06hrKXekUjkFbS4s1C2eyctN2PDw86NGjR7ZlFskY8ar+hcTFxdG5c2e6NatL6yYNUhb+ACFKlkq5/NyLrZceMOfgJer/vZEZR2/QqFN7Zs78k7dvfTA3t+LEiVN8+ODP1q3baJb0KlWIAMzzW7N6eDc61qn03YQoIzISIoCXL19iaGiY5bYi2ePoaM/27auoUb0Cf44ZiefrV1+dpyAILF22jHnz5rFnz/rvVlH8+DEIuVyGh4cHsbGx2W8g8l3R1NRk+dIlbNiwC8Vhq8+euTF16jzatWtPTGxcFjnkHEEQMDZOuz7ExMQSFROLT3AEh+895/oLH96/9+f69bsABAWFUKxYDQoVqsjgwX/Qp0/fLPM3MjJCXV2dyMio1GWiEImI5D2CIHD02Fl6tlEYlypVDpjzPVqMev7WnOplSzJ+3AxyOuxeEARiYmJZvnwF173SupF/rxYjgPFDB2KmKWPKlCnI5bnociiSihho4Qvw9/dn2sQ/WDlrMkafnyIofjnlyt111FQERy1JuRKXTngUxn4ASHzTV17fFW/O1q1b2bNjG3r59AkKDScpKRlbm/wUdSjEM1d36pV3onfz+rSvWyX1abqmdSGlfARDhUhh6soNh0qD/7JDZTCgqhCqngMhMq3/q+T9G6V10vC0ZusX74Nou3w/d+6fJ39+y5yXRyRToqJiWLJkDSdPXqRgwYLs2vUvxYun756YGK9caVVT+V4/cX7K5OkziI+PYc+e9d+9K9HVq7cZNWoKdevWZ82aNaldoF4EpE22GZWk/FtyC1L+7UUnKq/PKgKdavc31chr6ll1w1PZNrtACYqBFVSjzqUL0KCyrYmu8u82XTAEhUh02QVZUD0k1dTp8lYIf/3kyRMaNKiPsbERp07txtHRHk9Pb3bvPsybN+9ITJRy/foN1NTUSE5Ohuhg5X1L0ioTalLla2TSg/Opr6+4erLizmtOnNhJTEws9eu3Z9KkKcyaNZMSJYrRokUD5sxZTs2aVdm2bSXLl29AKtVi0aJFBAYGUqRIEbS0sr7WNWvWlB492tKhQ6ss04mIiHw5zs6uDB8+BQ8PT4Q395RXqtRHBMX6SjaR23ITfEHQSAlYkJCYSO1O/enVrytDhmT94ARSeg61a9ubWqWLM3/8kJQ6l56Rct7a+plsrXI8GaB6/00nTArv3/r5s2zrPlauXkO+fNm3dImkIXafyyXPnj1j85oVbFo8E83Pg8G/gxBJZTLuvnzLhWceXPYI4OXLPwDIp6eLRCajebliNKpShmSJlAKWpjQd3x1DC+V+8r+aEAEER8chCAKent6iFOURxsaGzJ8/jblzp7Bt2z5q1KiOjY0NBgYGGBgYYGNjQ/HiTowdPSrdnC1yuZyHjx6zeetWrt+8ybRp4+jZs+MPmWG7ceO6HDq0ld9+68PGjRupU6cO1atX/+7lEEkhOTmZTbv/5f3795QqVYoqVaoAanz8GIiX1zscHe0pXtyRuXOnIJVKadCgA0ePHqVz585oa2uTeeDyrClT2Ab3jcfx8npHQkIicXHxDBo0iBs3rhMVFUrz5g1ZtmwDDx8+pUKFRlhaWnHx4kWMjY2zDbAAKVFF7ewKcPr0JVGKRES+IUeOnKFnz16oqamRq6f12UyCmmV3OZV1arJkBA1t9HR1Obx+KXW7DEBPV5c+fbtmWQR1dXXWrl9M40adsLGyYGjX39AmWkmM1JLjMxUjNbk0SzES1DWVxUj1mBTeFylkx8JJIxgxeCALl63E1lacyiSniC1FueDUqVO4P7zFpJGD0xZ+QyFK9nnJvVfvOHTHhS3n7yitK2pnRevSRWhayp4q9rYYOSoPSlQ3MFF6/ysK0Wf2xltz9uwJdu9em/NyieSYsLBwAgNDiI+PJzY2jiNHTnPnzmNcnz1DVzcllPGjB/f5d88eTp89h6WFOe07tGTo0L4YGhpkk/u35+nT55w4cYEnT1xwc3vF+Blz6NZ3EKDcUpSbViLIXUtRVq1EKWn/v1uK/Pz86NenN4aGetSoUZETJy5SpUpVpkyZSvXq1Rg3bihly5akdu1q5MuXUim4des+Y8b8haurK1paWmjGhyvvO4ctRQArPJLx9HRj9er5NG3alfnzF1G/fn3mzJnDihUraNWqJUePHsv0OD98+MDevXu5fv0aJUqUoFWr1jRr1ow//hjPtm3bqF+/Nv36df1uY+ZERP5ryOVySpWqy7Bhw6lZsyY2NjaU1olWHjOaVWsR5KrFKF1Eu0xajDy8fWg3eBwtWjVm1uxJ2T4AfPnSk98HjUUTeHps2w9tMZJIZYyftYjh4yZSvnz5LPMVSUGUohwgCAKrVq3CzlCLjq2apq34xi1E+288YdA/+1KXNWnSmNq169BM4ouTTZrU6NvbK237qwqRIAgIgnIFU6PzJCpXrsywYb3p169bzssm8kVERkZRu3Zbtm/dSv369VOX9+zVk+iYSJYu/RsHh8JZ5PBjefvWl1q1WnPnhQ96+vqiFPHtpejgwQNMmTSJ0aMHMmrUINTV1YmLi6dlyx507NiFOnXqcOHCBe7du4sgSDlxYmdqC+TkyfPYt+8IEydOZMqIQcr7zoUUPTCvwrRpk7lwYT+rVm1mxYoN1K9fnw0bNvL8+XPWrVtLwYKFGDt2LCVLlgRSWrZOnjzJ5s2bcHZ2pm3b5jRuXIe3b335558tlC9fnsePn/Ds2dWvmpBYREQkewRBYNGi1fj5+RMUFMrbtz4ULVqMLdNHUNgupWv2rccuoK6JhakxJRztUVdXR1DXJCo6hvW7D9O/S1tsVCaXzwsxCo+MouvISejk02fz1hUYGWU+xnnSpDmcPXuF5ROH0aWFwtxnP0iMABau2Uyluk1o3Vo56I1IekQpygaZTMbo0aMZ0L4ZFcuUTFvxHbrMhUTF8up9IKUKWVOw718AhK1Vnj39hwkRZClFWQkRpJeiYD8/2i7fh29QGEb59NDRUOeNfzBBQUEUL14MN7ebGBsrX1RE8p7t2/fx8KE7u3bsUFp+88Y1/pw0idt3Tv+gkuUcO7vyXHvmgYGhkShFfDspSkpKYtyo4Tx7+oQtW5ZTvnzp1HUvX3rSoUN/XF2fY/2pkiKXy+nUqSO2tubMnz81Ne27d740btwF72cPUluRIOdSlCyVIrQYjp2dHdevH8PJqSgREZEMHjyBR4+eoaOjzdChfZFIJOzceZAmTZpQqVJllixZjJNTUfr06Uzbts3RVQg+8+6dL+/ff8TQ0CA16pyIiMj3QyqVsnr1VjZs2Em/ds2pUsaJfpPnUbliWT5+DMLUyIC544fSsn4tbjx2pUnPoQDcO76LahVVWkXyQIwkEgmjZy7mnstz9h/YTKFCykGpPtOr13CKFCnBmjVrkL2+rbzyB4rR4TMXCZNoMmrUqCzz/a8jSlEWJCQkMHbUCKYN60MBm5TxOel+QDJZBlumoXozFxJVBq9rK8+0Ltc3SXujoTxDcTppySbefjqUBhdmPRBRlex+gEoSpJq3ShQ6IUk5Gos06D1j1+0jycSC2nWqM27MNHaN6kyLCimD/weuP0aZZs0YM3ZIlmUU+Xp69x5Bl9/a06NrZ6Xl+06c48yZY2zduuIHlSznNGvWFS+vdyxY/g9t2nUE4F2kcgSjN+HKv0OJSlhyVdFQFSJVicmKdAEZVPLSV5EvxX2rCpBqWi2VKGiGOioCpWI1muqqcqZcNtXw5lmVPSQkhGJFHXn9+i5mZqZK6fbvP8bZszc5cugQvn5+nD9/HhtbO548ecKHD2/ZsGGxUvqePYejoaHL7t27MTExAUDurTy5a9KLBwD4h0Vy4p4LONVi48YN+Pj4IpPJaNasIf/+uya1FcrfP4C4uHiKFSuSelwJCYlMm7aA4OAQZsz4g5IliyEiIvLz4uHhxfHj53j48Cn58umzZ896BEHgzJlLLFiwGjMzcxYuXES+wBdU6TYCgH1LptO1axfljFQjRipGZ1N9wKsqRp8iyAmCwJo9R1m8dR87d62lRo3K6cobERFJowYdWDhpDF1ap/QskudLm3he0FCWHTVZNnIjT1/H1LJ2TH0t/eiR+bYq7+85u3LhoTvz588Xp7LIBDHQQiaEh4czftQIls8Yj4lRyrgJUYgyTv+1QgTw2NOX2k0cmDZ5NgfGdadhmZQxUvEx8bj6BfKbo32WZRTJG+7dfcS6ZcvTLb99+xbVq1f6ASXKPZcuHeL8+assWrwiVYpE8h5LS0vq1KnN3buPaNu2udI6fX09pJ9awDdu3Mj9B3extbUmLCyCESP6p8tr6NA+DBs2CYlKq7kiL3w/MnPfBe69fEub1k0weveSiRNH0KVLW44fP0ebNk2VAoNkNJGwnp4uK1fO+cIjFhER+d44ORVlypQxSsvU1NRo27Y5rVo14fDh0/Tr1wcTPR2srSzYf3ALfXoN521INJNHDMxZ5V9lDiClOY0ANW09hOQE1NTUGNOnM8UKF6Bv7+HMmTc13fyJwcGh1K1fk8GTZ9G4djXMTJSDuajJpEpiJGhoKouRagAF1fmJAEmgd6oYado6pYlRFsEXAGpVLo+5qQkDBgxgy5Yt2Ubd/C8iTraQAe/fv+ePUcNYN3eyKETfQYgA7PObs3btNv7p2ypViGSJyay/8hhjKytat26KyLcnMSkJY5X+0tomVty5cyfDp2I/KwEBQRQt7vRF2+ZlK9H/O3Xq1OX6deXQuVKplA0bdtG4cWMAnJ2dGTKkD9u3r+LkyV00b94wXT716tWkSpUKFC9ejEaNGnL48OF0acZuOU65BvVxf3mHNeuXMH/+NLp1a4e6ujqdOrVJFylRRETk/xsNDQ26d2/Pw4fnadu5LRFR0RzYf4xLV45w+OIVhk6dkzZfj+q8PaotRypBGgSVepaawiSsLevV4MqOVSxesIp581am7iM5OZnGjTsREhLDzl3/Yvqpy796nHIQGdXWIdXWo3R1PNUAEqSI0Wc0bf/H3lkGtLE1YfiJIYWihVJ395a6e0vd3d3d3V1v3d3d3d29t06VtkCLWyD5fnA/IJstCU7bfX6R3SMTkuye2ZnzTpR7nbCv4HWurJmYOqAzDRo0wN8/fmrF/UlId3cBT548Ydq4kayYMQ4z03DnRHKIxNvHl0MEEPDfjzO1TbgTGhYUPnalPJnw/v6dzu37GF1ETSL2yOVyNBrd//P27dsJDAwgb179WkbJlVOnL1G5eq2kNuOPxu3LF1asWE6HDpFStUFBwUyePB8LCyv69A5PZWnSpCkTJszGL5pirTKZjM2bl3Dz5gmyZk3HuXPndM7fefycDx5eDBnSS2ffkYSEhISJiQmDB/eiV69OrFu/nQsXrnH02A4ev3rL5IUrIhvGo2OUL0cWru9YwbXzl+nSZRCBgUGYmJgwZcpIPn/+TJ06dVBmKRI5dDJyjJwc7NkyfxKVK1fG3V1c9fdvRXKKonD9+nW2rl7CP1NGofxvc/Mf4xDFlegconigWYk8FM+VGfuUuguefOlTkymVDSoTlZQDmwg4OTly7tKliNfXHjxjwID+bNu2IklqEcWUjx+/0KfPSO7ff0zFKlWT2pw/mn79+lClSjmyZs3E+/cfmTBhDgUKVOTFC1c2bdqMXC6nX//+TJw0iWrVKhr1+w0KCv6vnlBhneML1m+nW48OKJVSxreEhIQ448cPoWjRQgwfNpEHD56wZdsKNu8/wtYDRyMbxaNj5GBnw+l18zEPC6VevXZ8++ZOx44tyZo1PRMnTgBAkblw5NDJyDGyskzBhZ2rKFu2LB8+fNAb929FusP8x/nz57l28iBTh/YBtOGRD7EfT5SFofDHglyJNsoPBpkcLOwj2ytjkN4hutkueocsKoYUVQy91ukv/D8INyUKIkpate6mdmGUiFA1SvtI2UxtqJr27dvQvn0bANSuz5FbhjuEK49dJdTKlqUr5iKR8CxbNpt27fpQ0Lk0t27dYsiQwaxdu4D8+XMntWm/RKPR8PTpCzZu3MmOHfuxTGlFcHAIMqUJIRot3/3VOoIFPwPVpLGM/C1+9w9BoQw/LxQmECrQCRXqhO1VCmHqna6tQmEEYaqehYnufOZKgfCBYMCoynJCJTlDctrC80IRBiFR0wi1Wi2WKa149OgRuXKVwczMjHZt23L+3HmyZ88e0c7Gxpa0aZ2Qy+WMGTOdNm2aULx4EbHhATh79hKh6lA6tmiM9uu/aLVa9py8wMlL15m5eHq09klISPzdhO81qoGDQxq6dBlEnz6d2Lp9FY0adSQkKIjOzeqHNwwzoO4m2IsjuscowBsAM4WMTdOGMeWftVSt3JBVaxaSP39uvN+/IezZhYg+YWnzRo4neAAedQ2lVZhAdOVN5Aq9zBwdsQUwen1nqlTw5PRu+o4ZzoiJ08iWLRt/O5JTBJw4cYJnNy8wsk+UOhkGniaIOUQ6CM7H3SEynuTuEOmcF7xWuz7XeX32mSsd+vaQNgQmEiVKFKF//67kyZOH8uVLsWbNfMqXL5XUZukRGhrKli17OHv2Cteu3cLKygofHx9y5crOvXuPKF6qNOYppDSrhEImk7Fu/QYg3EEKCwvDTKV/Oxk3bhxWVlaMnxD+1DRt2tTROkU5c2bl3xevWL95Cw9vXObQuavY2lqza/daSZJfQkLCICVLFmXt2h1cunSZtm3bcPPmfbZtW0737kN58/4TUwb3RC6MDsURmUzGmE5NKZorK53a90EDbJox6tftw0J0HCOtXKm7lhI4Rlqlia5jJJPpOEZahYlunUgDggtRnTyFXM7SqaMZOGkifYeNjqjj9rfy10ty79+/n28vH9KtdZPIg5JD9N/cSeMQ+QQEMWbHabI62LDwyBXqNKxD165tknW04k9Cq9Xy5ctXUfWu5MCjR0/p338s9vYOdO3aDWtrazp37sTgwT04d/4aMkUKFq7egEql4ru/7nfsZ6Du6+/+uk/kpEjRrxEKTmgEtw6lSPczZ87QqXMnZswYQ5MmdXn48CmvXr2lYMG83L//hAcPnvD6tSugRavV8vjxc+q51OLK9eu0atWI2rWrkitXdv2BJSQkJETQarV06zYYO7s0LFmyhD59+vDs2SPWrl1Ahw79yORgz7pZ40lhbmawFlC06yOIiBb9nzBfLz5992Th9sNM69WGFA66hWSjRosg+ohReIdoIkagFzGShQnPG7/e02q1DJ06n059BlGokKDO01/EX+0Ubd++nZDvrrRtXDfyoOQQ/Td30kWIpu45y33fMFI7OnDoyGnMzc3x9vYhT56cHDu2VYoa/SE8evSUGzfu4uHxg8DAYORyOXK5DBsbKzJnzkCmTBnIlCk9MpmMjx+/8PmzGxcvXmPXrkPMnTuPjh078vHjR0qXLsXs2ePYufMg3zx82bjnECYm4TcbySmKJLGdoq1btzJi5AjKly+Jg0Mq7O1tWbNmK7ly5eLLly84Ozvj7FycfPnyoVarkakDKVywAF1796VDp+bUrVsjWnskJCQkxPDx8aVKlcZMmTKd5s2b4+JSm5w5MzF69AAGDRrP88dP2bdsNlkypEsQxygqCmt73fPJ2DECGDP7Hxq360qJEiX4G/lrnaLNmzdjEuBBU5dqkQeT0iGC+HWK4uIQQZI6RR2W7uabRknX7u2pUaMyt2/fZ+HClXz69I2mTV0YNkyqyPw7o9VqWblyIwsWrKJx4yY4OjpiYWHB7t27kcvlODg4oNGE8fnzZ1xdXdFqIWPGDDg4OKBWh7J582ayZMmCn58fZcuWoXnzuqxevYX37z9iamrK2KkzaN2xKyA5RVFJbKeofIXyPH36FOdiztSpU4ePnz7RqVMnihUrRkBAAP7+/jg4OAAQFhbGoT07Wb56DU+fP+f69WNYCaThJSQkJIzl0aOnNGnShUePHmNiYkKxYkWZMmU4devWYOXKjSycv4JN8yZTrWwJyTESvJ68cCW1m7WlVKnklzqf0PyVTtGuXbsI++lGs3pxkOw15HQkMnpVkaMSUyluPQdJMLbAQRI6OHrnhYp9AocrzNNN5/WHDx/ZffkeE7Yc4fXr21hbp2TBgpW8e/eNixcvMGbMAJo3bxDte5BIfmi1Wu7efciiRWv4/Pkbe/fuI0uWLBHn/p/nXbRoId68caVr73707D8oIuoTddGv0Wjo1r4ljvaWLFo0lbZte1O3bnWGDp1Ijx49SZEiBUEaGa07dMY+VfjC2ydE93v42jNA57XQ4TAVODhRxRoArE11I5aWpgKHSM8N0cVEMJ7gJZYmAtUjA+ptwku5ofbC+YQInSAhwtMywfxhYWE8fPiQwoULI5fLkakjH5Ts2rOP7n36MWzYMKysrFi2bClWVpb07Nmehg1dMDOTag5JSEjEjbFjphPq7cOyScO5/egZdboO4vKVI6RJk5oLF67So/sQhnZuyaAOzZGb6u5B1XsILsDQOkljpvtQR6vSHV9jYRe98TF1dARrQFmY7rrMUIkVIRPm/EOTdp0pWvT3KNoeX/x1TtHBgwfxdP2X9s0axn4QySGKHC6eHSJNQHh9I61Wy8BVezn//D3Xbp7gw4fPNGrUkYYNG7Nz5w5mzRpHw4a1o30vEskDjUbD6tWbWb9+J6GhGvLmzYutrQ3fvn3D3d0dPz8/5s6dR/ZCJZg8ZjjHDh3AMXUqXr96y+CRoxkwLHzD6v+dIrVazcQxw3n17CH796+PcJo0Gg3btu1lw4ad5M2bi6DgEA4fPsnNxy+wtrGVnCIBCe0U6bVXB6JWq1GpVDx99pzqdepRo0bl//YAtKFYsb83j11CQiL++fHjJyWca3Bt9xqyZ87AkIkz8FGZ0bNXJ8qWrYOdrQ3fvnvQql4N1swaj1mUAtB/u1MEMHLaPDr26k/+/PkNtv1T+KucopMnT/L6wU16tGsR+0EkhyhyuARyiKKSqeN4OndvT/fu7fj8+Svt2/dj5MhR9OvXj+/fn/3inUgkF3x8fOnZcxju7l4ULFiI+/fv4eX1kw4dmpM7dw5SpbLDy8uH9u37smrzDspVrEyAvz/nz5zi0wdXqteuQ7Yc4UVjFTIZb169pH/PLjimsmbFitnY2dn+cu7p0xexfsNONuzYS/5CRSSnSEBiOUX79u1jx44d3L13l2/fvpM1a2YK5s/P3v0HefPmVrSfoYSEhERcmDtnKa8fPWPbwil4/PAiX83mbNu5mp7dh9C9flU0SlNuPn7O1AFdyStQXpMcIxg8YSZ9ho4kV65cBtv+Cfw1TtH58+e5d+kMA7q1j/0gkkMUOVwiOEQArjmq07FjBx4+fIiNjQ0lSpSgWDFnvn51ZcaMMaJ9JJIHb9640rx5V96+fY+NjTXFixeha9c2VKtWISJV7sOHz/TtO4rQUC3zVqwnbbr0Ef2Fi26FTEa7Zg0xN4UtW5YZXPQ3btyZ16/f0rhlOwaNGCM5RQISyylq0LABefNmpUOH5qRN68TLl295/PgZr169Y/DgnlhaWkRviISEhEQs8fcPIH++cjw6uo10To7sP3CQ/nPX0KhxHTzfvWPL/Mk67aMWZwXJMdJotfQfO43h4yaRNWvW6G39A4hfsfZkyq1bt7h6+sjf4xD9IZjX74+lpSWvX7+mV69OmJmZolar2bBhA40buyS1eRLRcPbsZZydq/P27XtcXKpx5swedu1aTY0alSIcIq1WS7VqTXFxqc/ly1d0HCIxjhzYx8MH9yhRoli0C/6QkBACA4PYt28d9evXwszc/JdtJRKe1KlT8+HDJ7y8fFCpVOTPn5tWrRozfvwQySGSkJBIUFKkMCc0NAyLFOH3gUYNG9CrcU2OHj3NvjNXefviX5322hBdkSg9p0eAIQEueZDuA1+ZWvdhnNz/R/RvQHCvE4oyCAW+UOjOr1XoPrzTE5Uw4PTJZTIWTxlN1apV+fz5c/S2/gH88ZGiFy9esHrBTGaN6BdxzKB0tZCYOkDCL1lc+8fVHkMIozwhQbqv1QaiQjFUyROOr/HXvWiEukf+8I7e/Zflt15x4Mh29u07SpcuAyldujjHjm2L0ZwSiUNoaCizZy9lzpwlAEydOorevTuJOjE/fvykWLHq/Pzpxeef/jrnVCI/gT7du3D50nkyZ8qIUqVEqVASEBCAl5cPmTKlp1mzuhQokJfmzbvx6dNnPD1fsHTpOr5982Pk5Jk6Y/mpdX9DXkHRP2QQqsRZm+qqxNma6b4Wvl/DSnCC9iTuZVlrICpkDL+KFL3/8IFVK1dy6NBBgoODGTqsN+3bN4/zfBISEhKG8Pb2oUD+Cvy4dSziuqzVamk5cByHzl/HOqUFswZ2oUPzhrrXbbniFyP+h8g6TZ4tUsY61O2VzjmNSvBwTqhurDTTHd7QOk8Q8dFXpBMozIXqKgTrRZyEisOC63loWBjODTty+fJlbGxsorftN8aADuHvzZcvX5g/bQJLJg6LOCY5RAKSsUMEcODuC1zqh9eROn/+CgCjRvWP0ZwSicPnz240atSJV6/eYGZmxqFDmyhevMgv23/96o6TkxOenp4gNxNt8/3bNywsLLCwtGTKzNm8e/uWULWawBA1oepQUqRIgamZGX26dqBHj6HI5XLyFShI/gJ5CA4OYePGXcyZMy+h3rKEEWTKmJFp06YxbfJEHjx8SLsOHXn37gPjxw8xmOInoU9QUDBHjpzi3bv33L79kNOnL3Dv3hmyZMmUIPP9++8rPn1yo0KFUhGiJhISvwsfP34hQ9rUOtcamUzGPyN6cfnuY8ZNHMb8ZevZf+EmKycPw8nBPprRokfz5paOYxQXtDJ59I6RXKnjGGmVJrqOkUyus17UKk11HCOtwkTXMZLLdR0jmUzHMVIqFFzfsxaX+vU5efIk5n9oBsYfmz7n5eXFmCEDWDx+SMRT2N/eIfrL8A4I4sT9F9SrF17EsUePDly6dJDy5f8+7fzkTkhICPnzV+DVqzc0bVqfZ88uR+sQQbgIQ2hoGKlSpWLOtMi87v9HiR4/fEiFUs5cOHcWADs7e4o5F6doyTKULV+RilWqUrxUad69fsm7t29J7ZSac9duEhjgR2pHe4YMmUCRIkUpXrG6zrzCKJFE4iCTyShSuDAXz53l5MmLbNy4M6lNSnICA4M4evQ08+ev4PXrd79s9+PHTzZu3Mm8ecupXLkxixatZfr0RZw+fYH06dOiUMTv802tVsuLF6/p23cU9eu3Z968VeTOXZZy5epToEAlNm3aFa/zSUgkJMEhar1jjmnTMa1vR1at3MTS5XM4ffUWuWu15s2H/x7MGnrg+4v1nebNLQCUaXLoHJerBbUbNcJIju4DYzC8n0mYqqdVRp9aJ6ydqZeKJ4heCVP3zE1N2LdkOm3atCFMuG/8D+GPTJ8LDAykV9eOLBk3CHPT8A/9j3CI/rIo0YwDF3krs2D5qvkxmkciafjy5StOTo4Re4YMce/eI1q16oW/vx/+/gFkyZoFhUJJzly5GTBkGG2bN8bd3YMb9x6SJWu2iH5Cn0YhjxQZkMlkPLh3l33bNwMwdeo0QpS6G1vFnCIpfS7h0ucizkd5qvnq1Suq1KjJjh0rKVq0YJzn/l0ZNWoat249wtraitDQYDp0aE6hQvnImjVTxO/o8OGTDBkykSpVqpA5cxZKliyJo6MjNWrUYNCg7gwd2idebXrzxpWWLXsQFBRM+/YdGD58ONbW1ri5ufH9+3c8PT1p1aol9++fJUWKP/NpscSfg1arJV/espxbv5AcmTPones8cionr9/Dz8+fgMDwNUrIs4soFP9d02ORRgeRqXRxTaOD5JdK9+nrd6av38uKFSv+uGj/H+cUhYWF0bx5c1aOH4CtlWXEcckpEiEZO0Ve/oEUHrGUk2f2kS1b5hjNI/F74O3tQ+3arfHx9cfbywutVotCoaBZy1Yc2r+XhQunsGnTbkLDFGzdvS/i4ivmFAlxso7cwP/ph5/OOckp0iexnSKAIydOMXz4UO7ePR3nuWNCUFAwpqYmSX4z9/T8QcmStbl9+w52dnYsWbKEe/fucvfuPd6/f8+5c/soUqQA7dr1pWbNuvTt21en/8iRI3n69D6bNy+NN5sCA4MYNWoqqVKlZ86cOb/8H5UpU5pRo/pIUXuJZI9WqyV/vnKcW7+Q7Jn0xXxCQtTU7TGMFGamDGzdkGrdR/D8xDZyZskY2SiJ9xdB8nOMnrx6y4Frj5kwYUL0dv1m/HF7ioYNG8bcfm2xM1fAf+FKbahad4kRw8W8ED25aSHCL5MhBD8ImcLADzAW6NkskNQWSmxrhT+oGL4nfUlu/deyKO9b4+eFwiJSunLZ4WvUqF1Dcoj+YKytrbh8+SBbt+5l8eI1hIWFkTlzRkKDvVm4cAoPHj7l1q37tOvcBbUmPJIfEiaQdheswwNDw8+7B3gD+sr0Yms8lVyGjVnkpdBSoPJgKnCIUqp0Bwlf7EdzTRB+94U3Jz35eyOUJQ0oHgnRUxwS3uQN9I8VBm7iJYsWxsvLO/7n/QW+vn7MmbOM1Ws2ExQYxOjRAxk2LH6jLMai1WoZNGgCHTp0IEuWLACMGTMGT09PunTpzPv373Fz+0aRIgUoV644GzduIF26dPj7+5MlSxbs7e1Zs2Y1p0/HXxrbyJHT2Lx5F/ny5WXPntmiDtH79+/5+fMn6dOn5/Pnr/E2t4REQvHq1VuUKlOyZ80s+p02Vao4sHIuyzftIIWlBaGPzwD6D3ERpKbJdNZtYWhNdJU01V/fRG0MUVTgZFqNbmqcMJUuJEDcCTKwdtW7lwgcHb0xhes04b0pGrnxAlnS8v2rGxs3bqRDhw7R2vU78Uc5Rf/88w/NyuQlU1rHiGOG6unEFMkhisV8Ig6Rzks/L53XD95+YtWpG5y7cDBG80okT+7cecCqVVt4//4Tbm5fCQoKRq1Wo1AouH//LO3bN6d9++YEBARy8eI1jp84x8CB4yhfqQrHL1wlfYaMhieR+O1w93DHIQ6bmmPK9u37uXrjIaduPqR13ers23eUR4+e06lTC6pUKZ9odgA8ePCEBw+esGvXfp3jJ0+e5ODBQzRtWg8bG2sAOnduTWhoGF26dObnTy8ATExMmD59TLyJK9y794jDh0/y+fNnUWUprVZLwYIF+frVDTs7W169ekPRon9HMUeJ35sLF65StWrVaCPDFinMefb2AyPnr6ZXqwZM7dcJK6lcgEGqli7G2j1HOHfuHFWqVElqc+KFP2Zn/6FDh3DU+lCyYGRF4mTvECUCcXaIEpnA4BA6Ld7BtBnjyJgxXZLaIhF33N09WbBgJcHBGiZPnka9eg0ICAikQoXSHDiwEblczpYtu2nduhe5c5dhybItZMtVhIMnz7Fk1boEd4hUgrw2YZRIIuFw9/Aglb2BwoXxiJWVJWnSpsMxtRMdevTh1au3lChRloEDxxEamnh139q06U2VKo2pX78+Zma6aTKtW7fmzZs3ODllYty4WWg0GvbuPcLSpevJkCEDXbp0ZsOGDWTMmIE7dx7w5Mm/v5jFeLRaLePHz2bixEmiDtHXr1958eIFvr4+HDq0mZs3j/Px4wO6dm0b57klJBKas2evULNmLeTZo0/17NSsAY4O9vjIFORv2JV9Zy7rFsQWrI20etEd3bISwvpECIuoxrT+ERhM49PLCBAIKeiNKXwILxRmMCIjoUvTupzbv42nT59Ga9vvwh+xArhz5w5Pr5ykWa1KEcd+C4cogaNE8eIQJXKUaOyW4+QrUpDmzevHaF6J5MWTJ/8yfPhkSpasRYYM2Zg9ew5du3bh8+d3nDixg/nzJ7Fnz2EKFarMqVPXaNu2E+/ff2DP4RN0792PzFn+/MrZfzvu7h7Yp4o/pyggIJDVq7ewaNEqvL199c4HBQXj5xd+vG2XHhy7epvRo0djZ2dP9+5D480OQ7i7e7JmzRqWLBHfC5Q1a1bq1q3LmzfvKF++PuvW7WLfvv08fPiINWvW0qFDB+7du4+vbzAVKtQjV67SLF68Ok423bnzAFNTU9Fzw4cPI0+ePHz79p1v374DYGGRAqXyj0o0kfgDCQwM4tq1W9SoUcNg23LOhUiTypaataqwau1Cxi7dRNl2A1i77zi+/gGEhoYxdv4K3H94RfRJEsfIAEnhGE3q34VF0yfy9evvn1L72ztFHz58YOOSuYzo2jrimJ5DJPFbcObBCw7ffc68BVOTfBO0RMz4v4TvggUrqVChAa1b9yJVqvQ8efKUFStW8Pz5c3LkyMr69Yt49uwFZcrUJThYzs2btzh06DCtW7fG1tY2qd+GRCzRxOKh0Nu3b+MtfS4gIJCWLXtw7txNXr36jLNzdQYMGIub27eINi1bNuL921fMmzKe4KAgMmXJhkKhYOzYcezff5R3797Hiy2GCAoKomjRotG2qVmzJo8fP2Hu3AXcuHGTUqV0n3KnTJmSI0eO8uWLGy4udZk8eR5ly9blR5QFm7HIZDLOn9/PiBHD2bp1q975gQMHkT17dsqXL0W5ciVjPL6ERFJx5cpNChcuHHFviS5aJJPJmNC/G7NnLqZ0aWeu3TjO4FEDOXj9HhmqtsSsSE1W7T1Gk35jCA6JfICc6I6RIdEHEt8xkslk/DNuIHXr1iUgIMCgfcmZ31p9zs/Pjz5d2rNm0iAU/0VdRB0ioWqagQiKEKHKmkGnSy86Ev9pdTGNyCSKoyj4scoMSDOHfIlchLx396LGjI0sW7OQSpXKJoh5EgnD9+8etGzVEze371SpWYdqdRrgXLqcjjT3nAkjuX31HKlS2fPdw5up85dQsEixaMeNqV8svJJpBApuJoJUOaFinLlMPxos9/MQTCL4LRtxg9I1SncOvY2xInPo1ZIQ3rBMzKM/L+wPenYLb6KG1Oj+rzQXGBjIzFkzWbRoMU5OqSlYsCBp0qSJSDvJkiUrzs7OWFlZ8ePHD2QyGSYmJoSEhNCuXVv27VtPgQJ5opsqArVazbdvHqRNmzriu6XRaJgzZymLF6+hVv2GTJy7BIVCweeP75k/dQJ5sqVm/PghEWN8++bOyJFTefLkBadOnSbUIhUAOzatZeXCOaxaNZfSpZ0T7KGMm9s3ypaty8OHj8iQIYPhDkby7t07KlaswLdv31m3biF16lQ33EnA8+evaNSoI0eOHMXZ2VnnXGhoKDVr1qBixeL0798tvsyWkEhQxo2bSSqVinF9u+ieELnuyrOXIjg4mGLFijJyZB/q1o2MLvn4+PLs2Uvy589N394jsNCGsWnhdJ3rhMZUdw+SmIKcbgMDgjt6anFCNTkjlu6GhBOEzQ0J7hiw2cvPn57TlrNjxw6jS3MkN35bp0ij0dCzayfm9G9Hyv9qJUgOkfjr5O4Qufv4U2PGJrr36073nn+OisnfwOfPbjRs2JGaDZrTc/DIXy4mv3/+wO0bV9GEaajftAUqlUq0XVQkp+i/l8nUKTp16hQDBg6gSJH8TJ48gqCgIJ48+RcPjx/I5TK0Wi1v377n4cNnBAUFRwgHhISEEBwcQtu2TWjXrlm082g0GjZv3s3JU5e4euUGKhMTAgMCyJEzO7lzZ+fb1+/4+KuZu3IjqdOkCbddq8Xfz5c3L18wZVgfrl07ojfuzJmLefXqEzOXb4w4dnjvLpbOm4FCDhMnDsPFpWq0tsWGBg06UK1aLcaNGxfvY2s0Gnr27MmePXsYObIvtWtXI0OGtDEao1+/0VSsWIOuXbvqnXv79i0lShRn8eJpVKtWARMTke+VhEQS4O7uSZcug2jQoCYdO7ZEoVBw9uxlevYYyvEN/1A0b07dDiLX3b0nztNywFjs7Gzp0qU1I0f212vz+vU7jhw5xaRJc9m6cBot60U6Tn+jUwT6dr90/cSOy4+YOHGiYfuSIb+tUzRx/DjaVipM1vROQDJxiETmjG+nSHRv02/sFIWEhlFt+kaqN6zL6LGDE8w8ifhHo9FQrlw9OnToTN32vaJta6KImYcTmwf1klP0i/MJ5BQVKFiARo1qMXr0wGjbxoWrV2/Ro+dI+owYR+kKlbB3cMTXx5u3L1/w5sW/BAUG0KJ9F1QmJshk4Ovjzej+Pfj84T17zlyldsn8TJs2kvr1a+mMGxgYRIkSNZk8bynlKkU6P1qtlmuXLjBuaD9KlSzCkME9yJ07h9CsWOHh4UmxYtX5/t39l/t34oM7d+6wYMF8Tp06RZ8+nejfv5vRT22XL1/PsWMXOXnyFClSpNA7f/DgQWbPnsXz589p0qQuM2aMkfYWSSQp/v4B1K/fnuLFS/H06RO8vX+SOXNGbt28w47FMylfoggQvbw0wJFzV/hn50F2710PwIcPn5HJZBEPFtzdPSlapApNa1SgWski1K1YipSOug8dJMconBOXb+KXIjXNmzc3bF8y47eMb23dsoWy2R0lh0h0zt/HIQK4/+4LaqUJo8YMShDTJBKOW7fuI5crGTFiRFKbIpEETJk8hcuXbyboHO/ff6RIyVLUadwce4fwUgsprawp5FyCpm060LZrL1RRIhYr5s9ERRAf37sSGODPoUOHGT58Cvv3H9MZ19zcjKVLZzKsT1cO7dkZcVwmk1G2YmUOnr1KhmwFaNCgA+3b98PV9UOc38vr1644OjomuBPh7OzM1q3buH37Dnv2HGffvqNG9+3evT3p0jnSoEF9goKC9M43aNCAq1ev8ejRY168cGXTpvirkyQhEVNCQkLo3HkAtrapWL58OZcuXWbWrLm0bNmOWwc2RzhExpAnW2YePHyKu7snACtWbKBQoUq0aNGdo0dP8/XrNzKmTc3qCYNoUasSFuYGHB5jED7AEjokwvNK4QMyI54eGtofJGxuqE6eSH+h3bXKl+TjoxvcuXPHsH3JjN/OKbp58yYeL+9TtVQ0G1XjqDQnkXhcffmeMmVLSsIKvyEeHp4EBgYil8sJCgxManMkEhmVSoWVVUrDDeOAqakpoSHGlwm4e/Maffp0Jm26tHx495YiRYpw8uQpJkyYw9y5y3UkditUKM2hg5tYPHsyY4f0Y+n8WTx5eB8Id7x6DRrOu3euODuXplGjTrx8+eZX0xpFyZJFSZXKlg0bNhhs+/PnT7Zu3UqnTh1p0aI5TZo0pkGD+kydOpUfP34YNV/mzJmZO3cu8+evxNiEEIVCwZIl00mZ0owmTZoQ8ov/ffr06cmSJQtfvnxlxIgp1KzZAj8/f9G2EhIJxcaNuzh16gI1a9ZEJpMhk8moXbs2rVu3JmNp3eiwIbGAbJnS07lpPXr3GoZGo6Fo0YLUqFGd1q07sGzZZlxcWmOdKrVOH42v7m9RHqz7G5CF6j9Y0OMPdYwGdWrJhiXz+PLli2H7khG/Vfrc9+/fGT+wJ0tG9Iw4Jqw6LBoZEUpPq4XFSQXRFWGExxgnK65jGIpsiUWd9OaMmTMoE6b+KHX3eYhKhAujQoI+wqrPejZG+byC1aEU6juTlev/oVSp6DfdSyQf1Go19+495tWrN/TrNxqAi4/fYGsvriQmTJ1LZa578VQK0tqE7eVhIr9pYQhfcBmThQl/47oXeYXPd932IUYs6BSC73oMbzSiGFAB0lcJ0k+F06gE6XPCSK0wNU540xVJARRNuYuCmbk527dvZ/furaxbtzDatrHFze0bLVr2oGKNuvQdNtqoTJGtS+bw4MEtLl++wffv7rzzCr/efPvqRt8OLcmcwYkFCyZhH6U+kru7J2vXbuXJk385evQ0Go1G7yHNwoULGTt2DB8/PojTA5wLF64yfPg0tm7dSvHixfXOh4SEMHr0KFatWkX58qWpUqUsNjbWKJUKZDIZJ05c4MSJs7Rv357Bg4eQMWP0dbx+/vyJk5MTX78+iZHdarWazp0HodUq2LNnr149JYDZs2czYsQIGjVqiEKhJGVKFfPmTZIecEkkGm3a9KZtzUq0iCKKILxmChf4WnWwzuvQr5FRYHVoKNUHzyBDrpykSGHOsSOn+Lh3CUqnjDx99Q4fP39KF8mPTKWb/mrIkRFNOROmSQf5CewU3sMMrCmFazExhGthA2tGubmggK1wfSc6R6Td6rAwes5YxerN243aR5wc+G2cotDQULq2a8XSIZ0xVYXfxCWHKOqcv5dDBLD86GVOvHZj194NBu2VSDo+fXLjn3/WsG//UUKCQ9BoIUOmzFjb2pIhSw5cGjWhWMkyv+wvOUXR8Bs7RU+fPqVGjeo8enQeRTzVWPP29uH+/cfcv/+Eteu206xdZ3oMGIJMJjPKKbLW+NOgQQOsra04ffoML777RJwLCgxk8cwpHN2/m2rVKlK0aH46dWoVsYi/efMetWu3pHz5cowdO45q1apFnHv+/Dl167pw9+7pOL2/oKBgZs5czKJFq0iZMiVdu3bFwcGB1KlTY2Njw/Tp03B0tOWff6brOG5R+fzZjRUrNrFt215KlChBw4aNaNCgAXZ2drx69YovX76QLl06Hj58yPDhw3BxqcasWWNjbKtaraZ796EEB2s4fPiI3mccFBSEubk5xYsX58SJE1SrVo0cOTKycOFUzOMjtUhCwgDz56/gwfU7HFg5N+JYXJwigC8eP1l/9AJXHr/g7ZfvBKnVHFg2k+JRVDIlpyi6OXTtdvP0YunRG8yYPcdw32TAb+MUTRg7ho4V85PBMfxptHCBDSJOUVwdIpE2hs7Hi1NlyCmKo0MESe8Uvf7yncqj/uHA4a3kz5/bOKMlEpWfP73o02ckx4+f1Tl++MZjUqdJB4CZKnpHQExgIc5OkdhGUckpiiSRnCIAW1sb7t49jZ1d3GtMabVa8uevSLqMmchfuBjlq1SnTMXKUc5H33/31o0snzudoKAgFAoFZ86cxSxNFp02cmQ8e/yQxw/us239KiqUK0bfvl1Inz5cuS40NJQ9e46wYMFKbG3tWLt2Hfny5eP+/ft07NiOixcPRGvD7dv3OXbsLOcvXEer1ZAzZzaKFM5H796duH79Dm3a9EKlUpEihQWurq707dsFmUyOp+dPPDx+UK1aebp2bWNUtMXX14/Tpy9y7NhZzpy5SHBwCOnTpyVNmtR8/fqdlCktmTp1JKVLOxsc61eEhobStGlXSpYsy6xZs/TOnz17ltatWzNq1CgKFChA48aNadmyAbNmjY/1nBJ/B1++fGX06OnY29syZcpIUqQwN9xJgI+PL/nylefw6vlUKBG5pSKujhGAU/2eLF81j+DgYIYPmcDZjYvIky1z5JiSYxTNHLp2n7/9CA/zNLRs2dJw3yTmt5CN2bdvH8XTWUoOkeicv59DFBSips3czYwcM1ByiJIpWq2WrFnD03tMTU0pWakaeYuVpkLFShEOkcTfjZubGwCWlhYGWhrH4sVrsE3lwOaDJ2PVP0OmzKhUSu7fv8L+/cfp0KE9O09d1muXt0Ah8hYoRLVadVizYBoVKtRnzZr5VKlSHqVSSZkyxXny5DnPnr2gUKFCLF68mFq1auHu7olWq9VzWLRaLdOmLaB58wYMGTKRn97+TF+0DKVKxeN7dxk3bgzm5mYMHjye3LlzU65cWXx8fFCrg5k0aXis63mkTGlJ48Z1aNy4DiEhIWg0WszM4lfVTqlUsnbtfKpXb87OnTuZMGECnTp1ijhfunRpPD09uXfvOsuXL6Vnz/b06tUxXm2Q+PNwdf1A7dqt6datO2/fvqFq1aYcPryJVKliVsx53bptFC1ajCJ5c8XJHqVTRj3HyMHOmpQpLalVqwqBgUHU7j6Mi5v+IVM6J+MG1Wp0HSOZXPyBXkyQy3XXhHKF7lorVG2cYxQDNIH+uo5RaIhxjlEUKhcvyMy1O3laoAD58uWLV/vim2QvtPDy5UsenD1ErTLSnpM/hbdfPXD38adLl7ZJbYrEL1Crwx8qTF+7i4MPPzB60Toatu9G9tx5k9gyieTC0aNHqVatYrzUqzlz5hKr1mxj6cYdsR6jeOlyfPr0BaVSSaVKZfj69Wu07e0dHFizZi1bt26jR49hrFq1GYB585bj6voVc3MrwsLC6NOnD1ZWVtja2jJkyASCgnSfMnt6/mDevOXUrduWhg1r4/b5Ey+ePaFo8ZJ06NGbMWPGMHhweOSkaVMX8uXLTOXKxdm1a028FTg0MTGJd4fo/9jb21GjRiXev39P586ddUQb5HI5Wq2WbNkyceDABkaNGhBRj0pCQgxfXz+aNetK//79mTx5MvPmzefLFzedhw1hYWHcu/cIb28f0TECA4MYNmwSixatZuHChVgXrKhzXi8CI4jiCKM8EO4YRWVCx8YM6DcKPz9/WrZsRJ++XajZdQieP73DxxREm4wpr2Aou0BmZimwU6ycgjATQPAQ25DisPAhuBFlJTSBgkwKoTS43hz6do/o3Jy5k0bj4yP+mSYXknWkKCQkhGkjBrGidxPC3D8Dv4gSCfcWqQVRIsEHKBoVSgS0YTGbV9g+NnYL5bFlCjkQ+eOVq5QQEvmkQWZiphetkikETyPkCp3InEypivZHotVodH64uTOmxcfXD0/PHzF+MiSRcAQGBqFQyDExMWHu3OWUqlCZcpWqRJxPk1L3QmdlovvdUgjS4FKIpNapfn6EKBkCQnUemUC9x6iIrhBhH5EUBJ1MLE0YeplZotHTKLYKLvoyuRy9hCfhzUZMZSjqTVPkCZ/ezV2YBqI0QxY1vVCuAOF1Qzim4LXee1eoDKoPBfp6s3v3TqpVKxttO2NZsWIjQ8dMIGP69LEfRKHE0tISX18/AgICMTNPgUIvqqPb5dV3X7IXK8eGPUfp0LQOZcuW4MCB43TuM4Bu/QZRfPN69m7bhEeYio0HT9KjdVPmzl3K2Cg11VKlsqd0mRIoTCx59sqN/sNGUa9Rc/7/jajbujPr1q1lxIi+BovVJle8vLzZuHEj7du31zluZmbGihUrWLBgPqlTO9CyZaMkslDid2Hdum0UzZWN4U3DU2N3796Ns3Nh7O3t+PTJjckTZ3P23GUc7Gzx+OFFs+b1KVe+FC4ukXv8li1bj6vrV+7vX0tGiwA0L68C4uvD/yOWfRvm7anzWqZSofH1AqBJqfycuH6PsaOnsnDxDHr26sSr1++ZuHg1i0f2CR8zOFA8s0Y4t3BNqrcfXrBGFTghYvc9vdInwmweMYcqCnqOjoGsozCxOYT3LOE9TzDm3E71GT10EEtWrY12rqQkWUeKpkwcz9S2tZH/90OQHKKYIe4QRSJXGfaJ9X7whn4URnD39QecUjv8ciOxROLy/bsHnp4/GD16GqlT56N796Hs2neSYTMWJ7VpEsmUlavX4OP9k7Ztm8Z5LA8PT27cuEutOvXjPJaVtTUvX75l1apNWFgYn9aXM09eeg8eyfARUzh2bBvnju1nw4oltOrYlT2nLiGTyUhpZc2EWQtYt247Hh66i6mpU0bw/MlDGrdqS69Bw7GLosR4+thhQkNDqV69onDa3waN5tcburp160amTJlwdf1IaKgBKV+Jv5Zjx84wa9Y/bN60i3YNayOTyQgNDaVZs2a8ePGGnTsP0rZ1DzLZ2XD/4CaeHdvC1R3LSZfCjHGjp3HixLmIsfLly8X9+/exiqfU3V8xr3szTh4/FyHHP3p0f3adusTbT24JOu+fiqWpiqaFMrBt29akNuWXJFun6OzZs+Q3C8TR+tdf+pg6RElFTB2ipEJmEv+KQWLO3MHrj2jQuK4k3ZoMUKvV5MpVmhkzFpMuXfhm8927D/LPjiM4OKWJaCeMEsUG1c+PcR5DInlw//59WrRsGC8qY9bWVqRN68T1K5fiPFaFqtWpU6c1n7750bxdJ8MdotC6Y1fevfvI5cvXkclAZaKfYpMrX3569OhJx44DdGr45M6dA3WImlfPn+n1adamA506daZ1614xf0PJgNev33HhwlWKFv11bcCJEydx7dp9SpeuQ2CgEbVZJP4qPnz4RN/eI1D4+jKofXOqly0BgNz1DilTpuTHj5+MGD6RmmWKM3NYb9KncQS5ghyZMzC6Z3ua1KjIo0eRv62yZUtQrlwJctZoxYrtB9DE8mG3wjr6TBUrC3MK58jE69fvgPBU0oyZMuL6OTI1V28fuAgygRy1cK0lE2YeCMQN9KJCGN7DrpchIUBPQMGINDq9OYSpesJok8iYpfNk5enp/bx7987wfElAsnSKPD092btiHg3LFI44pucAxcIhSoooUWwcoj85SgSQIZUNbm7fDTeUSHBu3QovVlm3bnVKlixK6rTp2HPvHTZ2UlqjxK+Ry+V8/PglYu9ZXPDz88fc3IznTx/HeayJsxaw/fBJFqxcT5vO3WPU9+uXzwQHB7Fl6z6Kl6tK09btRNtNmzYNa2t7JkyIlJhNkcKcQYO6s2bZYh7dv6vTXiaTYWtrS+7cOWL+hpIBd+8+omTJkuTPn/+XbUqWLMmlS5fRauHTp9+rWKNEwuPh8QOFSkW9KuXo1aYxqijrj6CgII4fP87Xb+7MGNpL9GGpo50NGzdE7jdMmdKSDRsWc/joNjYeOUOd7sPw8w+Ilwe78pQ2Oq8zO9ry/n3kA71v39zJkj4NfwKxcowExMYxGtOmHhOHDUiWkeVk5xRptVpGD+7PjC6Nk9oUiQSi/rAZnDt3meDgYMONJRKMpUvXUbduGwDu3HnI4CGTaNixF6ZmMZdGlfi7GDxwIMePnaNv39FxHmvcuFk4O5eg14AhcR5LJpNRuFjxX0ahtVotk0cNYdLIwSydP4tFs6cxrE9XWtWtSqPq5VEqFHj7+DFw1HhS/CL9Ti6Xs2XLFg4cOM6LF68jjvfp05mxo/vTvU0Tnj56oNPn0KGDFCgQN4WspKJs2RJcv36dHz9+GGybJk0avn93TwSrJH4nihYtyKJF06jbbSgL1+/g3tMXEdGdmzdvUrFiRdECwf9fUKuUSvLnz42fnz9ubt8iTufJk4Ojx7eTOlMGqnYciMcPrxjbZihapJLLcf8eni7r5eWNp+cPstZso9Pmd40WQSwcI5G9RzF1jBRyGeOaV2fatGkG7Utskl2dos2bNpH26TkKOkXWvdCodb1Jtb9ulCg0SPeD14TE/Oml3ET3CyumCiSMtui9NhCdAVCYRB+hEY4hN9BerI/CJPoIjsJMPxVKGDnSUyTRey3y/xFu7Ivmx1Vr3BIad2xLhw4torVVIuEIDAyiaNGqfP0aHrXr2X8Qw8dNIlUK3e9CCveXen0139/rvBZGbv+/WTXifJB+HSBDN5JYRSpFBBB0XpuKOHzCNsIxjHj6KLzh6dkhtFWkppGwNpDWiEisVimwTSjmIKytJKZ2ZqC+hmj9JZmc23fu0n/IYM6d22vQzl/x+vU76tRpw/HT58mcRbemkF3KFLEe9/98/qn7vfv4+QvVShVh7NiBuLv/QKFQkDlzelKmtKR796FkyZqNPsNGUcPl1/ub/u9vTRg+iJyZ7RgwIDwitXDhShYsWIlKpWLY+Gk0bhm5cHp0/y59O7Wmf7/Ov6Vk9aBB4zA3t2XevHmYm//6oUmHDu3JmzcTPXp0SETrJH4Xbt++z+bNe7h8+QbNm7egbdt2HDp0CHf37xw+fJju3XvQoUga7K2tdPp9+eLGoCWb2X/uOgAlihVkyfI55MiRFQh/2DFl8jyOHjzG8SVTSW+tf80WZhPpORAi96iX6ctStWoVzp7dS8aM6dBqtbi4tKZ799506tSJoBOrdMfQKw0jkrEULLhXCsvHGMguEltX6rURXOeFzpPYHMJ1tl7GkuB1mBFZAobs2Hr7XyoMnkqRIkUMjpVYJKtI0devX7m7fbXkEEXYFf8OkRgGHSIjMKR0IsQvKIRsUQqhSSQ+5uZmFCgQLrGdMXNmho2dmLQGSfxW+AcEYBpFjjsmz9c0Gg3t2velXv32tG7bXs8hMgatVouXlxeenp46Mq8+Pj7MmzePbt26sn3zRp39BkqVipx58rBs+SZsbKzp3bsjrVs3+S/C5MzB89ejdYiiUqdRUzZt3kNYWBj+/gE8evQcHx9fhg4dRmHnEjptCxYpxs6jZ5m/YCWPHz+P8XtNakaM6MeDB3dwcHCgevVqvHjxQrRdx46d2LBhV4y+CxJ/D8WLF2Hx4mkcPbqVNWvWsGjRQt68ecOJE8dYvHgKDx/eJkv9blhXasmaA6ci+qVJZcuOif3ZO2Mol1dMoW1FZ+rWbRuR/i2TyRg/YSgdu7ajcrcRfItFxOj/rD5+mfffPQkKUdOqUV0mTx5OxozpIuaZOHEYEyaMJzAwME7/CwloUzw380cO0tmfmdQkG0lurVbLuEH9mVg9svq20CGSiDtiUSKDGBElMthHgJmJiSS0kAw4ffoCcrmck1duG/15CKNEscGYdAOJ5M39Bw/49OkzAweO5f37T9y9+5BCBfMxeEhPKlcuF23f+fOX4+Hhw4Mn/6ISRtn+Q6vV4uHhwfv37/H09MTb2xtvb29sbGyws7Nj0qSJ3Lt3D1NTU4KDQ2jZsiVqdQhHjhyhcuVylChRmIljhnPi6CEunjvLu28/sbO3Z8/xczy4e5tNa1YwK39FihQpSJs2jXj1ImbOSvFSZbC2tWfPniPUrVudc+cus3fvXho3bsyr77567dOkS0//4WMYNnwyx49ti9X1z8PDE60WHBwSd8+fk5Mjx45tw9fXj+3b91OuXFmGDh1G0aJFyZ49O1ZWVty9e5fr16/z778vCQgIxMIi7pE+iT+TtGmduHz5ELt2HeTatTvs2LGSzJkzUrZsSebOncCmTTsZPHEO1UsWJlMax4h+dcuG16sskTc7tiktadiwAzt3rqJ8+VIA9OrdCS8vb1pNXMLJ+SNRKY1f4srMLNAG+TNm/QHGbzxMgSxpyZE3t57MfMmSRcmePTPHjh2jjiDzTKZU6UaLlCYGa/rIlSqdaJFMIY82WqQN0xiMFmk1Gp0H5jK5XCdKIzaHXKXUWXML2whfK1Qqg9EiQ3YAjKhUgHmzZjJq3Phox0osko1TtGf3bhqnM8Pkv/uEmEMkRYmi7/O7RIkAUpqb4uvrZ7ihRILSuXNrAtQqTE0TpvCjxJ9L6VIlUSgUaDQacuXIz8a1Gzl46BCTJs2LcIqOHDnFmDEz8PHxw8REhUajITQ0jBQpzDl1/rKOQ6TVarl75w7bNm/k5s3rfPzwEVNTEzJkSIednS1WVimxsrLk8+evfP7sxoABXdm3bzVKpZKvX7+zbds+bG2tGTJkHxkzhtc7OnnyImdPnSRfgQL/OSHhEYzCxYpTuFhxAvz9OX7kEJMmT8S5VJkYvX+ZTMaICdPp16UtN2/epUSJoly+fInGjX+9H7ZZm47s3b6ZbNlKoNFoyJYtC7Nnj6NYsUKcO3eZbt2GoFKpcHCwZ/r00RGLPYCPH79Qq1ZL/P39yZUrB7du3WXr1uW4uFSLkd1xITzNsB2lSxdj3bodHDt2iLdv3+Pt7U2hQvkpUqQA+/dvkBwiCYOkTevEwIE9GDiwR8Sxo0dP06PHUArlzMKw9o2xtQovZiozMdNL0d574QapUzvoKWCOGNmfhtdus/7Iebo3rB5xXKZS6abQyRXi+2O0cOjoNrZt3cOw4X1FH17kzp2dd+/eYTZ0qF4KnSFkpmZ6KXRJgSHnyxiMcYwM4WRhguL6NZ48eRKtmEtikSz2FLm7uzOpbUMm1IpMOZCcooRxioSRIqOcIgORIvGqy9E7V+3nbaJqi2a0bNkw2nYSCcvUqQsIkaVk0IgxEccM7SkSixTFdE+RURtTpT1FBudNyj1FumOEfzYajYYizsVp264JISFqtm7dx/r1G8iQOSsh6hAUcgUKhQILS0uUUa4bnp4e9OjSCdd3b2jTpgk1alQkY8YMWFun1J87hqRLX4gLN+6TNl06gkUWAWEaCAwIIDRUTUora4PjCddIPt5ebFoyl6dPn1KuXDkmTJgoGin6PyHBwfh4e5MrrS3Hjh1j2LChFCqUj0ePnjFhwkTq1avHnTt36NmzB9WqlUelUvH9uyf37z9m0KDB9O3blz179tC2bVvu3j1D1qyZYvw/kZBIbmi1Wlq06E67dp1p164d6psHdM8L7jEvPnyh6qAZbN26jOLFdfekXLt2m/69h/F401wUUdZjhvYVAdjX7cHzF9dJmdLyl7Zu2bKbHTuOcOHCRULPrNN/Lwb2Fok5RUmxt0hsnpjuLQLD+4sM7nECBh+/z/rDp1DGILqXECQLp6hPx/b0tQ3D9L+neGIOkdABCg3U/RDC1IJQoELfu5fJdY8pzQ0vOoQfptLcwKJLpLqxQuh4GJDHFnOI5LFwxITjCp2m2Mh0G9XGCDWT1a5w9eo5Vq6ca3A8iYSjc+eBNKjbkJbNmwGg9NCtHRDySLd2jNrTQ28MQ5s4jfme6TnnQqdCLMXKkOMhdKJEnBt9x0vwuxLrEw8iJDJTwZN0MSdJpRu90xpwXkTHEPQxykkyYlz9iSI/84tXrlGjfhMAjh49iouLi2gXNzc3li5dyt27d7h58xatWzdi4sRh8X5TLFasGkOHjqBXr/A6QULxhVBBYdIwI26JwrtL1B4Xz56mYFFnrG0i98aKDfn/n4W310/OnTpBzlx5yFewUMSTaffv3zm9fwfW1tY4OTmRIUMGPnz9Tr78BUiVyoFB/XphbqJh7tyJBu2VkEjOBAcH06/PSN48/5eTC8Zg9V+kURuoL34QlSPXH9B/xW7On9+Ho2OqiONarZaaNVsydOgI6pl91etnXr8/AP7+/jx8+JC7d++i1WopUaIEVapU4eXL61hGUxg2LCyMpo06UCODDX1rlsLvs77iYqh/9NEgsTWboXWd8OG6mCKdnq2C9bQmRH99HR/laoRrdL05DDh5nwPV3MlWnIGD465CGheSXGjh4sWLFPL98kc4RGIYcoiMQegQGdXHgEOUUOg5RL+gTZs2nDx5Hm9vH8ONJRKEN29cuXLlJoUKFkhqUyT+IHbu3U+jRnUYNao/HTt2YMiQIXTp0pm+ffuyb98+Pn/+zI4dOyhSpDDu7h9p164hly4dZOrUUQnylHDu3ImsX6//NDchCPD3p0e7ljjnzMTQXl3o0aYpI/v3ZOn8Wfz84Snax9rGlkbNW5G/UGGdVB0HR0dGjRpFWFgoJ04cp1SpUjRvWJ93b94AYGtjh42N4ciWhERyZ9euQ7i9fcfZxeMjHCJjqFu6MNWrV2fv3sM6x2UyGfXr1+D8+fOi/c6ePUuePLlxcHCgX7/e3L9/nfv3b9CzZzdMTU106iiJoVAoyF8gLyHJsM7O70o6cxUfDu3k8+fPSWpHksap1Go1K8YOZ5pztqQ0I94QixIZwpgokd48RkSJDI6RQFEi/U7i/xN7e3uKFi3K1au3cXGpGvNxJeLEu3fvadiwA5MnjCdP7tyAfpTIGJKiILJE8uXT5y/sO3iYm7dO4uBgT9WqFTh//goZM2bDy8ub5cv/oWfPHjg5ObJ16zKKFSuU4DYFBgbh6OhouGE8EKYJo2qNmpw4eoSDe3frnDt74ij7Tl36RU997t2+SdHWzQgNVTNu3GAAFvyzjOIlw/cZmZmbo1FLtd4kfn/u3XtMuZp1SWEW872tFVKbcPDGfXr16gSAt7cPmzfvZuvWvXTr1lO0z+j+PejduwstWzbUE3rRarXRiqBotVqOHj3N/r2HWdimBgCW6RxEo0XRYZRggqBNWEioTrRIKGQghkKl1IkWyU2UotGiuKI0M4k2WmTMHqaezrmZPHwIK7fuiLZdQpKkTtHiBfPpVyBzxGspSqTPnxgl+n/o+u3bt5iZmaBWq3+pQCURf6jVajZt2sXhw6e4f/8xUydNpFOH9kltlsQfxPhpM+jcpXWEOlqxYoV0HJ//1/RJLLy9ffnnn7XUqlU3UeZLmdKKpRu2odHCtUsXuHT2FDZ2dljb2FOhSswEEXLnzY+VVUoKFszLokVrqFu3DhUqVY44X6BQYTas/ie+34KERKJTpEh+Jk2ay5cnRRjRtgHZ0zsB4QVMDaXQ1Sien+Fr93H9+h1CQ0MZOnQSRYoUY+bMOdSuXRsTExMCDy0Gwh2aBQfO4xkQQuvWjSOEYj58+MS//77m5cs3mJub061b24jxT526wN69Rwjw9cXfP5Cv376j0GpZ0q4WVQv8+oG+0sLMYAqdEGOcnIRATBUuKVChpazGh9OnT1O9enXDHRKAJHOKPn78iNuxPTgVyZFUJkgkMW3btqN375F4eXkzZsxAmjWrj5NT4jzR/dvw8vKmY8cByOUqBg4cRo0aNVBo4qYaIyERlVt37nHm/EVu3z5luHEiMXr0NHLmzMu4ceMSfe4yFSpRpkIlQHxPkSFSWFhw585djhw5woQJU3F2dua7d+QC8eK5MxQunPRqTRIScaV9++bUr1+T5cs3Uq7nODaO7UPNUoWN6utgY8W0adPp1m0I6dOnZ9CgIfTsKR4hGrv5KKefubL/0BYUCgWnT19kyJAJ+Pj4ERQURI4cOXB3/07RogUoVqwQnp4/6NNnFJMmTcLB/zMW5qaktEhBiXw5USgUBD69HTG2FC2Kn2hR+XT2jJ00mgoVKiSJKm6SCS10b96MLgFeKP7zTjUaw2Zow3TbaIQ662Ib1wSRI5WZMHojElkSppYJ2ihU+ilhchPBpm6hmpyobdGnsBkj2iBMt9OPEun7vbFJv1MKwtp6GwBF6h8phF9o4cb3/6JDLz9/p9eKvTx885Gnz65IefLxyJs3rkyePI8b1+/Qsn5tZo8bikKhQH3vrE4735dv9PoKN2iqLHRFB4TfCTCszCgqIiIUSFAKBUH0fwcGFeGU+t9Hg0/gjFBeFBV8EM5jwDZjBB9kZkKxEv3/m1A0QSt8z2J9hKIJQuEFEfT76I6rVqtZvmknM2fOYP78SdSvX8vgmInF3LnLuH79AQMGDKR+ffGirFEdDYAwI+6IYtk1Tta6n9mnH7olB2LzHFYhmChSnMGLkoXycevWCZ0N5hISvztXrtykW6f+3Fg8itS2VuKNBNflME83vSbCzCN1aBhpe88hR46smJmZ4e/thdePn3h4+6IODWPp0pm8evmWzWu2kDlbZtZuWsK8mf/gf/4WvezTABD0Uz/yoxZEWITXDzOR9ZXKUve6K1yXKs31r91KI9auUQkN1Hd6hJlVhkSRAEwshPdj3Xljk80kZrs8SkbXT2TcK1uJEWPGxnjsuJIkQgvXrl0j9yfXCIdI4u8mZzpHTk7sjkuJ/JQv44KfX/ThcgnjuHr1FjVrtqBsidKc37OBeRNHoIjFvjcJCTG0Wi17Dx6mcJmKHD16kFOndiUrhwigc+dWFC+en06dOvL27dukNifeuHblMsWcC0kOkcQfR7lyJWnboQVd5m8iLI51dP7PjZcfaLp4F8WKFaJdu2Y8f/6CbNbmNC1biJ69OvHw4QUunruMJiwMLVBUHUzlsnU5dugk7Wwc4sUGCeOxRcu77Vv59u1bos+d6E6RRqNh0bAhVLCxinIs7lEiMQxFicT7RB8lEsNQlMiYeYxBGCX6k1AqFGwa2JqyuTKxdGniKEX9yZw+fZEe3YeyYvECBvbtTc6smZPaJIk/jDGTpjJ19lxmzxnP/v3rk2W9HDs7W0aO7M/Qob0pUaI43bt34/z58/j7++Pmpv90OTYEBSV+IcYzp05QrmwJww0lJH5DRozsT5h5Cvos2YYxyUyK/yI5v2LS/otgm4p9+9bRvXs7rl8/jtreieN3n/P+7XtWLF9P0Kf33DpwjHoZ09IrZ1b2lC/O7DRZsIwSGTezNVyzTkhQLBw7sShPTBGLNgkRrkONKeYam7W4oTHEaJ85PdPHjI7x2HEl0Z2inTt30iSFSLHPOBJfITxDiKXOGcIY24xJndPr8wekzgmp0a4nHz58MWiThDgfPnymbdvejBwxlaUL51G/jniNGAmJuLBl5272HjrC4SNbqFy5XFKbY5BevTpy4cIB0qe3Y/DgAdja2pI/fz4yZcrIsIH9eHD/nlGLr6hs27SBiiWLkiO9EwVyZKZq1SqMGTMGdRwrvBvDqeNHadSodoLPIyGRFCiVSjZvW8nTbz8ZtW6f/m9TpOiqkKjroXXdG/Lm+UtWr9pMcHAwGTKkZcGCyXgHBKH1/MbKVZspmNGJs3P7MSBnFgBsTU0okj+twXlUgjWVMctKtZ/uNUIdZNgJCg0SFlWN+c4XhSrm6+QQ/8TZeywMjphoNNg9uMvjx48TZf7/k6hOUWBgIIemTyVrlC+rFCUyjj85ShQVHx8fLC2Nr1MgEcnZs5epVq0pRQsW4f71y9SukTTqLRJ/PjPmLmDFijnY2dkabpxMSJ8+Df37d+P8+X18/vyQ169vsmfPGjKks6F7x7ZUq1CGW9evGTXWuJHDWLFkAf8snoqb22MunN9Hz55tuHz5HN27d+fGjRsJ9j78/fzw9/MjU6YMCTaHhERSY2lpwa696znz9B0j1uxFY2C7RXTRojS2KTkwuCXn9x2gcOGqPH78DBsba3wCgtk+oAXPFg+le41SRtklRYsSL1rk4mjPrCGDY/zAKi4kqlO0aNEiumSMPswp8XdjYmKi86RVq9Vy4cJVQqUiadGyb99R+vYdxZ49exk7YhhmZjG/cEtIGMO79x/48dOL4sULJ7UpsUalUiGTyciRIytDh/bm3r3TdO/WihFDBxlcfN27c5sTRw5x+tRuSpQoglKpJF26NFSvXpE1axagUKhp3rwp5Z0L0K5ZA44fORSvtj97+oSsWbNEW0tFQuJPwNbWhiPHtnPnkwed520kRKRsi7Fkd7LnwKCWNG/egjNnLmNuboZMJiMwRE2GVDbYp5QexiY3ZEClkABOnjyZaHMmWvjB29ubZ6vXUCaVIwH/HRPWDxLD2LQ4TRRtH2GUSGmuNBielAtsUZgo9NSCZAoZYSFhOm3C1JGvY/t+5CYKiCJjKKYwpxGkZCjMTNFE6SOXy3UkFsP7GHjPRtRRUqiUqP0DdcYliikyuZywEIFtJirCotgmHFeZwgxtqK5so9wifI+Z6uU1/H18Io7v2nWIAQPGkDVrZgoUyMPs2eOwtv6FIs1fyuXLNxg5cipHjxylqGUAfH6ic17t+lznu/zj3iOd82Kfu8rCTCc90ySl4RpUhiKgYsV/ZULFNyOU51Ca6NRUEI3OCtMr5AqDdRj0fr1yhe44cgVawe9QmAYqU5qAcB4D0WOZSiSd2EB6iFZppqfzLNMI0iuEqnHov0etyP/JEJt2H6R58wbIk6CeRkIhl8tp27Yp69Zt5+SB3bRv3x6lMvL7GlWh7sHd25SvUApr65R64zg6pmLu3Imo1WpcXT/y9OkLhgzqy/KFcwgNDUWhUFClSlWaNGlCqVKldP6H7u7uzJ49m3fv3hIYGEiRIkXp168fqVOn1pnjyN5dODsXTID/goRE8sPGxpq9BzbRtm1vFu45wbAmUep9Ca5X8pS2BLi66hwL8Q3Qee309DZ3LOzQarWkNDfl+YW7/DyuK8Ly2Fu3KLJaJFJhZmC9ZyJyXueYf4heG7HkJGEbsXFjSogRGVpC5UtLpcg6wVSQKSXcWmEicg8SphuaRL+lIzuwdOw4atasmSgPghLtrrZo7lxap/59o0Sx2X9kDML0O2NQxKLq8+9CltT2uL57H/F69+7DbN26lcWLl2Bvn4ZGjTomnXHJlAkT5rB40WIKFCiQ1KZI/AVs3ryJtm2bJrUZ8Y5MJmPq1BHMnTubVKnsadKkMXv27CEwMFCnXZVq1Tl37kq0ESWVSkWOHFlp2LA258/vZ/78CSxdOp1Zs8agVIbQtWtnMmXKyODBg7l//z67d++mZMmSeHp+wcWlAq1a1eXZswc4OTmRK1dOxo0bx969e1m3bh179uymQ4cWCf3vkJBINpibmzF4cA/2XHtkuLEBymV04s61W9Sq3hR7MxPszf/c9dSfQg2NjEOH4jfi/isSJVL048cPXLftoFKqSGnD+IwSRUUsSmRwHpEokSGEbeLr/RiqQyQ6rhG1YPT6GBklim5csSf0ChPhk34jRCYsIiM/OdI58vL1e7RaLTKZjB8/fpIuXTpKlSpFaGgo9+7djmakv48HD57w86c39erVEz2vdn2eyBZJ/OkolUpMTeNfLCc5ULZsSa5dO4K7uycnT55j2bJFdOvWlTr1GzB42CjSZ8jAuzdv0Go0hIaGYmJi+P+QMWM6MmZMF/G6RIkijBo1gOfPX7Fv31EaNqxPqlT2zJ49lmrVKkS0q1KlPK6uHxg9eiCXL99kw4bVBAcHs3XrcooUkR6ASPw9aDQaduw4iJevH2FhGhSxWBv+n7QpU3CoaWU2PHxFc5fSmCr/vjIVJnKZUdGiqPiFakSjRVHRLzSrEY0WRUXYRqygbQ65giUTJlKvXr0Ez1BIFKdowcyZtEztBGGGFUOSI1KUKPFwsLZEhhZPzx+kTGnJixevIyIgarX6j0mdCw0N5fDhU1y6dIOvX79jZWVJ1qyZ8PX14/37zygUcgYN6kGhQvmiHcfV9SNFCheW6g9JJBo5cuTgzRtXsmfPktSmJBgODva0bduMtm2b8f27BytXbqJahTJUqFSZyxfPs23bCqMcoujIkycHY8YMZMyYgaLnU6Qw59y5fQA6zlJSs2/fUdKkSU3p0s74+vqRMqVlUpsk8Rfw8OFTho2ZgEIRZTGvCTOY8muSMoVOCl0KJ3v46knf4nl/2aeAtalOCp1KJtNLoQvSaKNNoQvRaPVS3YTHhK/DtPopdIb6JBRhWq1eCp0QdXCYXgqdIbQajVGCZELqKk3Zu3cvzZo1i3HfmJDg6XMeHh583bcfs9/UIZJIXGQyGbkzpeX581d4e/vq5PVbWlry9WviF/OKKaGhoXz48AlfX79ftrlw4RrDhk0iX76itG3biYoVa6BWq0idOjPt23ehcuWaNG7cicePn3H+/BUaNGhPpUqNePbspc44Wq02UZVZJCTSpEnDuygprn86jo6pGDduMNeuHaFQgaycO7eXkiWLJtr8z569jPZaklhs27aXXr2GM3LkVLp1G0rhwlXIk6csHz9KJRQkEha5XM6qVXOZPHkSvZbuxN076X8Pvzuxcaz8Qo1RptNtExZiuI+wjZgCXmZkTJgwwaAQTlxJ8EjRisX/UM/cjpAouuxCqWtjIjFGpWEpZDoiAAqVQk8PXn9c/dS5MPWvRRv+P27UD9FQeDBiXI2uKIMmUPfDlSvkaKIIOchNFIRFEUtQmpkQ6q+b3y5XKXU20ctNVDoCDKK2qJSEhUURaVAp9b6ESnP9zexRhRzEkCnkOuIOYp+Z0swUdZSnNkoLM8J8vXTaaC1sOXnyPOXKlaRgwbzMnz+PcePG8/r1a16/fouHhyepUtlHa0tiEx7e38/B/ce4cvUWtjbWBAQGUr58Kb66fUcdGsqGjUsi0mhkMhm5s2VmUJMq4a+1GiCyGKO2VG5ShvlSqVIjcmbLzLA+3fD88ZPBg8Zx/MSOiA2Hjo72PH32jKDgYKw8X4JppIKO36UjenYGuv/UqV8lJn6gsjDXeS1Wh8oQxsrOR93oLyZSIHT3ZCoTPRECvTZyuZ5Agpjwgl4fIcI2wmicaB/BplEjhAv0bBMISYTPLV7XK/pxBb9XhcjnqBXcYLQi1+IoxQtv3bnHgQMHOHx4S8zt+c1xcnJk0KAeiT5v2bJ1cHYuzOnTuyOOhYSEcP36HSpWLJNodvj7B3D53CUOzR5JniwZePb2A0ev3mXEiMls27Yi0eyQ+DvJnTsHt2+fpF+/0Sw5eJ6JrWpGnNOGRBZQNrO35tutZ3r9/b966bx+f/FjxN9ymYybPwIQ4q3WvT4Kl4PegLWgdmXUO8CvUtQMRWDE+xgew9BS2pg+um20euf9QjWYRz2oDhN1sIRzmSmEggoifQTZU8K19QC5OUeOHKF+/fp6feOLBI0UBQYG8nTjFlJEucEbU/snNiTUuBKJz5IlS7l48SYjR05l1qxxLF68mK9fv9KqVSsqVKjApUsJVwMkNvz86UWrVj3ZsGEPHetW5+OVQ3y4dICHhzfTsFwJZg7tQ8vaVWnYoB3Tpy2ka5eBNG3amU9fvkY7bodmDXh15RiPTu+jfdMGDOjanpDAIPbtOxrRJn36tPj7B2Bl9WekFUokX579+4Km7TuzYsUcChTIk9Tm/DX06dOZO3ce8CXK9WLx4jU0bNghUe0oV64UyOUUzZ2NFGamOOfNwfB2jXj+/DVnz15OVFsk/k5sbKxp1MiFF189k9oUiSQgqwa2zZiVoHMkqFO0cf16Gts6RNsmvqJEQhQqw09oxaJE0Z0XG9fYKJHOuCJetVCEwZj9RsKn/HITw0+TjSkCqzTXfaIcXwVplYL9UEoL8Vo6xYoV48qVqxw5chovL2/q1avJ1KlTsbS0xMLCgp8/vQzOlRhotVrOn79ClSpNyJ27AFevXqNFnWrYWIVL9aZzcqRD4zpUKFGUId3aM2tYP8zVoZTOm5sTm5ZxZN1i4P9RInEypU8bsbFQLpczok83du04EHE+Q4Z0aLUaXr16lXBvVOKvZ8nKNVSr35RJk0ZQq1aVpDbnr+L/0alx42ZGHFu5clOi25ErVzZsbGw4fu1uxDFzM1P++WcJI0ZMISAgMJreEhLxQ8aM6fjo/jOpzfhrMKLGaqwwpnirGIU9fbh582Y8WxNJgjlFYWFhnF20BNsodXykKJGEsVhbWzNkyFDWrt1Ghw7NWbp0Ka6urgwYMJDFi9fg768f6k5MDh48TsWKDRkzZhZz585n0aJFqFTRO6WNa1dl/IDuDOzcmmrlSpInFhvVM2dMz6vX7yJey+VyXFyqJppcpcTfx9zFS1m6Zh3nzu2jRYsGSW3OX4e9vR0NG7qwb99RXr58A4CHhyfp0iVuiQu5XM6Q4X2ZtmGvzj7GunXrUrJkKcaOnZGo9kj8nZiamhAkqMEoM9F9wJq6xK9FFP5PpooZdF6XtNMv3mqt0l0iG7OON2bHS1gs9gEL5xYbw5B9xvQxxrZAQSexNEHhOEEi+4T0+oSECV7r9ymqNGXltOkGx4otCeYUHTp0iFomhgs+SkgI0Wg0eHl5sXv3bsqVK0GBAnmwsbHm1atXlC9fnooVKzFw4FgePXqa6LaFhoYyYsQUpk//h5kz5/DkyVOaNGmSaPOv3babpk115bcDAoKwsbFJNBsk/nyOnz1PzaZtyO5cjg3bdnD48BYdWWmJxGX+/EkAlCxZizNnLgEQGBjEvHmJu5enfv2a+AaHcPL6PZ3jy5ev4OLFG+zefUgSfpFIMC5fvkGtWq3Ik94xqU35q0hO0SKZVov9o+e8fv06ASwCmTaBrmCty1Wi9dvIvM/YylobSmkTixIJ071E2xhKnRNJcRPWPBKrZySseWRUhV9hG5V+G+FcwtQ5YcobiPwfRNLr9GoRGVG/SG8eUUEFk2jbCFPpAExsbQBoNnczx249oVOHFsyZNwmFQkHbVt0p75SSAc1q4eUXwLjNh9lw4grfvj1LcN36qEyaOIf7N+6wb8k0rC0FTr9ww7zIMa1QhVFMSUX4uaW0i/i7oEsrlqyYQ+HC+SOODR8+mRwmWvo3rRVxzO/JA71hhZv3FSKRLeHnJCbEYIjYpLuKzq0UibwJxQ+E70FE2EAmHEcp8lsRtjEksoD+00m9MQCZqSBFVEx4wZDog4jIglYu+FxkIv9zgc16fQCtUtc+Veos7Ny5kwED+jNr1lgKFsxLhgzpdFQgJZKGTZt2MWDAGAAGtGlErbLO9Jz2D9NnT8TFpWqi2bF//zFmzFjCmjVrqFChAsHnwlP57vz7ljbTlqM0MaFZ84YMGNQTsz+8hIRE4tK/z3DyqH3oVa0Evh/0lWg/XdNdKPu56arUBXvri1Bd89TNOgkUiWgIhQSEr1WiAga6x4yJwBgTZTLm7iq0zxhhB/0+htuYC9fRMRZyMM4WufB/qVRwo0kVZiyYb3CsmJIgq8k3b97g9Oqj4YYSEiLULZqb/HlyMGnKyIj6O8NGDmDZiWtoNBpsLFPwT68WmCiV+Pn5J5pdX79+Z9PGnWyfPzFi31Biky9HVh490lXWyZUrG8/f68viSk9sJWKKj48PAwb0Z/v2FTRoUJssWTJJDlEyoU2bJuTIkY2ZM2cye1BXqpUqyqapwxg0cIyOCENC07BhbQYP7k6TJo159OhRxHHn3Fn5d9NsNvRvxbOrV6lbu8Uv7XJ1/cCxY2eTPA1a4vdBo9Fw6tQFahXKkdSmSCQxitAwXm/fS3BwsOHGMSRBnKK1y5ZTwTRy0ZhQUSIx4iNKJEZ8RInEMKaNoSiR6LhGRE+MEV2IDcIokTH8P0oE0K5SMYqms6No4crMnLkYtVpNwYJ5SZcpA1O3H49oV6lIHmbNWBQfJhvF9et3KFOsIKlT2RlunEA0rlmZg/uP6RzLmTMb/350A+DOi7d0nb2aThuO4dB/Hqsu3pOcIwmjmTFjBlWqlKdIkQJJbYqEAIVCweDBPTl27GhEdLxMobz0bOJCz57DCUukWoAymYyWLRsyZcoIqlWrytbTV3XOFcuRie0jOlOvUDaqVW7E1q178PT8AcCNG3epXKEeNas2ZvnMeRQtXAl3d0lJTMIwjx8/J6WpCVkcbJPaFIlkQK0Udhw4cCDex413pygkJIRXW/egDJWKtUrEDrlczvLujZndzoVZs/6hfZteBAUFs2HTMhbvP4uXX/jTxdUD2nD+5FnateuT4AW9AB4+fIJzvlwJPk90uFQqy917j/j+3SPi2Ldv7jjYhEtyV+wzkS3HL3L47jNsLMwZveccJ5+8TSpzJX4TgoODmTZ/MWvWrGLMmAFJbY7EL2jatC6fPn3k8t3HEcdGd2mBVitnzZrErR3VsmUj9uxZw4hVu3j1UTciJJPJGN60Bmv6t+LUjj0ULVSZcqVr07ldL/pXK8a/i4bQs6oztQrlYPOmXYlqt8Tvydkzl6iaJ1PE65QZU8d4DFNrww9szY14UC0UFlAb8eDRmLQxYxbksVnpGJO6J3xPxmz3EQouxJeQg9AWjUif1EGhHFi01LCRMSTenaJDhw5Rw9wmvoeV+AtpUb4IP7fPwDLYl2aNO2JjY4Wjgz0e/1WztktpwfxuTXj+/FVEMdOExNPjB6lsrRN8nuiwSGGOS+VyHDgQGS26c+chxXNlBmDjmN6sH92L8yPa06ZU+L6jvGlTJYWpEr8RA8ZM5NKt25w9uy/RVc0kjEepVDJoUHfGr9wSEQFWKBQsW7ac+fNX4uvrZ2CE+KVgwXwULJCHV5++sv3sdcat20NYlD0ZlQvlYseITrium8C8NjW4v2gYLSsUY/7hy7RduJ1q+bOyYe0WQkOjLwwuIXH+9Hkq585kuKHEX0O6t5/jvRxJvOdPHVq5lvoBaoKiHjQQNBKrhqsyVaCNcnGVKeR6ShUyhQxNlGPCGkLGpM7JFHKdMf7fT6vRHVcTRRpQaa4UVc0I07FFrmM/hKfBRe0nVotIbO6ofWQKGRqBHKVcpSQ0MHIDoUqk/o9QZEEu17dPppDrjC1TyHU254ul5MlNBEINgjEAFIJ0OoVKpTO30sKMsEDd3PL/pxUqgTVd61Fw+FLevfuAvaMjP3NXwax8eQJ2zuDI1bvUqVMtUZwiExMTvnz9jjZUjVYt2LApFqkSE14QNgnS3ROlDdR9LTM1R+PzQ+dYp+olaTfpH8qUKUHu3Nk5dewUq1pWxe/JA2o5hH/2oQEKCjrZU6dQTtKamxIWpL/BVIhMLocoKTgKE5XeZ2kMMk3Mn7XIVUq972NYmG6+sMLUVOd/qidiAIZFC0QQE0iIFUIRBblcT1hDpjSiBpiYGEMM0apENriLCC2oUmfh5cuXHDpxhtu3T2Jjk7ROv4RhWrZsxLp129l47zNdu3YFoABQs2ZN+vYdxZo18w2WB4hPzCws+GCZifGzx5EnT05WvVHTK6ugmr2Jippjw5/qXrp0iflHwgUjquTPSpqTN2nRpBN58+cma/asFC9ehLx5cyaqgI5E8sbb24f7D5+Rt1g2rLtNi7jf2wBXy5XXa1/2SmQx4TmWOfXOe4To3tfEJKWF5y2V+t9HocCCMBpkjMiAcCmpIHaS3VHHDtPqzx2m1RqMVoVotDrr8TAteq+F4waGCftoReYW2if+/qL2CwwT2qvfx1lpwbaNm5gwdUo07ypmxKtT5OXlBfeegNIqPoeV+MtRyOVoNBpUKhVlyxbn8OHDlC8ffiFsWaYgTedtI8DPj0lTRpEihXmC2PDu3XsOHjjGg/1rE2T8mFCxaH461anEiuXrKVAwL6lTmFI4Q2QqwVdvP9y+/6RBwew0KJg9CS2V+B24evUqVaqUlxyi3wSlUsmiRdNo2rQLzZo1w9o6/HNbtWo11atXY/Pm3XTu3DrR7Bk4sDs1ajTHzMyUtm2bcPv2A8haRLTtu3fvaNWqJWvWLKBHt0FotFp2DGjO1X9defPpA3eePGLpvCV4+gZQuEAe8hfKR74C+cifPzf29rZ8/uzGx49f8PT8SVhYKKGhYYSGhvL923c+un7k04fPuHl60bVrG4YM6ZVo/wOJhGXTpp1UzZ4BCxMVarUaExMTDh48SHBwMGm12kR5KCqR/FCGhvFg2260UybH23cgXp2iA/v3U8nSHoLUcRpHZSoUWBCTsRZ45CrDT1eNEWpIqEKwxog5xGZuY0QXxKS4hcRWRtkQwihRbPjo4UWQOowsWTLSqJELXbsOYfbs2QAUzZaeO7P70nnZHpYsXs3wkf3jPJ8Y06bMZ2D7pqRxsE+Q8WNKyxrl6T1nNY/u3Gdhw/IRFwTfoBDyj12BTCbj0/ReKKSnrRIGePbsGRkypE1qMyRiQIECeahZszIjR45k+fLlAJiZmTF+/ARGjhyWqE5R8eJF6N27E8uWrUetDv3l4sTDw4OaNWsyYEA3ateuSgnnwpx59JrmZQrSqGR+QgtE5pd88/bj4fuvPP7oyql791jw6Ts//QJIn8qG9LZWOFiYoZTLUchlKGQyHC3MKJrGigz5i5Ouw0iaNGmCRqNh2LA+ifVvkEggQkNDWbl0HUsqFwXCMzbevHlD165dsLe3o1KohnZOUsrv30q+IC0PHz6kcOHC8TJevDpFp9ZvpnEcHSIJCSEBIWpCQ0PZsmUPDRvW5vNnXflpO8sUzGpTixpT19OhUytSp3aI1/k9PDw5c/YSq05tj9dx40KezOk5vzS8oKPv3RsRx48/ekUp50K4f/fg5bcf5Ekj7SeS+DWPHz9m48YNHD+efL7bEsYxZcoIqlRpwo4dO2jZsiUAhQsX5v37j7i6fiBz5oyJZsuYMYM4d+4yT5++IFs2fTGasDANLVo0p1atSnTv3g6A3v27Maj3MGoVzolVCt1U2NTWltQomJ3q+bLqHBem2Iphmy8fFy5coEKFCuTMmZUGDWrH4Z1JJDWbN+8mjbkpBZ3CH0g+fPiQQYMGMmhQDywsUnBu/spo+w/zeymaQhcVE7nMYApdbBBLNxOikCVMcVRj5jYGsZQ64bjGtIkNxqT8FZCZsnvL1nhziuLtMbKHhwdmT+N3w5OEBECutA6cGdeJxYvXMmnSXBQKOTly5MA3MHLPSa50jvSoXoJmzbri7e0br/MfOHACl4qlsU5pGa/jJgQVcmXi0/uP/PDx5Z2nd1KbI5GMefbyNVWqVGb06AFky5Y5qc2RiCHW1lasX7+Qfv368uLFCwAcHBwYOnQYDRp0YN26bYkmx58ihTnXrx+nSZO6jB8/nv4r99Bs9iaazNpI2wXbaDh9HWp1EOPHD47oU6VKeSpXr0S7JXv47h2/AhFOTk4sWLCAuXOXJ4oyqUTCsH7dVmZNnsvkcgUjjh08eJDHjx/To0d7fv70IgVS6tzfjCI0jKc798fbtU6mjaeR1q1dS+jEf7A0YkN3VPQq5ArSzMTSzoRpcCoz/YCXmKCCEGPS1WQC+4ypVyRM5RP2CW8Ti83ogvegMNNPi1Oa66aryY3YcCtWr0j4/xJL0xMTWTDURymocC6eGil8n+Hv6bu3Hy4zN9N9QE9u37xLerUvE5pWBsKfIGq1WoZtO8Vz31AOHNkabxt1e3QbRNV8OejcqFb4AeFN1ghBBTE0ITpyJIR+eKnXJtBdV2RBTPhAeGzy8essu3CXY72bUDi9uGypsJaU6OcQi/+fXCH2e5VH+xr0vyuibUx0nybLBN9tmYkRwgtiogpC8QOR94DgfyEUTACQmaUwYhyhGIMR9sl059YqRFJSBU/TtCL2RRVaCAwMwrl2U/r370SbNk3120r8NjRq1JGCBYsxq3a+iGO3/n1Hv2XbKVW5IrNmjUtUe3bsOMCTJ88pXrwwKpUJAQEBBAYGUadONezsdGvMhISEMGvWEtas2ULhwoUpbSOjecl8ZEsdXgtOExJzoZcwdXi2ilarpcmqg3zxC6Zjt7b07NlRKkT8m6DValkwbxnr/lnHrAxZSWcWeW3f5+bG95L5WbFuIcMHj0dx/AolQyx0+t/+Gag3pjFS24aWhKKiYAbEFowZF0RkqA130YtqGCP7LWaLIYEI0H/vYnOZG3ijxvwfjHkPQp6qNDQ+vJVixYrFuK+QeIsUXdy9L8YOkYRETHC0tmTHgObMmDqflm2asvLUTXwCIh0LmUzG7FY1CPrhwfbt++Jt3rt3HlKiQO54Gy+2BKtDee/pTaCBhUKH4nlY1LQKhdI5JpJlEr8bm/ccIEuW9JJD9AdgaWlJuXLldI6VyJ2F0zMGcfLkRa5fv5Oo9rRs2ZCpU0fRoEFtXFyq0rRpPdq1a6bnEEH4/pBx4wZz//5Z+vfvhG+azFSfvYV7776IjBwzZDIZe7s3YEmT8pzatptG9drw7Zt7nMeVSFiCgoLp3X0IO5ZvZHH2HDoOEYCrRk3+ouHFpT+5fsTRJO77liV+b3JrVRw9dChexooXpyg4OBi/mw9i3E/M6zaEMWIJ8SWoIIwSxRexiRJJhJPdyZ6qBbMzYvhkUqYwQ6UUyLDLZcxuWY0pE2fHSxrdjx8/+e7hSZ4sGeI8Vmy46+rG4N3nqLl4N7nGrqTO8v3kGLcCp6GLyDpmBYP3nuffr7oV4TPYWtGsaG5JkUfil6zctI3evTsmtRkS8UDmzBnYvn07wSG6+3mtLMwZN24cM2YsTiLLjMfOzpaqVcszbeY4Fi2ZSfvVB/Hw9Tfc0QAymQznzGnZ1aUuJW1MqVS+Lteu3Y4HixMfrVbLy5dvePfufaLXo0oMNBoNb9++p071pny7eocl2XLiYKJfWqCYiTknDpwA4NPHL6RWSU7R344iNIxH+47Ey1jxsjq/dOkSpVLaxcdQEhIGaVgsF5lSmnBuXCfMRZT1imVNR7V8WVm1YkOc5zpz5hLlixVEIZYKlYD89AukwezNdNt+Bn+HtNx99Z7gEDXff3hx5+5Zvn17xp3758hQviJN1h1h593nHHvyhv0PXqJJgA2jEn8OGo0Gjx8/cXKSIol/AiNH9kOtDqDOuH8iClv/nw4dOvD587ffyhGoW7cGTVo0pv7CXdx+9zlexlTI5YyoUZIFDcvTvnUPXr9+Fy/jJibu7p6ULFmLhg07UaRIVd68cU1qk+LEjx8/2bx5N7dv36d06TqkTVuQ6hXqU8wvmIkZM2P+i3tuiZQ2vPj3FefOXcb1sxtpRBynhMIYMYbY1BiKL4yZ2xhRh4QQfjB+7thNbvPFg2/fvsWqb1TixSk6cuQIaYN+r82M9328Gfz2FUFhsdsPIpF01C2Wm72DWpLO/td1VXpWLcbWLbviPNfTpy8okV9fTSkh8Q4Ioufq/bh6B1KlekUunLnIsvYuNC4absfGjTvYv/8Ynp4/GT6iH1t2rGbdk4/s/OTDyscf6LH7LMGh0vdaQpzVW3aSNq0T2bNnSWpTJOIBC4sUbNy4GOdK5ak0dA6f3H9GnFMqlVSsWOG3cwLGTxxG4bKl2HrzWbyOm8vJHpVCztOn/8bruAmFVqvl8eNn+PsHEBoairW1FdeuXWfSpMl07Ngftfr3VPsNCgqmc+dBTJmygIYNOzJ58lR+/vzJgQKFaeeUJtosB1O5nGEO6ejQtjcOZmZYx1fxbYnfmhIpbDl27Ficx4mXXYdv9x+nYGj0/pVw85SYBKKlUk5YaKRzpVDKCQuJXNwpTBRoBa6m0kyJJsoxuUKm10amkOlJeX5v3JC706eT5tw5smfPzt7ipUlnahbxY5QrZGgF9pnZ6ua2ykXS64SiCkqz6MUIjEWYEigqYiAQWZDJ5WgNOH0yhYIwwUZ9hUqp8/8SqzUkFFkQijX8SkAhLMpFXCaXg8A+uUKhM7dMISfUX1eQwJiaStlT2eD2zYPg4GBMTWP/JClDhnQ8vnwtUlzBCFEFmbmF3jFF3koG+/neHYZWqyVt/3kAmKiUpPrsyOHuDciayoZ62TJQOUtant65xeFzFxjz7jMNG9eldbtmnDq/H41Gi0wG3boNpfvlN+zffwALCwu+ze6nM4/Yd8cYUQWtQGBCrI/weyHWxhgRD5lQgMDUsIiCGHrCBUJRBTEhEuHcYvMIhReMEHkQs9coMQuZEW2E42hFHlKFhXDo5Dlm/rOCnbvWxJsQiUTSI5fLmThpBCYmJoxZv48NA9sAELB3LsqvrwkISJfEFsYMmUzG4/uPGFdFvwisxtA9TS7XE5/5/z3lvbsXgSGhZMqUNOnQxqDVanF1/cCTJ//y5o0rM6cvJPi/95M7dSp8xvaislbLFl9vdu8+ROvWTZLY4nC0Wi03btxFownD2bmw6H3X3d2TNSs3sXb1ZoqaW7LGLj0eNmrsp8zh+pQ5vxw78KfuGiBriJK6praglfHjmz+WSjkPvSPb2JkocA/W/Z74hWqwM6JepDFiAFGXmOGy0brn1QIpabWRwY+YRknEfgnCuUFfDEIomS02b3ibyEaBYULZbf0+Qmlu+JWwg/C10L6YR4tMAoK5sHs/nTp1inHfqMTZKXr79i3pA9RA4oUw44OpU6fSr18/nJyc6NWrFyuePmRClhyUsLYhRSKnSknEP+YmKirky8auXYdo165ZrMepVasK06fOIzCoN+Zmsf+Of/36lZMnT3LhwnkeP36MmZkZWq2WT58+sWjRYho2bAiELwauju7I0y8eFE5tR0Y7q4gx5HIZ9fJno17+bAC4+fix+fZzOrXoykePn2TPkpEbd06zbt0C+vcfS/Xq1di6dRtmGq2oAy/x93Ht7gM6dmpF3rzR1+2Q+D3p1r09xYtuJCA4hBSm4Q8ACmRw5MaDJ0lsWcw4ffoiAd4+VMkTv9HMMtnSs6hJJZo16sCWHaspWbJoxDmtVsulS9dJly5NkkVRt27Zw5iRU0ihUpI7lQ0mcgVjSxSglGO4SIXmv+cYMpmMNtnSsWPTzmThFHl5edOlyyDe3H2EhVKFq58vzoXyMWLCUNKlc2LK2Fk8e/ovH798pZKNPbMcMpLJ1ByAzCaxW4Y2MdEX7pD4u/lx8x5hYWFx2u4QZ6fo9OnT5DdJCb+Z8pxMJsPJyQmA1q1bc33vXjZ++8ykd69omjoNLdOkEd3kJ/F7oNVqsTRRERAQEKdx0qdPg52tDR+/uZMzU/oY9//p7UufqYs4de0OlSqVo0wZZ1q1qvNf2oOWixevc/TokQinCCBXmlTkSpOK0ICgX44LkMbKkmGVijG0YlE0Wi2F5m/j7dv3ZM2aiSVLpjNhwhycnYthqZQz1aU0NfJkjrH9En8Wn92+USpXVsMNJX5LHBzsyZsnB6fvPadB6UIAVC6Yg0njlvP5sxvp0qVJYgsN8+rVW3r3GMy6DnUS5GFO7fzZMFUqaNu2N4sXT6Nq1fJcuXKTWbOW8uLFa2rVqsKKFbPjfV5jCFGrqZghNTNL5dfLeAHdjBHn1HaMOXgpyT/XN29cadWqJy4udRj8zgeFTIavZSgT/n3L27eu3Lx5jy/nb9LNzJ4MttmwsUtheFAJiVhQ0DQld+/epUSJErEeI875E9cOHMHMgENkjO64pTLpUjnKly/PwozZmJUtF/UdUrPnmxsj3r3RaSNMnRNDrB6RRNJw++1nrr35TMuWjeI8lp29LV89fhhuKMLEZRuQWVry4MF51q9fSLdubSlRoghly5Ygf/48HDt2lkqVKsfJPplMhkIuZ2D5wtSo0ojGjTtx8eI1pkwZwZs3tyhfvSLtNxyhzeYTPPz0PU5zSfze1K1eiZkzFvHixeukNkUiAdBqtTx68i+5otQny+qUip41SzOo/+hEK+YaW9zcvrFi2TralSpA+VyZEmyeKrkzs3v3HqZNW0yGDEUYM2YWAwcO4d69e5w9eynJCr6mTu3IJwMPw/6PtakJbXJnYujQSUlm7+vX73Bxac3gwUNZuHBRxFovpUJJVhNzXN9+4P0bVwoqzMlhYo6ZManAEn8UCSmuICRLmILTJ07GaYw4fUPDwsL4cfNenAxITjiamNIrfUbapElHVhMT3gTEXRJUImnov+UktWtXwdraynBjA9SrX5sZ63fFakFx6uod+vXvhrV1Sp3jGo2Gtm37UKVKdVq3bh1nGwG6lszPgfYuFChQlLZtexMcHAzAzJnjuXTpIPW7daLN5hPsu/d7bDKWiH9a1K/N4O4dmTTx1/n7Er8vMpmMDOmcCBEIrQxrWJlv79/To8dQPnyIH0W3+Obt2/eUKlGDk0dO0bZU/gSfr1KlSjx58hRvb2+ePn1Gq1atyJo1KzY2Njx//irB5xfi6+vH1AkzaZnZ+KhP97xZ8fMLYty4WQlomTharZZhwyYzfPgIevbsqXe+sbkNK5etZ+PWPUgbEiQSA0VoGA8PxU1sIU6hjbt371LA1AqCk/fTp5hgJldgo1Sx1e0ztwMDGJU2A6VspNzV342CmZzInTd+Cq727NWB3bsOsP/cVRpXLm10P/cfXnx19yR37ux6506cOI+fXyALFy6M13pCn7x8Wb5jH6lS2VGnTls0Gg3pHO0IDgrG9f0ngoJDcLKy5PKrjyy/9hj7FGbkd7Th+XcvPAKDSWVhTpeyBciX1gFlLEVBJJI3rRvVYfL8pUlthkQCkTdvLh6/+0zBLJHiCiqlgqNju7L8VTANGrTn2LFtpEmTOppREp8zZy7SqFhuFrSonqjzmgmKg2bNmpVPn76QL1/iqI5qNBp27jzA5HEzqZI2FXWypDW6r6lSwaFDhylXriyDBo2nadO6lC0b+9ShmHDgwHE8Pb0YMGCA3rm3wYHsCvYmTKMho5Mj23x9UAYqqG5ukyi2Sfy9yF5/wM/PD0tLy1j1j5NTdObUKTKEyQnT/loNRqxAq/CYuUKmFz5TyGTRKtFBeLpamDrymFwhQyAyh0Klq1gn/0995ILzrxe3pwN82blzNY8ePeXEtQdUMdNfHCoEKiZiqXMKlUDFyqjCsyJqXQKVKKHKnFgbMcTUw4TqdHITlU4oXqFS6in5KMxM9BTihAp2co2+wphQAVCMMGEagEBxVFTxTGRTXfcyBWm3YAXt2jfHwiJuOcwqlYpOXdpw9MJlo5yi/yvNLZ8wgfoNaotu+jtx7DRlM6ci5NQaAMJ+fscsisR4oPtPUdW/qKj99dMs0ltbMtulDLbmptilMENpYcannz6YqSxJXzQzuVLbY2JuQt0le7j56gNt2zblrVyGwsqJdjUq4ur6keYLVxEaFMiR/s3J5miHiVKh990B/f+70kI/xVRPaU5EPlVPWU5U7U3wWxKTYRW2EVGE01ObE1WEi/lc8UZs00sEv2OZTP/z0v6nvPf+81eyZkm41CSJpKVk2RJcfupK1/r98d8+NeK4ramc4VllKItlp3GDdly4fDhOypzxjbe3D6mcKxtUlwPDSphywX1LptBXpPs4toveuBmmriVdunS4ucW93okxfPvmTqumndH8+MnsAjkoYGdDiG/kdoSwEN33qTDRvz54jO7GqmJZWPvgLi127ufTl8cJbjfAjh0HqfnBi8PpC+kcL/f4At2KFqHnwE6salYfR8dUzJ+3nLMrtlDbXCn6HoTrKY0g58oitYXO+iEFEBqk+3lWsDPjw7fI7J7MKVQ899Xd2hGi0ept1RAqs0G4gltU9NenQgU6vSGMTgmLj9QxMfU2obqcuAJd9EpxQtsCf5ELF3WcEI2+Gp+Yjfro9zNm642wT0ELOy5fvkzt2rUN9hUjTo+CHxw+gUL959VD8Q4Oonv3Iaxbt4Pu3XsktTkSsaBo5jRUy5OJ2tWb8vjx8ziPV65cSU5cvYOPn2HhhrCwMGbNmsWyZUsZPFg/rQDAz9ePjI7xX/A4s50VTQvloGrOjBRJ70ixjE40KJSTmnmz6kR/9vVshEvhXOTLl4v5i6azePE06tatQd++XXj16gaVK5ej/IyNTDp4icCQ37MWhoQ4GdI6ESbVZ/tjcXGpzpEjR35Zw2Zw7dLYqeScPn0xkS37NeF1eMK4fPlSUptCxoyZcHX9mODzaLVaencbTGFZGFuqOFPAzibWYzlamNOvaG5SqJTcuHE3/oyMho8fP5Naof/A6ObNm2TOnIE+fTrj6JiK0NBQFs5bTgez+L/fSUgISRUYyvnjJ2LdP9ZOUWBgIOrnb2PcTyxyJMQY79AYUQNhpMZY6tg70rlzZ16/fkPLli1jNYZE0rOwRTW6O+egcf027N59KE5j5ciRleo1KlOuyzAmrNjC83eRN02NRsOHr9/ZceIiXSYvIm3aNJw4cYSzZ/eQNavuE/mQkBDevHHl/PmrtK9eJk42CVGHafjs7UfoLzbdunn7sfTCXU49fYubtx8tiuViwdyl/PjxU6edTCZj/eZlLFs6kyeBGpqtOkjAf46Rm5cv7zy88PQLjFfbJRIPJ0cHXr91JSBA+gz/RNKnT0PWrJk4ffr0L9u0LJ6b7ZvjXtw6Pnj69AWVKjXi7Nlr1K1bN6nNoWrVqpw7dyXB51mzejPub94yoGAO5PGQQm1pomJKmQJ069QPLy/veLAwesqVK8EBja/eXtv8+fPz9u37iNc3b97D1sSUjGK13OIB/7AwPNQhEVGN5C4mIpGwyLRaXpw4F+v+sU6fu3btGoVT2kFAqOHGvxntUqWm0vwFSW2GRByRyWS0KV2AIhmdaDh6OhYWKahevSIqsYKdRrBw8TRu3rzHiRNnqdpjFOO7t+bw5dtcufeYlJYWOBcrRIXKZRk0aSSZM2cUHWPQoPFs27aXRhWcsbGMP2lSNx9/aq89hNLEBC8fX3KkcaB/ybw0KJEvN4O3+AABAABJREFUos32O8/Z9OA1qodv+fDJLeK4h8cP7OxsWbBgJfv3H6V48SJcPn+Z0NBQChctxMXnr/ANCuH2uy+0Xn2QtI6p8PTywSFlCs4Na4uVefJJwZEwjEwmw87Whp8/vUiRwjypzZFIAAYO7E6HDu2Z0qQi7SrqF0BtXDwvMyeu4fr1O5Qu7ZwEFkYyffoiunbtzogRIwDwXDIsSe0pU6YMbm7f+PDhExkzxrwMgzE8ffqCmVPns7lKcVTxWES5Sua0XP36g4EDx7Fhw+J4G1eMKVNGUPPyTQ65edHALHLfdaZMmbCxsaFWrVakT+/EuePn6G7lmGB2dPn4ArmJCSqtFkVIGOlUZnRTOSTYfMmRMJGCrULUIil0fyopv//E3d0dB4eYfw9i/Ws8e/YsTkFJIwMpIRET8qZzYPXqNSxbtpl8+SrQvn0/9u07GuNxlEolZcuWYMqUUYybMIyTj17QvFNrnj2/xr8vb7Bl+0q6d2//S4cIIHVqB0xVKmZ0bhyXt6RHkDoUpVJBh86t2X9wMzYZM9J991keRZHgrl8gO9ZKOQG+flQvnIuCWdJTpWBOalRtTPfuQ9i0aQ958hTA0jIVK5pVYlPbGmQI9GJHtwaktrLg4w8f7O1sSJsmNQXy5MDtpw/+wb9XfTKJcMzNzKRI0R9MnTrVOXRoM4vO3mPK3vN65y3NTJjWtDJDBo4mMNA4Cej45vDhk8ycuZi7dx/i4uKSJDaIoVAoqFu3LsePn02Q8T98+ESLFt0ZVTgXma1itxk8OoY75+HOnYf8+2/CKuiZmpqyZfcajmr9eRwSuZdHJpPx8OEjRo4cQ968hZljn4lKKWwSxAafsFCC0fLS9Q4b9qwlVZ6suCukSNHfTmELO86f17/uGYNMG8tYY9NCxan7yS/itTEbq8RS58wEG7HFNuEJN2uLtpEbbqMnjmAmIo4gaGNqpb/ZXdhGLE1PKKogV+nPJRe8L1GRBeFGdZEoh0IwtjE1CzQi+0RkCuH7ErFZUH1aVPhA0Eb4PsUQG8fQZlpjifo/fOfhxf2P3xh76AoTp42hdevG8ar+ZggXl9b0q1iQhmUjn95qgw0vTsP8/fSOeb/Rldb94u3H7MsPue7qRrXs6bExVdKxbCGcrCwi55JBmEaLiTLysz705A3dNx9nW9cGVMubRfS7CuAVEMT1N59IaWaCQqkkq6MdaW0jpcaFwhBi32e5IIVCZm6h10aI6OduhKiCXhuhoAO/EFHQm1/w+xYVghD+lkXaKAX/HyPel6jwguCY1hhxhihtwsLCsMpXhnfv7mJunjApLRLJg2/f3Cld2oVnz55HFCt3XzAICE8zGrjnPI991ezatTpR1ej27DnM9HHTaVwoG7mcUtGoaMyU3sREe4TXG7E2QrGF4J/619WMM9azb98+li5dxN69a2NklyGeP39FyyadaJ3egeZp9aW3A3/qOqhi4kzC+2nKNPqO1Yz7/5Kxfh2GDesbR4sNc/HiNbq07s1E0zTYKVRYiayHVJa611lLR/3rvvC9CoW1AAI8de+Vr4ICWGmt4PLlgwA8efIvjWq2ZKZZOsz/u5a+9NN/cGdMxEQotiCGMSIJsanTY0wfsTW3MdtThO/dmO0qscEIXTHRuYXvQew9CccWa3OvUXkWr1ll2AgBsVpl+vv7I3dNnrUOJCSiI0sqG5o452Ffz0YsmbmADm178eaNa6LMrdVqefHiDXkzGS+5GhPSWluysG5ZbvZtyrRapRhW2VnHIQJQyOU6DhFAwyK5uDeuM9XyZol2fJsUZtQukJ1yOTJSLlcmHYdI4vfB9dMX7GxtJIfoLyB1ageaN2/AnDmz9c7JZDIWNq2Ms3MJtm7dmyj2PHz4lFu37nPm9AWq58nMSJeyMXaIEoNq1apx69bdeI2mnjp1gXq1mtMzsxNtcvw6myA+qJDanvPnr4mei+89NxUrlqFHv84sC/MkNJH385jK5QQFRTqS+fPnplL1ChwOTfg9VRLJmw8XrsaqX6ycouvXr1M4pX2sJpSQSA7kSZuKUwOak08WTM2qjejZczjHjp3F0/NHgs3548dP/P39yZomVYLNEVvS28a9yK3E78HSTTupV79mUpshkUj079+V9evX4+XlpXdOJpPRp09fVq7cxIsXrxNkfh8fX/bsOUyPHkNp1aQjw3oNxufVS/pVLpog88UHVlZWFCtWjMuXb8TbmNMmzGJsoZzUi1I/KqEIDgvDykr/odXq1VsoWrQavr76EbK4MGR4X9IWys0WtSeaRHSM7BUqPn9203H0GjVvwCellEL3t2Pj6YOHh0eM+8XKKbp06RJOIdJ+IonfG3MTFUNqlODWqA4UKVKSjRv3UqJELebMWUpwcLBon7CwMD58+ExISMz20qjVambPXkqDBvVRiqVWSUgkErcePaVePckp+ltIm9aJUqWcOXZMvNK7s7Mz3bv3YMuW+I8WrVq1mcKFq3Dw4FkKFy7JteFtOTugOZs6uuBkHf/7aeKT2rVdOHMm7hLhwcHBrFu3jfcfv5AhHsV1ouNrQBDp0jlFvNZqtcydu5xlyzaQL18B5s1bHq/zyeVy1mz6B68sqRkf6Mb3sMTZa3rd34vAwEB8fHwjjn358hVbzd8hKJCciU3aoBghmti1KWQZXq8opsTKKbp48SJyIwpxSkj8DliZmzJixAhOnjzFvXv3efr0LUWKVGPo0Incvn0fAE/PH0ycOIesWYtTs2YL8uevyLhxs4x+4jZjxmI2bNjBwIGD2HflHvdff8Q3IIhLj1/Sd/V+lh27woiNR9h15T6+SbTxWeLvwMxEhY9P/D4plkjeuLhUYdeunb88X6VKFR48eBKvc6rVambOXMzVq9c4fPgIo0aNwtJAQerkhIuLC6dOXSA0NHYKu/fvP2b69IUUK1aDkyevsKZCUXIlUkTePTCYt2/f8+zZS7y9fWnfvh+nT1/mypWrrF69mk2bduHu7hmvc9rYWHP87B7q9+3AUN+PvFUnvJDL3G8fAPD0DC8rcerUBaZNnENBze/zPZNIGGwCQrh4Mea12GIstKBWq2mfOjOtTCMlGMU09oVCB3ITkc13IkIHQoT9FCqRzduCjYdiNYyEogpysQ2MgrnE7BNuBhTbTK404sKvJx5hpi9rLBeKR4iMKxxHzB7hhlPhZlOxNmLozSWyUdwYsQixuYTHhCILxtqo915FxhH+X4XCEAAfQkM58eQtm24+RW5igrvnT5qXKchQlzKkt7fm9VdP5hy5yn23nxw8uh1Hx+hT4saMmcGyZesAKF68KD9+/MTN7RuZMmXAxaUK7u4/sLe35eHDZ7x//4mTJ0+RLVu2iP4Bu3X3BASIVFzXhOh+riZWYptZ9Su/C4nNd+FX4gw6fZQi31+h+IGIiIGoIIFQtEBMMEEotCAiUiJmk/44wu+9mIiCEYINKiNs1ps7fqKK8uylAHj16hWlS5fi4cPzWFgkzlNriaTH29uHGjVa0LJla/ql8tcRlwnxDeDAw1fsdfNlz8HN8TbnpUvX6dyuN8/GdY44Zsz9IbYIrxNhQfrRijCh0IKX/sOBsKDwLAGtVkvHo9ep0qoJg4f2ibE9zgUrUtxURb0Macj7nzMUJsiwCVPriwkECcQWjBGEsnDU/S27Bwax7c0njn/6httPH5rlycrIwjkx+S9Loc+1R3QYO5SGDWvH+H0Zw759Rxk3YCxzLNJjJQ+33yqDbjqf2PsSiisE++h/hsE+kVkcq/3dcWhSjdmzxyOTyWjXri+NGjXHbMRcnT7eav17ml+o4LMQWQobE+2IL4yJmggREyqIjcCBMX1iS2zmslTqXxNiI8Cw09GMHY9iVsw4xnWKHj9+TEFLG5CK3Ev8weRKk4pcaVLRp4ozz908yJMtPSlMIxex2Z3sWdGpLlP2X6RD254cPLINE5NfL7CnTRvFuHGDCQ0NxdIyesW19eu3U7y4M0uWLKV169bx9p4k/m60Wi19+vSmf/+ukkP0l2FtbcXhw5tp1qwrT81lzGtWBUvTyOvVF28/7j18Fud5goODOXfuCuvX7+Dff18zuW7ZOI+ZVMhkMqZXKESjxWuo5VKdvHlzGt33+3cP3D1+MLRW+QRT94oOB3MzBhXKyaBCOQkKDcNMIK5TzNqCKxevJphT1LhxHe7ffsCynUcZaZZwqoY5ZSpuPfk3wskPDQ0lVapUSHFwCQDFBzeCgoIwMzNeVCjGj2hu3rxJVrkUmpT4O1Aq5BRI76jjEEVlTIMK2GrUjBw+yeBYZmamBh0igE6dWjF9+mhGjhwRY3slJMTw9vamc+dOuLl9plevjkltjkQS4OiYiuPHt2OaJTvVF+zgX7fITcgF0znw09sHf/+AWI198+Y9+vYdRZ485Vi6dBNNmrTk1avXNC2S/JTlYkI6KwsGl8hD374jUauNfxIcFBSEqVIZ+0KQ8YjQIQIontqeKxfF1enii1HjBvMo0BevsNilHxpDaXMrnj56xoYNO7h16z7p0jnx6NGjBJtP4veikLUdDx48iFGfWDlF5sFSmEhCAkAul7Gqc12unbvEogUr423coKBgKleuHG/jSfzdfP/+nUOHDtGiRQNUImmEEn8HKVKYs3T5HPqPHESDpXs5++wdAOWypadc7ixcjMVCeceO/XTs2J+iRUvz6NFjrly5So8ePTA11U8J/x1pkTcL1tZ27Nlz2Og+GTKkQ6ZS8jmZFkjOa2fND8+fvHr1NsHmSJHCnGpVynMtKOHksU1kckZZpGHQoHHUrNmcnDmzsXbtWr6EBvM4xI+fYdJa9W8mk1bBzZs3Y9QnVk6RhIREJFbmpuwf0IItazfRr99oTp48z4MHT+JUD+L+/cfY20uy9xLxQ44cObh27Trz56/A29snqc2RSGLatm3K1p1r6L3tFA8+he9PrJI1DSePnTGq/9OnL1ixYgPjx89i2rRFnDt3nsGDB5M+ffqENDtJkMlkdOvWnYMHT8aoT8nihXng6ZVwhsUBhVxGzYxO7N17JEHnadqmMdcUCeuY5DJNwZAhQzAxMaFDh+bUqFGRBQpvjqc1Z3TQZ9arPXFPJDU8ieSFSUhojH2WGAkt+Pv7MyRPflrYO0YcE274A1AIKhrLTfR9L6GIgdhmS6EYgphYg/7choUYxKpEC+cXE0sQ3SRqRCV7vU3pRggUiG1cV1kYzosUEw0QItyQL4aY0IEQ0Q3wAoQbW9U++ukZQjGE/2901WljhM0aMQEHwdhiNgv/r1ZZ9CuNKwVCGGEh+hf6H95+LLv0gEdff/Du+08sbW2YPX8K+fLlImVK4+VnPT1/ULRQJZ4vGIhVCjPkIhvyw34hGR4VhYXunMKN/gAyE5HvlEZ3s6s2xAg1PGMEATT6m4qN6adnozFiDEaIOogKJhgjqiBE5PMR+1/Hl2iCUQj+14q8lQBo27YNOXOmp3//bolni0Sy5dixswwdOpFDXV0wN1FRasYm/n1545d7zvz9A9i37yiTxs2gRp7M2JiZ0Kl0fjLZWQP613sx0RbhvVX03q8SCiMZ/u1owvSvL0KxhRBf/ftPiI9/tH0AvAKCqLzrDG9c7xodAVu6dB2PN+9gZL4ckWOLlDIJ8dedTyuyu18oHmViIXLNEYo3iayFovLQ4yfjnr7j1oPzKJUx3l5uFEFBweTJU5anT5/xrHoDvfOmVrrfhTARQYSowgoAoYH6a4FvkwYyePAgKlQojbv7Dzw8PFm1ai5eXt5cvXqbNWu2MFxmT2Zl5D1AKLSQkIiJCySkiEN8iS3ElyBDbMYxUYn4FkLhNRHfQuh/rA0NZOuzx0ZYGU6MIkVPnz4lv33yKzwpIZEcsElhxuhapdjR0YUbw1rToVh2hvcZRqH85Zk8aQ6HDp2gXLl6zJ0bfY2I27cfUDxXZqxSGL85UELCGHLmzMX37zEvaCfxZ+LiUpVBg3rQau0RTJUKlHK5Xo22I0dOUa1aUwrkKUOu7CU4sGodWzu4sLBJZSbWKRvhEP3JWJmakCWVLffuGb+4yp49C5+S8VaDgvY2pFPKmTgxUqlt+/Z9pElTgNSp87Fy5cY4z2FmZkrlyuU4depUnMeKjg0b1uPr68fx42cpV64iU6ZMo3nzbjRu3IlUqWwpUqSgFC36S0nh7UtgoPFprDF6PPDo0SMyqUxARNJZQkIiEplMRtdKRelaqSjvvv9k7aX77L52jadP/+Xp038ZMqSnjixuVDw9f+CQUlIHk4h/Pn78QM6cGZLaDIlkRLdubXnz6g1NVx1EKYcrV25Sr15NXr9+x+HDp1iyZC1btmwl9dXd2FmYY2Hyd+5JK5HKmiuXb1C6tLNR7R0c7HEPSL4152QyGTOd81J51SbGjx+MiYkJ3t4+dOrUCRMTE4JEMjZig4ODPd7e3iRkYqWLSx2eP3/OokVT6dixP4GBgaRJk4ZHjx4xdeoUUqWyY22wB4VNLFHJkoP8hURikd/enmfPnlGsWDGj2sfo2/H48WMsJYdIQiJGZHG0ZWrTKmzp3oAdO3YA4Or64Zftg4ND0MRhP5KxaLVadl+8zaVHLxJ8LonkQd68+RJ0c7XE78n0meNo07MLHj7+dOjQjzx5ytGwYUcOHz7DjRs3cXFxIYOt1V/rEAFUTOfAji27jVahu3LlJgVtUhpumIRYm5pgamoa4QCZmZmhVoegVCqZPHke9va5aNWqJ//++yrWc5iZmRIQEDtVQ2Pp2rUrM2bMZNiwSTg6OqBQKKhYsSL9+vXj5s1bpEmTDr+QYGZrPJij8eBsqLSv8m8hs8o0RoqEMXKKJKlDCYm40aJFC1asWEGdOm358uWraJvN67dRKXfGBLVDq9UybedJpu4+Q4e5G7n06AV+gUH0+WcrH91/JOjcEkmHs7Mz585dxsMjfqvZS/zeyOVyunVvR92alZnTrCo3b97if+ydd3gUVReH323pjYQQEnoNvUlv0qSD9KKCovQiKh0pCqiodCyAIAhSRZrSlI4UKYL03msgpLdt8/2BH7AzQ3aybLJJmPd5eB52cufeM/3ee+75nevXb3Ds2HGKF1eenwdg14UbrP334gsJzWRGqoUFE2bQsvDH5YrKb9q0g/rBOewXdDEeHu6kpDxeWmY0GtFqtXz11VckJCQQHx9Po0bNaN26O0uXrnaofi8vz3QfFOXMmZOePXvSvn1HypYta/O3ggUL8uef2xjim5drCXE06dWF1cYobloyrxdPxXn4msxpGrukSWjhndIlGFggz5PfciILYjEEuWA/uf3EQYJyAfFSwQT7YzpHxRF04kBPGQEDJUIDkuOSFZSwb6OS9nUys3hKzpE4GFYuOFaMXFCrWNQgJUqaQs0qFl5IkK71FJdRapMYJQG8bn7SvEEeQX526xYH48oJY4jFGdwCngofjF7+Bze13sz/caaN8IbFYiEkpBS3vxmGx3916mREP7Qi8QGxiACA1ifA9rf34+O6HRFJ3y/ncCcqjmUrf6BRow5s2rSZn376iR8XzGdQp+Z80qvL0x3FAglyIhwisQEhQToTJxZsUCTgABLRBK2HzNJCURm58yERTVDw/MohrUfmfSaWvVYisiBXRk6cQm6bCEHm+YTHg+Euwz8jMH9+vvp6/HOXcKq8fHw0eDQb1m1mTf/2lApVpnyp++8+N1ks7L94k83J/mzb9gf37kVw+fJlcufOzZ1J/Wz3kfmWid+f4nenUsyiJV+mBOk7Riq+kCApY04SiR/89847/yiGnjv/4cDhP8iZM/VzVK5cPeaUKkyYt2eq5cTCChaj9NmV7zNpRL/lgs5F/QiZMh/eT6Fhw+r07t2dnj0/ImX9QSrobD1c960p/OoRy79n9irKtfcsU6d+z+nZP/OOZzA5CtrGnykRVrDKnI9m1/598v/o6Gj+KlUHePx+MyMw+NFVkv19WLx4MX5+ftSsWROAdevWMXBgf3r06EpERDwN1u6V1O0tk9dJjHglh1bBe1RO4EsJcsIbjrQlFi6T7RuLxc1k6hELGSg5LiVCanKI25JrT8mzMdeqY8Eff9ptD9LgKYqOjiZEgQKMioqKfca0q8e9ixcYPfpzmxnV7dv3UiBXEAYFg9m08OeRk0xasJIpP6+lao9hVKpTg2EjB1GjRjOqVKmCRqPh33+P82q9msxauZGwFu8x6tufs91s78uORqNh6tA+7PhzF6VL1+Xo0X/t76TyUvBKlUqg0fD31Tt2y0bGJ7Hl5GU6zV1HvSnLKPnxHCbuOoGnJ/z55yr0el22yVP0LOGB/rQtFMb7/YbbLevv709cGhK+uoovvpjM1KlzEASBAweOkF8rnVAK0bqTT3BjzncL01T3P/+c4LuZ86igTX1g6CgpKSlMnDjxySBFo9Fg0Gip7ebLgwcPmDx5Eg0aNODOnTvs3LmTzp07c/v2Xa5cucbatWsyZJm6iusx35dflSOHYqGFixcvEp4z0CGDVFRUbPFyd2NBn7aUGjyVLl3aUKFCGQDi4uLJFeCDzkEvxrMIgsCUlZuZuGgNRpOJLl3aoE8wsmLVfCpVKsft23eJj0/g0KFDtGnTmo4dW9OjRxf8/f149Cia7m/149MFq/jk3Q5patNqtWK1WDh09grHLl6jVa1K5M+l5lzKLOQNCeb8hh/ZdD2ZLl3eZeLEkXTp0sbVZqm4mDff6kDNWlVoWK8NDcPzkz/o6ax+otHErUexnLsXyfJ/LnDo8i1KFi/CO317Eh5ehNy5cxEaGgI8fgfExsbh7589VekGli9G47W7OHfuIiVKFHtuOX9/X+KyQAx2ZGQkhQoV4ObN21itVnI8p1tYM8WT2TN/oHWbZhQvXsRuvRs2bOGD/iPpbwiigrvylBRpYdOmTUybNo08QYUp7vZ0BUF+vTutWzdj0KB3ad26O6NGjWLTpk34+HhjMhlYtmwNer2e276+5NOrKq/ZHV9jMikpKYomahQPii5cuEBeT08Q7C/dUFFRsY+v5+MHNCoq+sm2Nm2aMXbUJM7feUh42IvJ309ZtZlV+45x9J/t5MmTW7JUKk+ex/mYPDzcOXZsu80yPh8fb35YMIMG9dpwPzIaq9XK3Ucx3H0YRfcmtRjUoRkAR89dpuPYGRjNFuLiE0hOsV124u3liVUQGNSu8Qsdi4rzad26NTt37uLVV+tSv34tQkKCXW2SiospVKgAHw7pT9d5ixj+WlXO33/E5rPXuHjnAXlzB1OwYH7a9X6XxW1b4Okp35k0Go0YDAaMRiMeHtmvw+mm09KmSB6WLFnNZ5+Nki0jCAK+vj7ERmV++fv9+/dTtWoF9u8/TO3atdH8dky2XJDWjTpmb1o26UKj117ltWYNaNOmmeS7EhUVzfDhEzi4ZRcj3XNRwi39lFR/+mkRQUE5OG5OtBkU+Wh1HDx4hD179qPTaVm8eDEAgwcPZubMmbi7u3Pv3j22FKuRbrapZB6KBwVx+fJlSpUqZbdsmgZFxYSMS3alopLd8fYwoNfrqV69Mvv2/U2tWtXQ6XR0f6czY9fuYEW/dmi1jsd8rNp5iCnffEnevNJktAA7djxeTx0cnFM2oXCRIgWZMm0iiYmJaDQaGocE4+fny4eDR7Pn3/NUKlaAJVv/olnLxgwdNhBfXx9GDp/AxROn8DTouPIwhlzBgYTkyJ4zxtmBMmXKUL16ddau3Ujfvu+42hyVTMCg93uh1+lYt2c/BYoU56tBg6hatSI6hcvnN2zYSv369bLlgOj/tC+SlzdWrWf8+CG4udnGM1qtVpo06cL585doUz5tIhWuIF++fJw5c4xHj6KpV68+954zKAKogA8hCUburP2LqWcusnPnPr7+etyTGfjExCRef/1t6tSpxzTvvLino/z1sWPHWL9+A25ubpTztRW0KGbwpHOnVpQvX54ZM6Zy6tRZ8uXLQ9WqValQoTwnTpzk+vXrakzlS0JBHx8uXLigaFCkWGhh4Jtd6WWKttmmJIhPLLygRJxAri45oQHJPuLgZqQBXnKdP3HdckHzSgQL5I5fCXLt2Ssjl+FbfBxKzrVYHEG2jIzIgXibkmziAOZkcfZumbqtaRd+kEOJeIfe0/aDJidqIC/6YXv+DX7S2TCtSHxALEZgtVqpOWI29+ISefDwEUuXzqF584aYTCbatHmHqlVrMG3adOKXfGpro6cXNx9G4eflgb/X47Xa4sD+qPhEwvt9wZUrhzHIPBcAFSs25OuvpzJkyEfMmfOV4vwbUVHRbNz4J2fOXODVV2vSpEn9J3+7efMODRq0Izo6Bi8vL1q1asnXX0/hzz//pHN+23NmjY+WVq5AREAjOa8yQhTetoHCGjeFHTQlz4PIRonwAkhEHDQyNkrKyDzTzxNMsEGBzXLn9f/HceryddoN+4KWbVowceII+3WpqKTC8OETCA8vz5AhQwAUCS2IkXvnir8LVpnvgllGWEH8zbHKxPmIhRXkxX5su0o9Lz3kgw/eo3HjejbbN23aztdff88//xzjvVLFaJYnF8X8n76P5ALDxVhFbSkJStconEAT91Me9hzGkCEfIAhWZsz4htq1azPa3XZ5nJtM3UMfHKdVq1ZUr16OESMGIQgCvd55nzs7j/CWJhCNRkPBANvlSj6h0mV0pgTb62FKlp57U7xtGaNgpV/MNSKSEvk0sACV3KXS5xZBYHDCLSZ8M4l79yJY8tk39NMEc9mchAENN63J1HTzJ8Td9nuSM59UaEkqRmW/2ywnQCDpjyq4rnLCGxajyB4F3wD5foyMIIPo/nSW2IKS+15WIEJrXyBCKiJh+9uk0bK7WgOGDhtm1wbFvfjk+3eVFlVRUVGAVqtl55h3eCV/CLkDfBnQbyhTpnyHVqtl6dLvuHr1It98843NPrFJKXz+63aqDZ9N2DufUGX4TKZv2E3CM6pLMQlJjF+6maJFCz93QASPM64nJCSQkJDwZCmdEnLkCOCttzry+ecf2wyIAPLlC+PChQNcuvQ3w4cP4M8//+TmzZuKc3uoZDxlihTg0E9T2L59n8Oyuyoq/+fkyXOKEyVmZbp06cqaNZsk2//4Yye1a9chPj6epZev0/fQCQ5GZF4J/HPnzlGsWGHy5s3DwYMHiYiIULSfj48PPj7eFClSEEEQ+GTslxzZcYDOmhzp6oExCwJTkiOISEqkWY4Q2QERwGMLBG7fusvqn3/ldZ0veo2GcIMXbloNy5IimGy5z0WTVAFXJXthEKzcu35NUVnFgyJLlJq7REXF2bjpdawa3IkLMz9iz7h32bPnMJMmzSAgwJ9Rowbx/vvvM2jh75y6cZ/P1+2m1NBZHIs20n9QT957tyuDR33EX/cT6PTVYpJSjMQmJtN60gLifIOYN29Kqm136dKGfv36ER5elPz586RaNi1oNBr8/f0YMOBdevTowq+//orRKPUaqmQeAnx9WLFiBZ98MpV795R1ilRUxCQkJHLmzDkqVqzoalPSnU6dOrFly3YSEx93qgVBYO7cn9i37zC7du3k+PHjlC5aiMXL5zL6+FkikjJnXpwjRw5ToUIpmjatx5IliwgPL06CoEwg4v79+2i1WgYNGs3Gn1bTX5MTt3RcMgfwQ8pDDkQ/pKCvH93dni/+pdVoGOuRm6mTZhB57Tav/Cf2cNWcxAFzPHqdjg8++YjFQky62quSOYi7eUNROUV3r9lsxtOYYr+gioqKwxQMzsGbb77FkSOP13QXL16E6dMncs1qoNO3v3LB6s6+A1uoXO0VNq1ag+XmVSaM/5Jv50whuEgR3pi5gjqjZlOuRlW+nzuFYsUKp9pe27bN2blzDWvXpk1mNS0ULVqI337bwG+/bSA2IX0T+Km8GOXKlaNZs6Zs2rTN1aaoZFE2b95OjRo1sq3y3LPkzp2bli1b0q/fcMxmM8eOneS7737ixx8X8e+/Jzh27BjlKpWjVq1q9Oj5FlPOXXW1ybJcuXKFokUL0aVLW3bvXke7di04plX2rv700wn07j2Ehw9jGaDNha9WcZi6Q5wzJrIp6j7Fffz4wisPPnbyv4Xo3fjCOw/VtZ6sNEZjEQQ2aRMIblOXadMn0rVrO64lxJGixstne4wPlU32KbqD79y5Q6HAgBexR0VFRQF16tRhwoRPyZGjGMWLF+W11+oy+uOPqFq1IjExcbRr/RZJsTGs+PANiobm5LVP5tGgfhuOHd/JiRNniYyMpH792oqWL2i1WsLDi6br8TRoUJs7d+5x/vxlKvcaw7cf9uC1KmXt76jiEkqWLMXVq5ddbYZKFmXNmk107fqWq83IMBYs+JFWrVoyePAY4uLi6dWrN3XqPE4kevz4Mcq/Uh6AYSPep8LiXzgfHUepXAEutFjKrVu3aN/+XbZuXUXVqhXp378H9ZetoYbVF52d70izZs1Yt24dTZo0YX5w+r/X1yQ8xE2jYbJPXgwKPFI3zSksMUcRE+xHYmISfzy6SZHihfnss9HkyBEAQMkihbh0L4nSbmlLSquStdDEKvMIKhoU3bx5k2DcSHz4dPZATlRAkg1XJjhPmWCBdD+9p1hEQCb4SxwgJiNgILZbNmhLtJ9cALSi41AgdCCfVVgUjCdzHOJgVY1WC6LE3EpsVFRGwXHICT/o/GxfMhqdFrFKvLPEIJyFEpENiYACgJ0ZKwDBaLt8wpwoXU4RunsxR0a8wZAVf1Ixfwh3L5+jY/sVfDx2KMWLF+bU2QscnzKY/MF+CGYjFQvlpmRIATQaDeXL21dWyWgCA3Pw/vu9gMeJaft9MIaxY8fTu3dvjHtXSHcQ3Q9CkjTbvDUxznaDWRqvJL5jNCkyS1cUXDNZ4QfRNkFGREEsfCHI2CgWaBCUvC+U3GcKxCoAiUCD6e91VA8U6LNgG+PGDUk1Hk1FRcyDB5Hs37OfqeXCuDX+ryfbrUbbpVgp0XIiBtJ7Vix2YDHK7OeAKI9ckLycaIM9znRvBcDnQXr67tmHu1ZLIw8rp95sAUDUP+fQln886eTh4U7fQe/x26U7lPeQvtOUClDZQ04gwh6BcVEAvNHxPdZtXEaZMiUoWKww7X74kWrVqgHwiad08mxJzpJP/r+CYfjoNfiLAvDFghGxt+LwzGEremNMkBO+kB5HyzsnaSEITyb8NoSWSfW4kq1WRsbe4MPhA+nVpzvjx31J8xaNaNCgjk25qrWrcmvjLurkfNxfEQuIAQgyfVLxsckLUonL2N7nSu86SVsyfSJxGauMQIOjSESrFAgrOCrQoESMQlk9ttt8jVbi4+Px8Uk9Z5aiJ/Hu3bsEqR9IFZUMwcOg59tuzej5aiXGtq7DRy1rM2LEBNav34y7uztfrt/zpGyd8AIc/vsIycmZf3lrw4Z1WLNmIWPGfMzBgwddbY6KDLXKl6RI7mCGD/sUhcKkKioALFv2K01LFsTXXUZpMRvjZdCz8NVXmFe3Ij7P9JMKeBi4eP7Sk989enRl9epfSchkCV0/q1aWufWrMLJsUTq1e4dbt+5So0Zltm7d6mrTJKRFwOFwShwVK5TBy8uTvj0/Yt3SNQzsPZSTJ888KfPoURQVXinPVcXDE5WsSl5/P+7du2e3nKJB0b179/BR5dxVVFzCR81qsGbom6z5ZQO1SxRgbPunim/NKoVTPsSfzyemLqqQWShWrDADBvTgp59+crUpKjJoNBp+nvAh/x46yhtdenPrlqo6qmIfq9XKkiWrebNc+i7HzazotBpJh72QrzcXTp9/8tvf3w9PTw9MGbjyQQnBnh7UDA2maYFQmobkYPqUb3jnnS58881s/vzzT1eb94TExER27NjBo0fKRL/OYOTC9ZvM+3w2wX+dYpJvXkKMAvv3HwbgypXrVKjQgFOnznJfxpOvkr3I5enpvEHR3bt38VCSL0NFRSVdaFS2KLe+G87KQR3JneOZnBdaLV+92YS1v2zg0KHnJ93LTBQqlJ8ffviB92csUr0RmRA/by/2zP2cqgVCqVWjGVO++sb+TiovNTt2/IWXlzcV8gS72pRMQ2F/H06eOfckHYHRaCQ+PgE/t8y76qZz4bys/XUjRqORhQtn0rlzJ4oVK8pFi3TJX0bTv38/evfuSY0aNbh//77d8g30PhRLtPCpR25aeQcRonPjQkrCkzQSEydOo0iRovwwbwmFdS+Xd/NlJNBg4O5d+5N8ij1FKioqmRNfT3faVCnJgQOHXW2KIlq3bsqVK4c5eu0OI75bpg6MMiHubgbGvNeJ0yu/YcXSX5g3b3GGth8Z+YjNm7czc+Y8xo//mvHjv2bs2MmMHTuZGzduZagtKqkjCAJTpnzHyJGj0jU/TVajoK83hbw8WbhwBXfu3GPixGmULFkSbSY+R3l8vBhXMZw33uhHpUrluHjxIF9/PZaNhljOuXBgdMecwu+//8727atp1aoRvXr1tLtPMYMnH3iG4PVMHGZtrwB++WUDANWrVyIkJASdIFBBaXJvlSyLj0bZWEYdFKmoZAPyB/py/cp1V5uhGD8/X1at/pEdJy/Q+KPP+XjuCj6a9RNV3htN/jb9qD9wApMXr+XUVbUD7EpCggLYNGMc3836gWFDx6dr7FpSUjI///wLzZu/QaVKjVi06Feio02EhhYiLKww+fOHo9P50KbNO9y9a3+mWCVj2Lv3II8exdK5c2dXm5Kp0Gg0DC1TmPHjv6JOndbExZnYvn27q82yS6N8uSlZsiRbtuxAp9NRr14tlq76gT0BZg4LcfYrcDKJVgtTUh7w4Yd98Pf34513urBnzx62JUZhSqOUdgudL4sWraJHj8GUKVOSnTt3Mjl/UWr6BqSP8SqZBg+LRZGnSCMomKZ9u1o13kOk9iBSf1OiRgdShTg5xOofcvuI65YrI1aokEMru59Yfc6+QpwS9Rg5FTt7bQNo5ZTm7Ngjt032GjmgkCfXlk4kxCG2+XltKanbWco8SnBU3Uus+iOnRGNJtk1gapVZkipW8TP4eUnLiGa1BLORVl/9TIs3u/Bez6wlhxsXF89ff/3NyZNnuHz5Bu3bt6BUqXDOnbvItm172LjxTwIDg+je/W0GDhyIu7s7KTtsvRbWWPvZ4jVyM4FK1OeUIFOPRqRQqDHILM8Q39cK7FFyf8qhWJHuOUTHJdDvq3lcuh/JL78uJFeunC9U37PcuHGb+T8sYdnSX6laqgi9WjWg4StlcNfLHKvZyFfLN/Hr4VPs3L1B9UxkAlo07kj7XN60K11E9u/y70LbwbWzlOUyI7fiEsnt7YH+v+ddiSquo8ip6IXPWwPAd999R1xcHGFhYRQtWpSiRYuSM2dONBrNEyW9/zP8kZU33mhN8+YNn2y7ceM2zZu/waxZs2nXrh0rc0nVTr319lXBxGpiFqPU5pZ3TgIQFxdHy5YtKFYsP19/Pf7J875370G+njSd06fO0cDgy+vuAfhp9Yq8cCkagQ1JUaxJjKSqtz8f5ykgKSO2W04hT6osp+z+FB+vNR1XSlgU1C0WY1QgLAeAQWtfkU58reX7qeKxhIySnNa+Ip24Hrm2lr9Sjrlz50q2P4siSW5LXDz4Zv9kbCoqWRaNhrz58rjaijTj6+tDs2YNadasoc32vHlDadSoLp9/Ppp9+w4xa9Z8Nm78nfXrN6Cu/s54Any9WTbhAyYtXE2LZl1Yu34JefOGSsoJgsDhw8c5fvwkZ8+c58a1m5iMJspWLMurr9bEz8+XypXLo9frSU5OYfFPK/hy8my6NanD3u8+oUiekKd1PSeOdViXZizdcZADB45Qs2aVdDtmFfts3Pgn927cpPWrzVxtSqYlr690YssVTJ8+jXLlSqLT6bh69QaXL19Fr9ezefMWPGXK37tn643Nnz8PP/44gx49BtKoUaN0t/fEiRN06NCBOnWq8OWXY20mQOrUqU6tzctZtWo948dMpmBKAnU8lfVRPbRaOnkH0dwzACdNi6lkER4+fGi3jKJBkTYxSR0UqahkYsrlDebkybNPgkizC1qtljp1qlOzZhWGDfuU+vXrsW50D4ID/Fxt2kuHRqNh7Lsd8fZwp2njDowZN4yOHVuh0+kwGo389tsffPvtQhKiHvFqxVKUL5iHtmVeRa/XcShaz7x5y3nw4AH379+netUK7Nl7kFfCC7Prm3GE5w9Lkx29W9Tlqy9msmb9Ypt8cA8fRrJw4XL8/f3p3btbepwGlf+Ijo5h6AdjmPFalSdeEJXMS9Omzbh9+ypz5nz15JnZsGELbdq8zuJqJQjxejo0mjBhIk2bNqFTp9fx8Xmab7Bq1YrUqVOdb7/9lsLpaOuhQ4do0aI5kyaNonPn12XLXLp0lX79hlMjRzDFDXLDutTxcdZKAZUsg1MGRSaTCY9MJiGpoqJiS3yyiUCZZRnZBZ1Ox9SpnzJixERGzlvFvCHvonPSkhOVtPHRG62pXLIIY+f8yMzp31OmXBn27j1IiRIlGDfuU5oGJUsSVzev1enJ/8+fP8+uH6cx7e3W5M0V5JANfVrVZ81f/zB0yHhq1KzCli07OXnyLBERDwgLy8PZs2dp1KguhQtLl8aoOIcxYybTuFAo1fKF2C+s4nK+/vprGjVqyKefTuXTT4cBj0VvLl26xvvzF/Pjq6/g/d83pFKlShQpUoR//z1NrVpVbeqpU6cqf/99Ot0GRfFWC/3at2PmzM9slu89i9Vq5Z9/TqLTaHhHF0CITAJtFRUxkZH2l9rb7VVERkaSy9vbXjEVFRUX8s+1u9k+vkKj0fDhh33Ye+YybcbNcrU5LzV1K5Zm13cTmDGwG82bt2H79h3s2rWbNm3aSAZEYsLDw+nRsr7DAyIAvU7Hz6N6o4uMYOfOw5QpU4lff13L9es3OHPmDKNGjWLSpGnEx7teSjg7smHDFvbvP8KwmuVcbYqKQjw8PFi/fgObN++0UZP88MM+VKxfhz57jxFnfBo7U6FCRY4e/VdSj7e3N7Gxselm5yJjJE2b1n/ugAjgyy9nM3XEJCbmKEBudUCkohAlniK7Qgvnzp3j965vUtXN3Wa7WMRAiaiCWEDh8X72A6j0nnJB+/aFHsQiCnIB++L95AQCpG3LHYdzBBuUtKekHkcFGxxFJ8q9IGejOMDUkWN/vC393N5KAtLFAcBiAQWQD7oUb5O718TnSOfuLikjxqvzKCZOnMiWLb+zceNSu+WzOiaTibKlarNlzLsUDwtGY3Aw74f4PpITTFAihuDofuJ95MQYHEHJc+1M77+z3iMKbBJM0mcN0TMrGJOJjI2n/7crOH37AfsPbsHNTe04OYtr127QuHFnNm7cRMia7yR/F7/XZYUWTFJhBTFWU+ZKqKnknS6HnPhBeiH+NoHUxptxCfTceZQ2Xdsx/tMR6HQ6rFYrI0dO4ujR02zcuJHbvbpxOjqGj06cZcv2NRQtWujJ/nPmLOLKlfvMm/cD83KUsKk7UE64StSlEwf2A3S4fxqAFStWMHr0SHbtWoufn6+0II+XyFar1ozJ2pwSD5ESoQW5vqoYsYgCIEm6K3ccYuSEDoxWIdXfStHJHKv40OTKiHHTOlaPTm//vS8viOCAQINs310srGB/DDL/7m0W30hdpdfuUcXGxuLjaKdDRUUl3bl16xYzZ85gypRPXG1KhmAwGGjatAF/HDvnalNUMilBfj6sHNWTgkH+LF68ytXmZBuMRiPvvfcRo0aNpkoVVeQiK5LP15sVjavx94bNjBr2KfA4dvPLL8fSpEkdqlatwrX4BEoH+NOnYH7e6zbAZv8KFcpy9OhRp9p0//591qxZw6BBA1m4cOZzB0QAP/20iubNW6hL5lTSjAeP32GpYXdQFBcXh7cu+8YqqKhkZU5ev0vv3r157703KFmymKvNyTDqNazL9jPXXG2GSianQ83y/L3/kKvNyBZYrVaGDv2UPHny8cEHH7jaHJUXIIeHOzNql2fN6g2cPn0eeLw8efjwgQwZ0pehJ84SZzLRJl8o12/c4vLla0/2DQ8vwsWLl4iOjn4hGwRB4LfkKAYl3qBEiXC++WY606Z9SvnypVPdr27d6vzxx1YeWjKXJ1El8xPg6UlcXOq5thR5irxUZRkVlUzH70fO0nLyYoKCfPjggz6uNidDqVu3OgdOX8Zotr8MR+Xl5fK9SIoWL+pqM7I8RqOR3r2HcO3aHX7+eWm2j198GQhwd6NP6cIMHjCcqKjoJ9vffrszjVo3ZezpiwhA32IFadqwPVu27AAgR44A3nyzPc2bN0NBmsvncstiZIs2iVWblnLlymHWrFlIq1ZN7O5XpUpFevXqxkzjw3TN8aOS/fB397AbD6doUOShvv9UVDIdvx46w5jxw5g9+3M8PWWSk2ZjAgNzUKRwfnacuORqU1QyMf9cuUXZctIkkyrKiYqK5o03+mE0wtatf+Dnp8rhZxe6FM9PacFEgwbtOXHi9JPtn381DmtoLroc/IdNEY8o6OnB0KETGDv2SywWC599NoqIiPtcsSQrbssiCKxLjOSm+XHi3qvmJKq8Uo6yZUuleZDdv/87nI2PIUlwfrzWnLh7zEu2H5CvkvXwc3MjJiYm1TJ218UlJibi7eOGuyV1YQWtTLCWOKBKTjBBHCwlFnAAqWCCHM4SFpATTJCIQcgFfYnakstaLSs+4CShBXF7WpnjSE+hBWnwnJxAgpJjVSCioKSMIsEE+2XkEB+HzsN5a5uVnCOvzqPYuXMn2059TcM3X67B0LP0G9SLPh9/wYBrtxnaspbN37RutudF45mxCprigGfZT77oPn5eslKbemSeawkZnUIhI9tT8Ox7NO8HQHJyMoc6D+PHWtXS26psy9Gj/9KjW39ey5+LkRXyEzn5fZu/y4nFSN5hMiHJSt6ZcqIBkjIKRAwUiSEoECgQtNLnU9CJysi0JfdGd5b4gpJzJNnnGYUAHRpGlA+neYu3aNv2XY4f346vrw8Gg4HV65dw4cJlTCYTa9ZsZNu2fRw7doZu3Qbwww/T6NGjC1u/nk9J7dPktEkyx9Xt4VkAxo8fz+FfVrDpQSShIaFcvRrDlI6tHTjqxzmyPLw8uW5KJtztaful/1pPkSJFbMquzW27HK/tndMkJSXxxRdf0K9fP0JDnyahvnv3Lr+HhaHT6Wg5+VPeffdd9PrH9/jqENt65EQUlIgviHHTahTtl14iCnJ1KRFREIsYgMy4QE78QIFIm5K25MYK4rrEv73NWpKTUx/IK8pTpFU9lCoqmYaUlBRWrlxJwYL56ejgRyU70KnT62g0Gv5Y8rOrTVHJhOzbt48iRQrh7//8oG0VeQRBYO6cRUyZPIvPGlSmSfH8rjZJJR3p3Lkzq1atZPnytU+SHnt6ejyJ76lcuQK5c//AkiVrKFSoGk2bdiEoKJBolA3KTp06xdy5c9i9ex2enh6cPn2eihXL4uFhX11VjrCw3MyfP52+737AQCGIiu4+AOzZs4djx46xbt1a3nuvJ/Xq1ZPse//+fVq3bsWhQ4fx8/Nj6NChT/52+PBh6tevQ6tWr/H1118SFhZGy5YtHbJRJfOh12ox2VG1VDYoQh0VqahkBhbuOMy00aUIDy/EkiXfvPRr+w8fPo6/Ez11KtkHf39/Tp8+hyAIL/1zkhYsFgtDh37CkW07WdPlNfIHqIPKl4FBg95n4MD+TwZFYt5/vxdHj56gYMFCtGrVGovFwvV+YxTVfebMGapVe4WQkGAAatSo/EK2RkfHcO7cRYqVLMbn/5xgckABihg8OXDgABs2rKdPn+7079+XW7fuEKzTE6gz4KbRkoLA3YoVCAsLIV++vPTs2dOm3osXL1K0aEF69OjK6dPnuXbt2gvZqZK50Gs0Lz4oMhqNaNVgNhWVTMG4lduY/d3XNGvW4KXv6K1YsZYdO/axY1hHV5uikglJTk52KF7hZSYlJYW+fYcTG5vE8vYN8HFX03G8LNSpU4cHDx5y/fpNChTIJ1vmiy8+5tVX2zBlylS6d+/OTwMnKKr77t275M4d7DRbp06dw9mzVylz/i71fMPIp3fngimRlStXMHnyGDQaLe++25UHDx5y8eIV7t9/QKlS4VSuXIHbt+8yf/5Sli9fQUBAgE29JUqUYOPGdZw8eYZbt+5Ss6aXvAEqWRK9VmNXklvh8jl1UKSi4mruRsViFQSqVav40nf0rFYrI0ZM4pNPPkGjiVC9ASpPiI6Oxs/Pjx07dlCjxiuuNifLIAgCH3wwFpMJNm3azN1xvV1tkkoGER0djYeHB61atWLOnMV88cXHsuXCwnKzZs2P9O07nG3b/qShgroTExNJSUnBpCBhrxJMJhPLlv3K9u07uNr0zSfbfxcSiI2NY9asBZQqVZqAgAC8vb3RbTtCLi0cOn+NFUt+oVK1qnzyyafUrVsXeCwm9v+YsuLFi3P06L+0afMO/v7+BAcHv7D0uErmQQcv7ikSBEE+SFiEvIhA2jspcgGIWhQEFytALijREbEBuWN1FnL2KBExEAsrKBE6cOZxpOc5UYSDogmOIBaDUCQOoZRU6pq+cT9vvNGeoKBA57WXRdFqtcyYMZEJE6YyPvIRJpOZnDmDKFGiJLVq1QISAXjnnXcoWLAgSeumK6hUeu7F00GK3mjOvB8cQck7zdU2OipyIrNNLJgyY8YMPvjgAzZu/J1RowbI7KEix9w5i/h3zz5Wd2rI3XG9ZQWFrEbbjq3ce1+JsIGS74WSepy5X1ZE/E13RHgB4Ga/NwDolpzCu38dIyx3LgYN7iVbtmzZUnTo0JKNG3dSx2r7hpQL7P/jjz84ceIEV65cdMg2MUajifj4BNatWwd9OxIQEEDfvn1p5+kJQKdOXZ5MkNWrV496s2aza9cudu3aBUD5Ob/A+FmsHz/rSZ3PCh0kxCVgEazM0+fG3GskO//bfqpfR9q0aUOFChVYt24dhw8c4Pz58+TPn5/AwEA++eQTlgU7pnSppKusRFhBjJwYhJJ6BBnlByWCCM5C0ueVua8cwWwyYbDj5LE7KDIYDFg1GtVbpKLiYn47coaVH490tRmZhrZtm9O2bXMAEhISWb9+M7/+uoV79+7y77//0rJlS8xqHqOXjg8++IBz585x/fp1atas4mpzsgR//fU3076cza+dG+Hlpi6Ze1kJ9HBnTo3y9Jg5h4KF88vmDRIEgfnzlzFv3g/cfmuI3TobN25MeHg4tWrVJCYm7oWFTzw83DGZTAwePBiNRoNWq2XHjh3kyhWMyWSmS5cuhIaGYrVauXXrFkuXLuXAgf2cOHGCadOmc3POL6nW38k3F8tj77EpJYaWHgFPtn/wwQckJiaydetWjh8/zrJlSwkPL8IvvxzAx8eX6OgoClqM5NKpMa6ZFY3egMGQ+vvN7qDIzc1NHRSpqLiYQQvW4+7lRXi4mohSDm9vL/Lnz8vOnbsxGpMZPPhdNm3aTo0aMyhRogQ9qxamTfWyuMlI5atkLwICAli/fj3dunXAzU3toNjDbDbTt+8wpjSuRj5VVOGlJ7e3J+PKh/P557No0eI1WY9hq1aN6du3DzU1GupZvVL1Pnh5eVGyZEmaN2/O/Pk/M2RIP4dtS0hI5P33P6ZKlcoEBAQ88Qht2LCBAQPexWQy0bVrF6ZMmUq3bm/h5mYgb94w9u8/BKAox1YL9wB2e8SiF3lG/v33X+rVq0etWtWoWLEs33//JbVrV0MQBE6ePMOPPy5nuRDLYHI6fHwq6YsFwe43wa4P22AwkHELk1RUVOQ4eeM+U2d8psbNpELhwgV48832rFgxl6ZNGzBr1mecObOXnj07s+DgWcL7fc6E5VtJNqa+plgl61OuXDl27TqAoE7m2WX9+i3ky5efuoXCXG2KSiahekgQHh6ebN26U/I3jUbD5MljWLhwBquibnHbkqKozjFjxvLddwtZsiR1T83ziI2No0mTzvj6BrJr126bb+HmzZto0qQeH33Ul4oVS9GqVStmzJjIzp1r8PLy5MMPP2Tz5s0UK1bMbjvuGi3f+BekqcHfZnutWrWoWbMGAQH+hIcXpkSJxxOUGo2GcuVKM3Lk+5xPjn9uvYIgYP3vn4prMFsFu54iRYMiq9oRU1FxKaXz5uLcuUuuNiNTExaWm9mzv8Db+6likMFg4PXXm7Fh43LW/b6MwxFxjPzpdxdaqZIRdO7cmaSkFNlOncpjzGYzM2fOY8SIiUybpiDmTuWlQaPRMGLESGbNmv/cMpUrV6DD6825aElSVGeJEiXYs2cvw4dPID4+Ic02nT17EXd3TxYuXITnf/FDAJGRkURHR1O8eBE0Gg1TpnzCkSN/cPLkOapUaUKhQsX44osvaNq06QtNKur1ejZs+I3mzV/njz/207VrP5tJl5CQYJLNJpIFUUJfQeBIShzDkm/z9qPz9Ii6wBfmCI4Z49VJmwzGLNgfFNldS+Lh4UF8TAqIlEPEIgpygVDiLLRKMuDKZak1J0vjAsSBWFqdVGZPSeZccT06meU14jJW2TJyGXf1ojIKRBRkXNXirOFaBcGtWgXHIYejAbDibYrackDkAlAUpC0OvnYUWREFZwWpp+H4rz54RClg3tzF1H21BiVK2J/xUrGlRIliLFj0DdWqNaXfZ/UJCgoiJSWFokWfvyQxYfkkm98aNw9JGY27p2iLSRoALXsfiZ4ZrYL7GvvLwWQ/+3rH4kQUiYg49BzL2CMKElf6DGsMtuckZdtCAMZ1bMAn47+kfv1auLs7liQyOzN8yHjO/rWfdR3rE7pujuTvVpmgfbmlVJkNR0R/ZPcQHatVwXdXkHmGBZ2ojMWKzoHvrJwIlRKk50NGcMoifWt06NCBsWPHsGvXPurVqyVbd6/+79DznxP0Xvgt5cqVIzhYKru9Nndpm985c+bk0aNofHy8lR8EkJCQANdvsyrkaX2dI86wd+9eypQp+WTAo9PpyJMnlAMHjtDQZKDx+v38tr5SqnWLu4Zt752WlFmZ67GIQhDQVRD4Op8Hbdq8g5ubG2aziVq1qpK/UAGqr1tDqVKPy96+fZsePd7hxo3rfPvFROrXr43ZbGbDhq3MmDGPfZ7efPHFZOrUqWPTWV8QWMKujXIiCmLee3ROsk1ct6dOi1hSSNyWTqNBvGRMZ7JIy4jQymwT98PlBNmk4mIy4wtR/16+Httt8YLF7rfA7pPp5+eHMueoiopKetGkfHG+mjyT0R9/xtdff+dqc7IsPj5eJCUl0b59OypWrECdOrUJDy/O8OHD2b9/PxaLulg4u9C6ZkWKhQQyaeI0V5uSqRAEgW5devH7uk3MbVVHTc6qIoter+fzz79g3LivnvterFq1Im+/3YlPPhlD6dKluHPnjt16g4ICiYqKTrM9Dx48wlM0DjAajYwcOYIBA94FHt/bW7bsYNmyX5k8+WP+MMcRaUn7cumEhARu3brFhQsXuH37tsSjo9VoGDt2HOfPX2bbtl3s2rWPmTPnkS9fnicJX81mMx07dqBkyULs3bue+vVrA4/Pa7t2Ldi1ay3vvtuZ998fSEBAADVr1mDKlCnExMSk2d7U2L9/P0WLFmH69Okv/fctzmSyG1emaFCUJLw8EpcqKpmRwa3qsnBgRyoWzkfOnKokt6NotVpGjhzE7Nmfce7cPk6f3sP3309GEBLp3bsngYE5CAoKxMfHB4PBQNspS7kWEeVqs1UcQKPR8N3gbqz5ZT1//LHL1eZkGu7di2Df/sPseu91AjxVD5rK8+nQoQM5cgQxbZrUk/h/hgzpx2+/LeHttzszePD7dusMCQlh6NBPGTr0E/r3H8lPP60EHoso7Nixl8RE+eV4+3bto4jRdub/woULREdH06xZAwAGDx5D377DWbduK8WKFaZX37f5yZL6+zvCYuSkMYG/k2OJtZpJsFooWLAAVatWoXnzppQrV5aiRYvwc0oksdbHq5aSrBbeeust8ucP49SpPURFXeTmzeM0bvwqffv2YevWrYwfPx5PTwPjxw+VXbKl1Wrp3Pl1/vprA+fP72fIkN4cOvQXhQsX4ldzFFFW58S+nj9/nsuXr/DRRx9Ro0YNhwaJ2YVYY4rdQZHd5XN+fn5ctVhQmKFDRUUlndBrddx4FMsvo+x/eFTk0Wg09OvXw2ZbpUrlqFSpHB9//AGPHkUhCALu7u5otVrmzllE3fE/8GHLWgxsUh1VzCxrkdPfl6Wj+9BxwEhWrpxHpUrlXG2Sy9myZQfl8+TCx12V3lZJHY1Gw/LlK6hSpTIVKpThtddefW7Z1157lREjPrNb59Klyzhy5AgXL17E3d2dMWM+Zvv2v9izZz958+bFarXQoUNLypUrRaNGdZ/st2vnPgYZbJfclS5dGk9PL2bMmMc773Tm8uVrNGvWDDe3x56dN7t3ZPbs+ZhzBKN/TjzRN8aHmHL44O/vxx8371PVYgB3aNasAffuPcDNzY2YmGgu6O7y+/0Y3nAPwlOr49ChQ7Rr147t2/fy+utNSUxMok+f7hQvXphevd7DZDKze/c6RUtOfXy8adiwDg0b1uHGjdt8M3MeE5evJdzdh8omA+UM3ug0ji3b79GjB61atWLgwIGsXLmSoxoNn/sWIqfu5Xv+o5OTX9xT5OvrS7ydDLAqKirpy+ajZ3lrxjLmzp9OQIC//R1UHOKpp8j7sWrRR/3YtnMtO25E0WjSQiLj0h4grOJaapQuyg8/zOfNN/tz5cp1V5vjUuLi4pk0aToja5Z1tSkqWYSwsDBWrFjJgAEjU132dvTocapVq263vpw5c9K0aVMGDRpE7969Wbx4Cc2bv87Fi5c4efIUEyZMIjlZS//+Izh8+Bjz5i0mT55y3LwfQV6drWdTo9Hw7bffsmrVb2zevP3JAOT48VNER8cQHR2Lr5s7plRWO9XVenMv4gH/njmPL1oqufvy1VdfU6lSTd57ry+dOr1JrVr1uXvjNn8Z456ox5UuXZpOnTpx/fotBg4cRfXqzVi16vEyub/++o2tW1eSK1fa5bnz58/DV1M/5cTZfXSf+CHHw4MZnnSTn8yRRFiksfNKyJkzJ8uXL2fUqFFYBYHPk24RZ335cvglWOzHFGkEO/IXt27dYnbV+tTBNsBY5yYOhJITEZCOzA0e9vOEaMUCDQYZ8QGx0IKbtIxY2EErIwYhZ7feUyxsILOfqC55EYm0izjICSRoRcn05GYexGIMADoP22ltR9tXglYnFrWwLyoBUrEFR4JkHUWJPbL76Z3jLtDYUUH5P1fvRVJn1GxWrJpPlSoVndK2StoQBIFPP53Cjh0H2L59u01AcfzSCZLyOm9RnIaCe0b23hMJHWjkBBPEYggy4ghyQjCKBBLE7csKRojFYqRlnCV8IhZjkK3bLJ3EEywW5q7fzrwte9m+a91LK7ywefN25s9fyYLK+Wy2K/k2yN2fznpf62S+X44gJ0YgJwyUXsiKEIkFRBTYI1dGLHwhV8aSLI0AVyLYILbRlCDtfE/65xz6iuWY/d1Xsn2Qnj0/oujhUzQJfPputBilbaXE2tpoMcschyDwW3IUi+PuU90/CP9kCzcEIxP88z8p86wYwvDhw/HwsPLXX4cYMmQE27b9ya5d29mxYw2DBo0mMDCUWbNmAbA6xFb4QaeBWKuZSIuZ/Hp3WcEAiwBxVjP7k2Np7JkDjUaDRRC4aEpiQtxNQj28eFcfxHxLJNUb1mba7M/x9fWR1OMod+7c4+eff2HhwpWsW7eeatWqsSiopE0Zo1Xale8d9VRoYcKET/ltxnfEJydxLimOxr656KTPgcwlUoRUjEHJPjKCCXKiDg6UcRP1yeVEHt4x3uXhw4ep2mj3jRYUFMTDpER7xVRUVNKJ5XuO0qFDK3VA5EI0Gg3jxw+lSZO61Kv3Kvfv33e1SSpppHfrBhTOlYMvJ89ytSku4c6de4wf/zVdu77halNUsiADihfk/N6DtGv1FhER0o7lxYtXKOThJbOnY7RwD+CHwKIMcQump19umwGRGD8/Px49isJiMWMwGBgwYCC3bt1h1659XLlyjdmzZ3Pw4MHn76/VU8jgkWoSWl+tniZegTay3sUMnkz1L8hkzzwUM3jyqXsYUTuPUq5kbRrWbMmQwWO4edO++IQ9wsJyM3z4IKZPn0CrVi05fPhwmuvYsGED1d5oyW3r4wFvlO7lkwPPmdO+587uoMjT05MEXr6Tp6KSWTh35yGFihR0tRkvPRqNho8//oDXX29MxYoVmDBhAocOHeLCnYeYzC+3qk9WQKPR8M3gd1i65BeOHDnuanMynOnT59KiRSt69uzpalNUsiB+bgbmVC1L8Zho6tZszv79th3zqKho/HTO8fjB45n+AIX1bdv2JzVrVsFoNOPm5kauXLnw8fGlb9/hHDnyL+3bt2T9+vVOs+1ZcuncnnglPDRa3nULYoJbKC3uJPNg7U5qV2vKR4NGc+fOvRduq2nTBsycOYlWrVpitCOAdt9iZMWKFQCsWLGCa9euUaBAPgLdPSnp6UdTy+MBrCAInDElvBRJZYOCguyWUeT7FnycN/pXUVFJG30bV2fOtz9iNr98a4AzI8OHD2TVqh+4evUsffv2os2MVbT8ainxMktXVDIXIYH+jH6rNXPmLHa1KRmK2Wxm3brNDBw40NWmqGRh9Fot/cMLMTa8EN279uHs2YtP/hYVFY2P3kk5/NJAZGQkf/99iFdfrYnZbMbd3R0/Pz/OnDlLz569aNmyMWazmYCAgHS35ao5CZNgJUhnoITBi45ugXzukYeIDbup/sprfDxi4gsnbG3WrCHBwTm5bk622W4WBI4a47htSSHRauFH8wO6du3K9OnTGT58KNOnT2DtyvXUtrgzxCOUAvrHITF3rUa+SbzFcXP8C9mVFXCKpwhA56fmMVBRcRU1SxUm2MeTrVt3utoUlf8oU6YE06dPZMeOXzl+cg+euUJYfeCUq81SUcDrdSqzffsejEbHgpazIrt3H6BQoUIUKVLE1aaoZANq5c7JB8UL8sYbffnjj11s3rydpKRkIlJSuG9MId6ScRN4vr6+VKlSmXLl6nPjxi1CQ0OBx6ucOnfuzM6d+0hKstC9e/d0teO+xciY6GtsMEXbbPfT6ulsCOQzz7z8tnwdu3bte+G23nyzHbNNESw0Rz4ZHJ0wxbMg+R4/eiYwOvkGPvlyU6xYEbZs+Y3q1V9h8OAxcOk2dQy2Qk2B2sdxqistkURnc/EFpw2KDDkCXtQWFRUVB7nzKIYz125TvLjaocmMaLVaWrdtwd6Lt1xtiooCQoNyUKpUKXbs+MvVpmQYBw8e4bXXGrvaDJVsRMv8oQwaNJh585azePFacubMycTYh3x0/yadz59i/N3r3EpJtl/RC+Lm5sb27TuYOXMmZ86cpWDBgk/+Vq5cOW7evMmWLVufDJbSi9+EOAoVzEfkc5xlAVo9ja1efP/9Ty/cVt++b3P89B5efb8b3+tjmGF+QD6dOyV8AjDo9XwyYQQ/r5rHl1+OISEhkWPHTnP48BHe0wZKpMk9NFoK+AZQsFgh1hL9wp6szIyS5XN21ecAunfvzmubbNePipUeQKoIIadGYZBVsLGv5CZRu5NTYBPVI1aRk0NnkLYlVrITK9093s++2p2c+p64jFz74v3kFOH0nrZqVvLKQLZ16z2UqaaJVeuUKAzJnSOxTXIKefb2kW9LmYvekfaU7KOVUwCTFFJgo4JrBhCXbKLPtys5eesBc+dP55VXytuvWyVDuXr1Oi0ad+T89MFoNBq0brZqnYqutayyW9rV5xQp1Mm2r0D9Tq4eJc9DOiJWnxNk1OfEinQdPp5G6ZrVGTHy5cj59e23P7J94RJmN6qKu16H3tvT5u9uvtIl8mJFOCXqc46q0cnVLVZEk0OsrJaRSnNKER+Hkm+cknrkVOTMCbaDEItJOvMvPkfmBGmyVHOyrRfVYpTGTCZEPBXgWnLjFsf9fdmwZQVarZbk5BS+/34RM2fOo1y5cuzatfuJYt3WUpWZFXmXXBot1bz9KGxwtxEvADAn2dpttUi7qYJom5KYGDlFMjFy9Vhkt9n+/jK/J0eOHGXOnDn06dMHQKoQJ1gZlHCNmzeP4eaEpHcpKSlcuHCFDm3e5m2jD8X1npw3J7FXl8QVczK+Oj31zR5UdfNDp9FIbIbHCnWrV69m5MjheHt7EXAtgsoWDwrqPJ+b20lO6U7uHIlRMkawt4/cfnL1iMcoFoOeR8N68NFHH6XanqKnM3fu3EqKqaiopAO+Xh4sG/Y2Ezo3onPHd9m2bY+rTVIRUbBgfnR6PRfvRrraFBUFfP5eB+bN/emlyVv0xhvt8ClWnA7r974UAdUqGUdkSgrzLl9F72bg559XA+Dh4c6HH/bh0qW/uXv3Dvnz56dMmdLUqlWT4RHXuRXojXvLenyR+JDuty/yzaN7GbrkLj04cuQoAQEB9O7d+7ll3DRa8uQJ48aN205pc9iH42nbpAv50OOu0aLRaChh8KKXNogv3PIwWhdCDXf/VFX1ANq3b0/ZsuWIioomDoFpCTf5NPkGiUL2ERBKMugUjWUUSXuEhoZiMejRycw6qKioZAxta1Ygdw4/ug4YyYoVc6lYUU3AmFnQaDTUqVuD3WeuUDws7Qn7VDKWYvly07VhDdas2cjQof1dbU66kyNHALO+/4qS4TUwWaw4J9OaigrkcHNjSrnSPIiK4eOPP6dQofxUrVoRd3d39Ho9e/duICLiIbGxcU/+VaxYlpCQYL74ehwXL15h3OjPWXfqMm/lCHH14TiM1WolJSVF4vV6FqNgxd/fn6tXb1C0aKEXbrNIeGEqG3zorg0iSe+4l1Sj0bB8+Qp+++03bvYcTVFvPb8k3GOo8RJTfItw2BRHeYMvAVrnqQtmNHFYKaFgCaViT1GSzDIvFRWVjKVGycKMGDGSOXNefF2yinPx9fMlySizdEslU9KoUin27Hh5vK7Llv1Kk2L5cXeBQphK9kWr0VAtKJCWYaF8+eWXTJgwg2LFqtO+/XtMmfItH344jlmzfuDw4WOUKFGUpk0bEBLyOMGrRqOhePEijJ84knWxj5gYdZcfIu+yMS6SR3LLYDMxGo0GDw+P5/79gcXI6ORbhIYGU6mS8gnN+PgEVqxYy7vvfsCCBUuJiYl78rfmzRtxWEjiL2PsC9kO4OHhQceOHfHU6Kiv96eXVxgVvQKItJpZmRzB6LjLHDDFZtmYo0dmoyJPkaJBUWhoKHFkvrW6KiovIz169GDbtj0cP66qnWUmThw/SfkC6RvMq+I8apcL59i/Z0hMlMZUZEfu342giI+n/YIqKg7Sv/8ADh8+wo0bNxk06EMSEzXUrt2A8uWrcejQaSpVakS3zr345ZcNXL9+80kHu2TJYmzbvY6eX42mVP83eVC3PAOjrrEy/qEkH49VENgUH0mi1SKJY4mzmjE9Uz5FsLI9MYr75tSVJq2CoCgm5kVYRxzvDejBsmXfs3PnPlasWMvVq9efO8gwm83MmbOIChUasGHDDpo0acWBAyeoUKE+Hw0ajSAIFCtWmN+3rmSdWzJ/meNk63GUigZfehlCyKf3oLdXHgCWJN5lhTZrijHcT0pQNChSJLRw6dIlZtVqRhmjSCRAEuxkPyBKiUCD0rrFQXNywgZisQWxGANIAx/Fog6P6xaLL8jYLPKmiQUbHtctIyIh3k+mbq2b/TLieuTOh1i0QRxMK1dGLvhfcj7khC8U1S0nmGFfVENJgK/ew12yzZ49SoQW5GySC0CXNuaY+IKkbXdP1u0/zrCFGzh4+A98fLzt16uSrlitVgrmr8DJrwYR6OMpfT7kxAhE22SfM7Fgg1668Ek2cFsvFkuRufcUCCSI72tZUQUl9SgUR7GHYJFZ4y4KQBdkOkBi8QW3Gu0BqFOnNoMHv0ujRnWdYl9m5sMPx1G5ci0GDBjAuZ5tbP6mkxHzMfjZvlfkhHrEojxy9biJ6lEihmAxSb0ESvaTK6NEsEGMnIiBGEuyzH3mgPCD3LfLEbEjOWTPh2ib3HGYRBMFVqM0dCI5OtHmd1KUVGnOFG97HaOTUtjxKJJ/TMmcjoklNiWFQD9f/Hy8MZpMGAwGunbvSPd3unD69Hm6dulNmM7A9wWKA7Ai6gGnUhI5b0wmKjYODTAxX1GCDG58GxPB5bhYAtzdqaH3xKrXsTshhqjERL7MV5SK3n68dvYoAHFxcfzxxx/s3LmDoyt/5XJiPA8SE5gaVJiiBvsTB0qEF5KeOc/3LUaGRV+hTLEiaICI2/cp5ObFBWM8devXYsHibyR9qI0b/2RknxEM98hFXv3Tvky01cyXgfD112OpU6c6ACdPnqVLlz5cvXrtiYDD6pDSdm2WF0yQP+Yb5mS+Nz/gXmICI33zMTnuJi1yhPKGLkC2Hmm9yttKaxklgg3rLdH8HnM31eWNoDCmKF++fNxOiKOMIUBJcRUVlXSmTc0KrN53nJ8WrWDAwPdcbc5Lz9WrNwjw8SJQnYnPMiQmJnLv3n20MhN12ZECBfJw8OABBgwY4GpTVF5SfPV6Xs8VwusAeSDJYiEqxUi8xYKbVkuc2czv81cw9etv0Wu0NAoIpJlvABqNhr0xj9hkTKBB03rUCM7JyX9OcOz4KfYnxROaouM+Ft5+pzO3795nw+YdT5KdF/Lzo6zX01ybV69epXnzZoSG5qJ69Yr4VizBgz93U943h83gw5kEaQ2M8MuH5a4Rg0ZDiCE3PhodyQZ/Zu05zKfjvuTTSaNs9tHpdIS4e0psCtDqGTx4IHPm/PRkUFS2bEmKFy/CihUr6Natm92OvyPk13swQZeHbUSTW/d44LUx6i6dg/zt7Jk50OcMVHReFA2K3N3dSfF0A1VnQUUl0zC0XUM6fLGAnr3ewt09fV7mKsr4efFK6pYo6GozVNLA5s2bCQ0NpkGDOq42JUPo0aMrFSs25O7du642RUUFAE+dDnd3W294KU9v+gflxk2rxe0/74lgEThpTMaYmMSRLbsornOjnNZA+8C85HV353RiAm8YtcSu3Y5WA+1zBFPc4EEJT29y6g1oNBruGlNo164tu3fvpnbtqoSG5uaHH5ZSzKLly6BClHJ77NFMD3VGvUZDaYO3xKNi0GjpowliyqJV/LpyA15enhQqlJ8ylcqweMFyaunkV4F0796dr7/+il9+2UDHjq0BeP/99+jSpRd9+vTh4cOHTj8GgEirGQsCcYKFegG52BUdwb+meMrofdKlPWfinUeZirZiKQn33MFwK8Fhg1RUVJxLhSL5KJU/hJUr19O9eydXm/PScuTIcZYuWcWBT3u52hSVNFCmTBkuXLiMxWJB56TlfZkZf38/Gjeuzy+//IKaxlUlM+Ojl3ZN+weH0T84DHiat+jHR3dZdzuCXIE5MCckMTooD8U8pDm3jFYrkx7d5vUir9Kp02QGDRpN3779OHjwb87WaZOux2IPH62e0ZpQYlLMJKdYefDoCmf+ucAH2kDya+WFG7y9vVm3bj0NGzYgLCw3tWpVpX792pw6tYfixavTvn17GpmSKWh4vvCDI+y3xHM2txf7YmKpaHp8jabG3mJhYAmntpMeBBYpqKic4oWqvvnyOGqLiopKOjGsbUNmTZ+DRS7WQiXduXnzDm+/2Y8Z3ZqRyz/zz5apPCU8PJw8efKwe/d+V5uSYbRr15ylS39WcxWpZAtqePiS29OL4uFF6Tt8AGMjbhAnk+9obcxDClUoTbNmDXn//Y9ZsWIlEydOpEiRIi6wWoqbRkuwzo18Og9qufvzhlsQ+fWpD2jKlSvH8uUr6NFjMJs2bSc6Oobg4CD27FnP1q1bWZR4nwSrc/sFJTTuRN97yL3IR2yOjWCQTxjN/TO/jLqg1RJatLCisoqEFgBGjhxJ+A/reXZFnqPZaOXEFqT7KatLUkYvFk2wPwMoK6ygtS+sIBYykA2YNNi3R26buG6xiIKcTWIxBrkysvWI9pMLqJUIG8gKK9gGXMsF3SqrR0agwYH9dAZpALgkAF7GRiViCw4JLShBYT2a/45NEATqf/wdfYYOol27Fs6xQUURMTFxNG/elTfKFWBQ42o2f5MESstdV7HQgruyeCSx+IIioQW5Z0Es2iAnaCK2W+Y45OqWoKAeRYg/8jIffUEmSF9czmp8HBT+3erN7Dh/ncU/f++YPVkMo9FImxZvEJwQx5c1n8oCJ0fZBtYLMtHNBm/pddZ72m6T+3Z45Q6yW0YshmBKkAbtO4KcQIDVAeEFOUyxtitnzDKCBebktMcc6D3sCxSB9Jso992SfTfYQU6YQizOYIyVKjYaE4yi39Ln0Jxkez4sRunzazHZF6uwGJ9uMwlWVkbeZ1nkPfzc3FgQVhwPrdbmHv4k5jZ/Rz4gl7cP3TwCqe/5OA7GYlYgqCHTRTaIzmuynI2i/ZSIGgTK9Q/1qfdFjyTFscIcx7X4WHy8vChSKD9hBfOSnJDEnl37mJejCD5aHS3vnLTZb21uWyEGOXuep8gXb7Wg12gYFXeDQp4+vKHzIyyVeCw5sQQl4gxKyighzsudXFNG0blzZ7tlFS+fK168OCmebngkpS5tqKKiknFoNBo+7tiQoZ9No3XrJuhllh2oOB+TyUSPHoOpW7c+A6uoyVqzKt2b1+PbX0eyffteGjbM/rFFbm5urFr7EyWKVSOpakk81feFShbHoNHS1T8XnfyC0SBVJQYY7J2LR/oACujd00WEwFkkWi1MS4qgvcGfkm7SZYByVPb0pTK+WH1CeWAxcft2HAsv7eNGYjwV/XLgrXFMuTA1fP6b1Krg4cvm6Aj284CFwcXxz6TJXSOsRmoXL66orOKzVaxYMR5q1FxFKiqZjUYVwgn192Hp0l9dbcpLw9Sp3+Pm5sns2bMz9UdWJXV8vDxpXbsyp06ddbUpGYaPjzcajQaLk2ZhVVQyAzqNRnZABJBDb6CgweOF39WCILAzKZppKQ/YlhhlkxPJGcw3RREV7MsWIe3x+1qNhhC9G5U8fZnqnZfVwSUY65E7Xb9PbfT+dPEOpotPMDoy73fwSlw0RYsWVVRW8aCoePHiXE90bnIoFRWVF0ej0TDp7dZ89cXMlyYRpSuJj09gwYJlfPPNt6pnLhug0Wgwm1+emDyTyUSy0Yi3zJIsFRWV52MG/rQmsPPRfX71MjM68Q7xTorbMQpWjibH8uGQfkRpX2zCIrUBojPx1+rp5BNMJ+/gJ96jzEicpwFfX1/7BUnDoChXrlzct6Q4bJSKikr6USW8EFWKF2De3J9cbUq2Z/HiVdSrV0/xzJNK5ubK3QcULJjP1WZkGImJSXi6uTltBjnBaOLCo1in1KWikpkxaDRM8gqjhl8QHwzpR/3OrRgQd53FKZEsS3rIZVMSV03J/JL4kFkpEZwyKvf4HDDGUrFiWUqXLsG1hHgiLTKxkSoO4Zk3THFZxUILANWrV6fvxRibbUoEEeTKKBNbsC0jF/QlLqNkdCwWMQCp2IFcGVmxBQWCDGIhA7kyYgEErYz4gyLRCHE9Mm3pPW1nCDUy10IcQKtINEFGaEJrsF+PGHGQ+vPqFm+Tq1tcl1ZGeleJ+IKSjOJKRCQk+yiZXZErI77vPL05f/MeDUfNZP/BLeTKpca5pAeRkY+oU6M5y/u1pWLBUEA+MFnuHtaKhBXEQgsAGoNIIEGmjEREQUE9siIKSoQWxGXkEIuOiNsGRcIKkudFwT6CWabjYLaNexVklBn15R+LUl+7do3KlV9hx4415M//ciisWq1WQnKV5EiXpk8CxhMfJtqUkQuSl/sm1tixmy5durB582ZOnz5N9Ig+Nn/3yCHNs+IeYDtjazFJxQhSomxXpVhlyhi8RYIjMu9osdCCXFviQH4l73pzkoyIgIyogvg8yglYiJHte4i+0XJ9ASX9DDFywkty7YsRH6sxXno+xOdVLKAAUuEFq4xggUl0Di0mGXEGo31xBqvo3MtdCzlVxtZ3T7F27VqGDBmCr68P8fHxREfHsGbNj5QvX5pLl66yevVvxMXF88svv6HRaGjbtjkpKUa2bdvDxYuX+CVvRUm9AN0ePl62m5KSQvHixZg3bwrVqlXitdc6Mn36bGK69rcpL+67PQ/xsdkTq3jesT9PaCGtiAUT5B4DR4Qp5JC7fQ91fJW5c+fa35k0CC0AlC1bFi7+lZZdVFRUMojwfLl5u1E1Ro2YwIKFs1xtTrZDEATeHzCCDpVLPBkQqWRdjEYjXbt24f33e740AyIArVZLDl9fopONBHu9WB6TO3fu8Oeff/Dmm+0YO3YMQ5xko4pKZmHGjBnMnj2TadM+wcvLC29vL0qWLIb2vwmFokULMXLk+wCMGjUYrVaLl5cn+/YdYseOv56US424uDgiIh5QqdJjRchq1SqxcuVKmqbfYb00GN0NlC9fXnH5NMlSlCtXDpO7AvlVFRUVl/Bxl+YcP/wPW7bscLUp2Qqz2cwbnXty6+Ilxrap62pzVJzAsGHDCAryY+DA91xtSoaj0YAz5oCvXbtGWFhuRox4nzVr1hCToqrTqmQfrpiS+Pzzz1iz5kfq1atF1aoVKV06/LkDHR8fbzw9PTh//hL9+49g6tRpuLnZ97YvWbKEqlUrPYlR7dz5dbZt+9Opx/KyEqETKFeunOLyaR4URehUxRoVlcyKl4cb3w7owrCPxpKcrMYAOotDh45x+t9TbBzZHXc1QD3Lc/bsWZYtW8q3305WNJOb3TCZLZJcK2nBaLXyyGhk4MCBdOvWEX9/X6pXr8yBe5FOtFJFxXWYBCubjTEULJiPAgWUxxyuXv0bDRt2YOjQ4XTo0EHRPmvXrmHAgB5P4vxSUox4eirLW6eSOhfioh6vclNImt6KZcuW5UJcdFptUlFRyUAqFMnHw0fRWGRiKVQcY++eA7SvVoYcPuqHKjuwYMEC3n67M/7+fq42xSWYzGb0CuJ6n8eGO3dpue8gefOG0KvXWwCUL1+KK7HxzjJRRSVdibOa2Zr4iMkpEWxPipb8fXlKFImlCrJ48TdpqvfWrbu0bduGQYMGKd7nwIGD1K79NAH4pUtXVSEfJxHn7Y6/v7/i8mma8gwMDGSXv5Yq0bYBWlLRBEGyTfw7ySItIw6QUhLkJS6jKDDMKiPiYLZKRBp0IrEDOUV6cXCjxSQTvCjK2myV2U+jFQW9JclllZYemzgoUkkZuSzS4sBNQRTkZsIoEWSQDfYUz6InGW0yb5uxn3nbnJyCRkYQQSykIK7HkmyUFUmwKYMCgYjkFHQigQglQg9a0eMkF9wo3kewWqUB+GKsFknQufj8CMbkJ2V83XQUy5ubXbv20aLFa6nXraIInV6HV9naeHcdQ+Q3wyR/13vaZvMWB3jLITcjJRFtkJF7lbxt5SRhRds07tLBnCASJJAVVVAiNyv2OCjaR4HAiFw94udA5tkRvwE1Wtt6BEFg9erV/Pxz2jo72QmL1YrVbMGi0ZISo8yjXGPH7if/P/799zRas5Kffpr1ZHbb39+PG7EpxN56KpIgJ9iTHGkr1iQOrjclSO0RB9sDJEcl2/w2eNu2Jf6GPW7LfgC6HJL3tsx+4m+vxWiRCCRYRGXkhAUEowIxBpHQgc5NB6Jt4rZlhZB0ZlEZBSILSdJ3m0nUtlw/RLxN7tjFYgxWmb6K+BrKlZHjWeGJb+Pus/HRfVq3bkrnRnWZNWs+tGzI9OkzAPj777/Z27oVfy35luDgIEX1A1y+fI1vv/2Rv/7aZ7P9eQIBi4JKIggCgsWC4Zm+S7FihZk84jNMGg9MOg3vGQJl95cTXlAismC1CDbXWrAIkv6vVRBs+snK+uPSbVKRBfsCCkkyFckJL4iRu301VZR7iSCNniKAqlWrpnUXFRWVDESr1TK+axMmjP+SqKhoV5uTLQgMzMHDhw9cbYaKE7h84w4Wi5nSpcNdbYrLKF28CKcdlNE+d+4ckyZNZOjQ/jay3v7+vqQ95aSKSsZx32xkUvw9Nj66z8cff8CiRbPo1q0j27at5rffNrB8+XJiY2NZvnw5PXp0SdOAKCUlhW7dBjBx4iRKlCiheL8blhTy5Mplk/OufPnSxGLFUP8VDgvJnEjJ2h7YbaYYzpoS7Rd0Mla9jmrVqtkv+AxpHhRVq1YNi7qmXkUlU9OscmmalitK48aduXz5mqvNyfIEBeXg4cOHrjZDxQmcuniF4sWLpGum98yMxWLh7v0H+Ml47O2xceNG6tatw+jR71OtWiWbvxUvXpSTsbGy0r4qKq4mxWplakIEVd5szY0bxxg6dMAzXk5fvvvuSz74YDBhYaF88803PHz4KE31R0REcufOPTp37pym/QTAw902b5her+fshQPMWziT+T/NZlrSfRKdlCTWFWyyxDEl8U6G51566K5N86AozW/FatWqsdmwkDA1r5SKSqZFo9Ew+Z3WlL7nQdOmXRg79iO6dev40nYEX5SgoEB1UJRNWP3nHpo1a+BqM1zGli07yGnQUTKH8nX2AOvWraNPn978/PN3VK1qm3flypXr/Hv8FFFGIw+NRnK5uz+nFhWVjCfOYmZi/D2K167CuPHDZMVVqlatyPnz+wF48CASN7e0KS3nzRtKt26dqF27Nhs3bqRQoUKK9vtHSKRqjVqS7e7/PUO5cuXETafHXZM1BWGSBSv34+PIlSOAFEHZclVncSbuEUOrVEnTPmk+y6+88gqnYx86LamTiopK+tG7d2927NjJ4sW/0rZtD65fv+lqk7IkPj7exMTE2C+okqlJTjGyefdBXn/95cwAYrFY+Gz8V/QopCwvk9lqZdP9+4y6eoXevXuxcuU8yYAIYNy4rxg+YgKxCYkEK5AgVlHJSNYlRlGiXnV++GmWIrXJ4OCgNIuwaDQaJk4cQffu7ahc+RXef/99kpKSUt0nzmpmtzmOYaMHP7fM/fsPyOvpJYmDzyq4oSHQzYOIqGg8MnhglxIcgJ9f2q5jmj1FXl5e3CgeypKLN+mmzQnIB0WJhRQe/xaXAU9R8J9UtCF9sAiCXWEHU7JVVrb02QA1a5JZkjnaarTYCClYTNLs0haTxUaQQbyPrM0mq2yWarEAglZWFEAcdGn725RsxuDx9HawGC12s2bL2pNsti/IkGyUBH2KRRQAdB62H1ezWE0tOQWtaDZHJ86inWyU1CMfcGo/kFYi0CC+N5JSJAH34jKCxSptX8lTKKnHgsZgv/OR9Pu3FAV2jn2bmet20qBeG4aPGETPXt3QyYhZqMjz4EEkQTozib9OQStz3sT3i+TekCljRepuF4sCyCIRG5AWEezrPICcsIK4HrFgg4xAgnibRCwC0CiYdFUyzSZ5+8naI3pWnvn/+eu3CQ0NSVOsQHZi9sx5uCckUsu/CMb4x/efOEgeIOWTT5k3by579uyhcOECvPvuAMqXL03hwgVk6w0NzYW3Tkf/QoXBCsJ/Zz32lm3ckkSECOlzIQ62B6k4kFwgvzY27SkIxO99OaEBsWCBo1itgqR+8TtYTsRAjmePX+emk5wPjU6D9ZnAdK1WI31H6bQS0YLnKgL83z6Ze0XJtZHsY5K+58T1WIxyQgzStuS+500vH8NkMpGUlETbtm04ezaC+b3eyhD5/b5936F9+1aMHDmJRo0asmXLVt6JPCtbdurUqTQ7vC/V5NEeHh64Fy2Exz1bYRGNTmtXVEFyfXncF3223yYWXXhcj63wglh04XmIHx+jVcBDp+Uj79yMMV7joiWJmY9u2ZRZmauUze94s1UyVog3S49jcOx5m98z/cKxCI/78TesyezUJ/FKvVZ2bRbj0B1St+6reNpTzFJRUck06HU6hrRvxM4vP+T35aupW6sFf/65G0H1+Cri7t37hOXwdbUZKi/Ihas3KFpU2bKW7IQgCPwwbzE/fvcjk0oXt7uM9vPPPyNPnkBWr17Ab78toW3b5s8dEAHkzp2L1mFhvB4S4mzTVVTSzNmzZwkNDaVRo4b4+nrQqlVjWQ9nehEcHMQPP0ylaNF8dOzYgdhYqahJUlISs2fP5p13Uo9B8vLyJC4uLtUymZ0w3eMJuGUpaYvTSit7rXFMtNxiZuJNfAqHUa9evTTX4dCgqH79+jTwyOnIrioqKi6keN4Q/vj8fcZ3bMTHQ8fRtvVbnDhx2tVmZXru3rmnDoqyAUkpKXh5vzy5psxmM6tWradW1cYsnDmXhS1qktvTI9V9HhmNHD58mAED3qVkyWJ224iNjeO33/4g3NPLWWarqDhMpNlEs2ZNCQnJyeHDR8ibN4wvvxxro+6WEWi1WqZO/RRPTz1hYWEMGzYU6zNe9BkzZlCuXEmqV38l1Xry5g0lIiKC40lZV4HOV6tnQkBBJvnkTdd2dguxRCclkdfXH9/LEbz66qtprsOhQVGdOnU4lxjtyK4qKiouRqPR0LpGeY7OHkW78kXo3LkPo0Z95mqzMjV379xVB0XZgLy5c3Hn9l1Xm5HupKSksGjRCiqXr8ePk2cwtFR+NrSvR8EA+/fw3Fu36d69MzlyBChqa926zYSF5aNBTnWiVMX1zEqI4I032vLpp8Px8PAgd+5gl9mi1+tZuHAmx49vZ9WqlcyfPx+z2cyBAweYPn0aY8Z8YLeOgAB/OnVqzWVj6vFJzkLJ8kcliPMKlXTzIkhnu8JMvHRODrmlc8+yefNmXvPMyQrTAxpZvBnqlZ8hQi403p4UKPB87/bzcGhQFBQUREKutCnXqKioZC4Meh29m9fh/PkLLFv2KydPyq97VoEH9x+Qy18dFGV1cvj5EhOTtZei2CM2No6WLbuxadNuvqpZmqWtavFqwVDFypNnEhLp3Pl1xe1dvXqDmjVrSpI/qqhkNBZB4FRcDH36dKdhwzpcvnyIgQPfc7VZ5MwZxHfffclPPy0gNDQ3nTp14LPPRlG8eBFF+wcE+BFHxiq3ZQWWLVtGz57vkb9jQ/SVinHdYCWvzgONRkOe2o7lVHU46qxIgzqKAmNVVFQyN35+fsye/Q3t27/L+PFfk5CQ8UnWMjO3b9/l78PHKFcozNWmqLwgOfx9uXsvgqSkZPuFsyDx8Ql07tybypWrsXXrH7wSlvZZcq1GY7PMxx7//nuGkiVLprkdFRVnczI5nvxhufH390Oj0eDllXmWytaqVZWNG5eyadMyDh/+g44dWyve9/Dhf8mnU1UdxezZs4datapQsWoFrl+5ThnL43OU7OlGjaavOVSnRnAw0nrdunWcHzCOHInGJ9sc9bp5ihVZZCacxKp0jsoTytUtLSNSc5NpS6zWIasKp0TZRqwKJ6OOIimj4CDkFdZE51BGCUgrkv2QU7LTGcTHJVNGVI+ckp24fdnzI1Kl08kkHBSXESvSAeg9Un+hiOuQa0vu2oiPXe8hzc8hLiPXllbUllZOyES0TSOnHidW45JR55LY999x3Y+Kpf83ywktWZIp0yba3e9lYcGCpfyzcRM/DOj4ZJsx0jZgVE6tUHxNldw/cveGRqwSJ1uP6DrLKMtpxPeURMVOes8pUTjUuNnGqMjVI70vFRyDHArub8l5fqaMIAh0+WAsQXnDmPzlOPvtZSFiY+N4s3NPwpIT+LxBZbQaDfG3I23KJD6ULsFJEam2Dbp+mc8XTKNWLftJD+/di6BapYasrVQJTYKtMpncd0GiNCejMCanXihGfI3lvr+SfSTfUfvfNrnvn/gbKavSqkCxzmoVK4dJO1BiRTY5xO3rPWS+L+L+ih2l28f2yKkA2m4Tq9HJ2StRlZNRF3T0vnjt7NEn/9+2bRtvvvkGkyePoW3b5pKyWZmSRaryoTUHof8NjIL9pXGBcgpyYsTXQslzI1aws5jtP586vWP+FqNIXVBO2frZZXlXzUns1iRi0mgobtRSy+3xYPiINoURR3ZSsGDBNNvgsKeoXr16HI9PXyUJFRWVjCMkhx8fd2nGvr0HXW1KpiI2Np4Qf29Xm6HiBDQaDd9/OoyNv//J9u17XW2O0zh69F8qV2xAQXMyn9V/5YWWshU2uCleSvvLqg3UCQ7GQ5X3V3EBV69eBeDGjRt06dKZBQumZ7sBEUDZ0iU4Y0pwtRmZjkJ6T7ppA3lXk4Pa7v5Plgjf8tQ5NCCCFxgUBQQEkJw3l6O7q6ioZELKFc7DrTv3iYqKdrUpmYbYmFj8PKUeQJWsSWCAP9M//oCpX3/jalOcwsWLV3jjjX58XrcCE16thO4Fc7FU9PDijz922y0nCALLf1pJE/+AF2pPRcVRkpKSiImJ4e2336ZXr7eoXdu+dzMr8uGo99nqYWKBKZI4q9Qbp2T1kBKvY3YhX/3aDu/7Qm/Pks0aIjzzAlayNE0JSpbhiROtqqiovDh6nY5XShTm0KFjrjYl03D96jWCfFW54exEs1drcOr0eaKjY1xtygvxxx+7aN26O59//gUNizhH7jbc25uzZy/aLffvv6eJjXxExQBVdEkl44kwGfn999+oUqUKxYrl46OP+rrapHSjRo3KHDq2naJtG/CZ8R73TWlPVPyyEOPlRr2WjnsLX2hQ1KBpE+55pH+GYBUVlYyjUuEwTp0652ozMgWHDh3jwL7DtK9VwdWmqDgRTw8PGtaqyoYNW11tygvx6adTmTNnLu+95zyFrQsJCZQqFW633JKFy2kWGKiqzqlkCFZB4I/YR7xx8zwdrp1h4P2rHDt2iEmThvPVV+MwGGRiGbMRvr4+TJkxiUEfv8/wRze4mkES3fbYlRLLksSHRFpMrjYFgH8Toqhfv77D+79QNqtatWoxPzGK0m4BNtvF+uRyXh2xN0jOy/Ss4IFFkJaxCIJEgEEJciIN4he7EiEFMXKBm2mtRy6YUBLvaJIP2rbFKhE7sIi8pxajRRKkaTFZ0IhFLcRljBbJcYnLiAMnzUlm2YBUG0xI2hZjNZkloglWzJIy4oB1q50gd4vFKLl+VpMZ3bNtyQSeYgLdM22ZEpJs93lcOdpn1txbLEZJEL4l2Wizn9VsklxjjVV0jq1WNPY+BFaLfOC7mGeC0YuGhbD/0hX7+2RzzGYzQz8cw6SO9fHFgiXh+cnzxNdTKeLnRHwvA+gUiGWI37AajNIyomUXYoEEQW55hcxSDXviHeJ24DniC/bqlWtHKzoGmVgWQSQyIfdGEQxudGvbgumLV9K9eyf7tmVCrFYrly9fpVGjRgDEXI2QlEmJtb0PzEnS++vZd67ZamWlu56h3Tqk2nZycgprft3IvOLhWIwWSTv/WSjZ0uj0YZvff5a0TVwpF2AvsVenkXzMBGvq3w2NVivpdIjFvDQ6rUQEQCy0IBZZAGlAu1is4f91ixHfuoJW9C6wCug9U3+viMWK5MqL+xxyQgxKMCfbfsPNSWbcvG2fa6uobmOCUcYm23tQsAqSk1H/2N8kJydz8eJFvLy8+Oqrr1ixYjm5cgXzy9KfyZcvDH9/vwxPyJoZ6NvvHXz9fBj24Xi+8y9EvrxST634fku4L41HEvfHnrcE79marEbbvgzAAYsRS5FQRp69yET/POQzpJ4cWs6+/7f/7L0iWATE2oHi95dJpr+cFBhIcLDjualeyM3j6emJrrT9jNcqKipZhyJhubhy+aqrzXA5C+YvJaePFx2rl3G1KSrpQNNXa3H27EWuX7/palMcQqPRULRoIXbvth//o5QNDyLInTsnr7/eNNVyW7fuoKivD7nd7XeAVFTSQqzZxMcff0xYWCitWrWgQoXyeHtrOXRoK4cPb6VChTIEBQW+lAOi/1OuXGn0Wi062SmfjKW21Y2UuAQ+/mwUn8beIc4inXjJKKxaDUWaNnqhOl547VuFVs0wycjIqqioZE2KhOXi8tUbrjbD5ezasYd+7ZooTnqpkrVwd3fj3U6vM2P6XFeb4hAajYYhQ/oxceIEp9R3Ji6ODVGRtG/fwu49v3LxLzT08nFKuyoq/+d8QjzvXTjHzZuX2LVrLceObefq1SOMGzeEkBDHZ/+zG2XLluSVKhXYZnR9TGQ97wBM9x9iTDHS9s12TI6/h0lIW6JZJUIRcl5uMbfctDRs3ixNbYt54UFR46ZNOSukHvSlJKeQozmOMgqxVrsccrr+KipZjbAgfyIeRuFgCrNsw8OHUYQEBrjaDJV0ZFift/ltw1YuXcqantFWrRpz5swZHj58+MJ1zYi4y7tD+9OhQ6tUy0VFRbN3/2FeDQx64TZVXm4EQeByYgLXkhKZevsmw69dZsp3k5k16zPy58+LRqN5qT1CqdG5Wweu6F3f59RqNHzolYvPP51C4+aNCK5Qkm/iI1zSf/g7NpLatR1XngMnDIrKli3LKXPmCPhSUVF5cf4/S/wye0gOHTrG5SvXyJ0zh6tNUUlHAgP8GfN+L95770OSk7OeopNeryd37hAWLFjwQvVEmYzcjk+gd+9udgPW16/fQtXAQHzUzqrKC/LL/Xu8e+oEg69cpOQbr/P3P9tp1aqJq83KEuTMGcgDq4lT8XGuNoW8BneG+eTmnTf60bZzG27n8GZrYnSG26EtXRwPjxdb0vvCbzWtVotfs/r47P3XZrucJrpchl0xStxoYuwG8DvYjjiIUQ4lAgyOtK3kXCmpw15bcmILgkgow5xslpwLcd1yrk2piIPVJsjTGG+SiEGASADBZJWcY3OyWRIsKhZWsBjN6D2fRtKaEpPQeYhyzVitaJ8RMxAsVkkAoBLvn6ATiUokJkvEFsS1WJMs6NxsOx+WZGmwss1xmczo3G2PQUixoHl2Xb/VIglQF8wmaaB7KkHtVovteXnZWDD/Z77+chazB3engL8n+BfGfN92OaH4WgkWq+QedAS5AFSJQILcjlZx4LnMfSsSKZATMhDfJ3L1iNsXTKL71mREY7C9/yXiC7IiCjKKMpIyovPjJpPZXXwZdNJOvuaZ5R2DunVk6brN/P33UV59taa0zUxO7tzB7Nmzh4aC7TvYmCA9f3JZ77U6LTHJFnIHBypS8Fq15Bfa5MyBm8/TaywWWpB7rwsWgR3lqtqWs/ONtS8o5Ng3WE6QQGyL3LdTSV9D/AyL7Xv+N1n7TBn7xy0n6CANnpcp48B7ymIyY/B+RgjIaJGcL1Oy2WaW3RRvxCARXjA9sfFhipFvrj320E6Z+Rnt27dMs10vMyEhuTgXE8XIpHga+QcyIE9+3GSeFzmRBa1OY9O30crc1+Lrq9VpIBWRjmp+7kyMc2PC8AkYtRpuefjK1it+HuTeAXLvKbGoh8Vk4dneULJBT+X2rz/XPqU4pefTokULItzVWSMVleyAVbCidUDVMSsTHR3DiROnOXHiNAt+WMLysf3p8GpV+zuqZHk0Gg0VSoVz8WLWXELXoEFtSpYs+UJ1eOh0xCfYX/EREfGQU2cvUD0o8IXaU1E5ExdL+VLhTJgwQh0QOUCpUsU5d24/U6dNYEPEPYxyE2EZTHEPL77PXZjxAaH0zRGSoW0fToilZcsXv4+cMihq3Lgxex5J5UBVVFSyHlargFaT/T1FFy5cZtq0OTRv0olyZeoysPcQBvYeQrC3J1VLFnG1eSoZiJubHquc/HgW4ObNO4SGhr5QHbnc3UlOSubGjdupltu8eTvVg3PiLiOFrqKSFh4ZTRQtWpBBg3q62pQsiUajIVeunDRv2RhPgwFvhc+kEs+qklVSz8NLp6OEp7fDbStZSWUxSd/V5w1aihYtat9AOzil5+Pv709y0YI22xxZ0paRKFmeJnfiM6ptR5YRqqg4A6sgZGtPkSAIzJ49n1atuhEVlcLori25tfFHjv40haM/TeGPKcPRq52+lwqrVUCTRScCtm/fyyuvvGK/YCroNRpqBgWyZcuOVMtt3LiNun6+L9SWiorRamVDdBTtu7R1tSlZnpiYOPQ6HUmZwFPkKqxaDQUav5gU9/9x2lfglXavk6xKc6uoZHmsgpAtRRaOHTvJqFGfUaFCA37/fQeHDh1m9uzZNKlRCU9xvJnKS0dW9RQVK1aYc+fOvXA9udESEfHguX9/+DCSQ4f+oWZOVXVO5cX4+c4dCpYrSZMm9V1tSpYnX74wWrVqwqz7qXt5szNXNALN2rZxSl1OG8W0aduW+XN+oJGfn812JRmqJRmX7WRxTk80CmbIxVmu5bw66eUNckSAwapALEB8THLI2ZvaMVgtVkm95mSzzT4Wk0USjClYLLZlLNKAUWOCyWY/i8UkscVoMqP3eDY41Ize2zZHsuTMWK02gaiWZKNsAL2NGITRLLHPmpBs07aciIM5OUUSSCwWXxBnOTcnJqF1E4lMiEUULBY0Yk+H1o4ii9XyNMheo8l2g6L585cyZcp39O8/gDVj+1K6UF40l3eTchksUdKlv4Ix2ea3OdH2t0anlVw78XWRw55whyJhD6vVbgC6oqsnNwiwau2WESQiHTI22xFWEAsxAAhiYQWZY9ToRfvJzY6K2xblzBB00rYL5M/HtatZK4mrIAgsXbqaEyfO8KHpZ6zutsclXq0hFqcB2/tN465NVf548aKVNAwNwlOjtfmmJD1MkhETkBPQSf14tKKM9qDse2wPuW+b1k383hUFlcu0q6RfYk9kAWQC2MXiCDL3vbTPkbpAkTMRLFb0OttvmViswWqxovN4+h1Kjk7C4CMSW7FYn5zDP05FsXjstJda0MeZfDV9Ag1qt2RrwiNah+Z+sj3meqzNvW0xWiTpZXRuOpt+pdx7QolYiGARbO5tq0Xg2VtS7llw5Hm3mKySZ+avyAh6vqAU9/9x2h1ZqFAhrvr72S+ooqKS6ckuYyKLxcKIERNZsGAF+/btZ9y4cZQpnC/bDfpUXoySxYpw4cJlV5uhCIvFwqpV66lTpzU//LCcHTt2EuQuHeillZzu7lw8fV72b2azmR9/WELngmEv3I6Kio/BQExMrKvNyDZ4e3uxeMU85ty8RbRRRrUzGyNoIKh+PUXKmUpw6jC9cueOJKm5C1RUsjTZKWnrd98t5OTJCxw8eJAiRVTxBBV5ShQtnOkHRRaLhdWrf6NGjRb89NOvTJkynePH/6VUqVJOqb9h7lxs37GXyZNnER//WMb3zp17jB39GRXL1KGotwelAv2d0pbKy01pfx/OnbvoajOyFeHhRenQsTU/3bkDPPYS2UNJ7L9SL9GziL1RcjiyIsxikq4MuGC10rbbW2mu63k4dVDUqUsXdka9eGZtuZw3GYU4R4+ifZyQUyg9UbI0TskSO0dIr3pV0heNsgVYmZpr124wc+YPLFnyM/7+amdO5fkUzJeHqKiYTDt7HR+fQMeOvZg3bxnffvs9f/21j6ZNmzrV4xngZmBxlQrcuPGAKlWaMGjQaOrUaU3cnr+Y+UoJZlcv67S2VF5e7iUmU8jDjT9++8PVpmQ7+g3qya7IR642I0PZFf2IunXrOq0+p7p18ubNy51cOcGFgxoVFZUXQ6fVYrZkzaDzZ/n44y8YNmy46iFSsYtOp6N65Qrs23eI5s2do2LkTObOXYy3tz9//rkTXToqI4Z5ebJs2XL++ecfNmzYwIkT04ka3jvd2lN5+Zh6+iLbbt4FwGp9uROFOxs3N7dsMJ2pHKtGQ1iT15z6TnT6Wrc63buRtHIFAXbkAcUuODlvhjhjc3oFEsqhJOBZjLPscyRDt9hdqcR+qwKvmCPSzErOgxKXrL2gVYvJNqu2YBEk9ZhFQgnG2AQM3h7P7CMVJTBbjLZiCxajJIheHOwuJ6RgUiC2IMacnILumbWxFotRKuJgMqN7pl5LQrxUDMLNVlhBSIhFK84dIApa//8xebq7YbUKJCUl4+lpR6AhE3PixFm+/fYHjAd+tdlueSBV6TEnpp64Ui74Wcl9Lt5Prh7BASlVe/vI/V2jtR3oCmajVLhAEfbXrIvFGDQiMRDBLK1Dcm4csg15AYln25EJJNblKUn9xs05cOBIphwU5csXxqRJ04iPj8ff358jzRva/F28ukLufSpOMSH3bte56TjWpjEa4HXgWuftNn9PiU2R7CNuy83b/nUT7yO3jEeJEJEj3ydJcLeCvoeSZUbiesRiBCAVY9GK4iDkbBEPGhztZzjSp7GK3iNydQgWC8+eHWNcIu5+8mqe0SnGJwMikB6byovx4MFDAvPmJf5uPDqRmIgx3vadK3dPi0UWlPbTnhVRkeu/igUU5Pr74rrFvwWLILH5SFIynd5+W1LXi+D0O/KNN95g3e07zq5WRUUlg9BoNAT6+xIVFe1qU16IuLg4vL3lk8ipqIgpV64c585lzriiJk0aoNPp1PtZJUtj+G+5Z62aVdi79zcXW5P9+PPPXTRq9Jqrzcgw9lssVK1a1al1On1Q5Ofnh3vNmlhVdScVlSxLoL8vjx5Fu9qMF6Jq1Ups3brV1WaoZBFKlSrFuXMXM6XQyNatO3jttUapSmarqDwPR7xEyupN2zJrbzcD1QrmoVfvbpQpUyJdbHpZMZvNLFmymrdlPCfO8BLJoUSC3lleIjGxWh11evRwupJsuvguu/Xvz5GExFTLSNUqpA+tWGkivR5sZ5GZ7FO0hM0JOSDkcOQ8KBGrUKJo4ghpfbG/DAT5+WR5T1GNGpU5duyYq81QySIUKlQINzd3Dh8+7mpTJPzyy2+8/fY7rjZDReWFaRIWxOYN6mSVszl79gKenl5UqlTJ1aZkCGtv3+bNt5ynOvd/0mVQVKVKFQ4KmWeAoKKiklYEzOasLZiSkpKiLjdSUYxWq6V///7MmjU/U3mLLBYLBw4cpmnTpq42RUXlhUkxW/DPoaqBOpvg4JxER0e72owMQdBo0FWrRkBAgNPrThdfvEajoX6v3qTsWE/OZ4Zd4kzOIM3mLBecmFECC4rECURlHAmSVpKx2hGUyF87Yq8ccseQHsi7WlNvWzbbtx17xYILFpPZph5rslE2KNSmLRMSwQNTQjJ6z2fEFmQEGsTBtxaTyUZsQe6+NCck2+wnFl8QkhPRisQWrAlxaL19n6nECKKAeMFqwYyG4xeuUbFi1pbgjY2JpYCPGeOV05K/mWJtPdmyAc6G1AOylbyX5AUP7N2L0n2sJvsDVHv1yj4XIvs0ZqNMvakHmQt2hA2eV4fGXSQGIhZn8JAZ0NoTUdC7SUUckhJsf8vYYrn+LwC9mtdi0fy5zJ+/lF69nD8L6QgXL14h0M2Ns+1eByD2VpykjNjTLg6yVoLYEy+3FMYjwPaayeUaEb+zlQgmieuRBHjLrGoQt6NErEfcvxC/ex+3ZbuP3sNWNECRwIqSlRoiW3QyttizTQmyz72Sd5ed/oTc300JybgHPP3GpERL79UYQO/24smGVWzx9vbi0aMotpSohO6ZJWUpMbbvdLln1t3P9nrICp+InkE3H9t95J4/8Wok2e+snaVzcvvsfxTH2wMHSrY7g3Tr2Xbv3p2fL1xPr+pVVFTSiX8v3yR/3lACArLubJ4gCBzcf5hKpYu72hSVLIS3lydr5k3n66+/4d9/pYNpVzDnmwXUzhHgajNUVJxC19KFWbRwOQl2QixU0sbKletp1aqlzYDIWchNSjgDR5SWAfZZtFSrVs3J1jwm3QZFnp6eFGzdgUTN0ybEkqByWBTMiKqoqKQfp6/eomSprDuYEASBj0d/hkGjoXalcq42RyWLUTh/Xoa/359vZs93qR1ms5mxYyez4/c/eTss1KW2qLxcOBIXbEpIVlQut68XRpMJvT798m29bBiNRubOXUztf87YbHeWl0iMs7xEYpR4iS4km+j4wRC7dTlKuq6B6jdoEMvteIusRvsDpYwSMFCWX8d+3hF7yC2pUbL0zR5KluBl1LI3Z+HIeUmv+0Wcs8Fp9Roz10RApeIF+eefk642w2E2bvyTXdv3sHHuV7i5GezvoKIi4p2undi+fS937953SfspKSl06dKHs2ev8kPZ0vgZ1PtYJXug12oJD83FiRNn7BdWUcQXX8yiRImSlPX0cXrdmc1LtPZuJK1atXKyNU9J1x5yzpw50VauifkZd57qLVJRydyUKZSX+PgEbty45WpTHOLH+UsZ1fstcvj72i+soiKDv58fHdu0YtHCFS5pf8SISfj4BLBly1Z1QKSSrbAKArFJKXh4yCd4VUkbhw4dY/nytUybNt3p8tSZjQgr1O/dP12T/mqEdJbZuXTpEiv6vEnn4vlstj8bFA6glZnRtXfgzhJgcIZnwVlehPQ6ZnvHmF5eEGfhqvPiSJCqnDfuWbGF55WRaP6Lg4J1MrkFvG0Dn3Xuog+NTFC5jdgCgF4a9Npt8nwadGxL167tJH/LzFy7doPXGrbn0vJpeDwTzJt8+axNOTnvnL3zr+ReUOKJFXuK5WwRlxHfp0reWUqeCfF7OL1EbWTvd7Gwgkh4Qe7eFW/T6G2/GxqRuIjcPuL7X5cjl2QXc2B+zp6/SOM2HTh+fCeenjL1phN//fU3A3t/yKGpH7Lvw58lfzdabT/Z3qJlSHJLWcSIl8jI7ePmbXtuPXLYngO5lQniXCdygg9S8QNxrhOZYGyxvVr7+0jrEL1PZQabYtsMXh6p/t1R7AlAKNlH0fOt4BjFv+XeLfbeN+bkFMk2Y6w0ZugX/5KcPXuWLVs2cfz4jmzfiU9vkpKSqVujGQOLhBJ+zZRqWfHzDODuZ9tf0LrZf67E9Yifzcf7pX5dlQin6Dyk9tb77QBXr17FwyP93sfpvpaqaNGi3MsXjhn15ldRySpYBQG3LKgQtGTxL7zZsqHNgEhFxRFKhhejcsUKrFy5LsPaTEpKZsTQ8XzStQm+GTgQU1HJCN59910aNmxIsWJF1AGRE1i4cBkFDFqaFApztSnpzkOzwIgRI9J1QAQZMCgC+GjcJ6w6by+2KPVRrhyZKVlqRvEyHrNKxnMnMpqQkGBXm5EmkpKSWbp0NT3bN3e1KSrZhKHvD2DmjHkYjVKp8vRg1IgJlAoJoFPtihnSnopKRuLn50eOHDmyfA68zIDJZOLHuYt5u3g+ru1Mu9Kz2EukBDlvkxhHYoWUeIl+OHWFvn37prnuNNuS7i0AhQsXJqpoOUzPeIssyfY/Mhm1pMsZLnFnrXFMr2O2d4zpuUYzI0ivwaIj9TorF5QYq8V+PJ7MTg61VTJ/bo4e/dehfV2BIAgMHTKO+lXKU7JwAVebo5JNqFW9KiWKF2PRovSPLZoxYx4Hdv/FN33aq7PoKumCQ7nWHPgGyi2dyzN+LgD58uXjzp17aa7TWRiNRh4+jOTKleucO3cxUyVqTgvTp35PqA4q5w6yW1bRYEbB0jnpPmlXEHREuOGeyUq1Hn3T3UsEGTQoAvhozDiWnb2WahnVW6SMl/GYVTKWjnUqs27dFleboZj583/m36P/MnfcB642RSWbMWnsKL7++rt0naSbMuV7li1bx6bxvfHzUpfNqWRfgoODiYh4kGHtRUQ8ZPnyNfTo8QGFC1chLKwc1ao1o0OHnrRt24MBA0aRlKRMTjyzcOjQMeZ++yMTq5Xm+q4bad4/q3mJFpy5xnvvvZfmuh0hwwZF+fPnJ7lMVVLU2CIVlUxPnXLFuXPnHleuZP4EzPPm/sSs6XP5dfp4vL08XW2OSjajdMkSPHwYmS51C4LAV199w+rVG9m9ezdhgVk3YbKKihIuX75MgQL57BdMI2azmUOHjrF9+17+/vsfpk+fS+PGnalatQnbth2kVat2nDp1GpPJRGTkI65cucqlS5cRBAPFilWjfPn6LFq0ItN7jq5cuU63Lr34omZZcntn/+/dzWQzr/YamGExzumuPvcsERERfN6xBYOrlHiyzeAtnRVzJJdOeqkmpbVdZ3lxHDkeJTmUHFnaZbGTR8eVx+yq6+4I4usjVjcDOVUi++pB4nr0PtJcBRpD6ipdcqpdg2b9TL4qVRg0qKfkb5mFmJg4ypSuzfEV31Ag9KmKWPK5o5KyJpklHc8iVqcCGZUrURlZVTUZNT8bZJY0CqJtipYXi1IXOKJIp+QedOi51IrfRQqU5ByRnhbXa0edDkDr7Wf728tWjU7IX9bm966/9tPmrXe5fftE2u1LBUEQGDP6M3Zu/IM1/dsR4u/Dta3/2JQ5vNt2FthTNBObQ+aeFSNWgJNL4Ci+Xm4+tudNrCoH0plj8X0i147ENgeU58RKbcqSQtr/NooVcPVihVyZZ0Wn4PzbtU38rDjreHRihcEXXzqn5B1jjEtI9e9jft+HR9nyTPzsY7t1KSE5OYXly9cwe/YCtMYkCoQEER2fROXCYbSsFE6dUoVw0/93nWTeQxqDgaj4RK7ej6Tf96spVCKcb+dMwcfH2yn2OZOrV6/T4fXudC8YQpcSBbl9UJo2wyB6Lt39bb1COoP0HIjfEeJ7Q86zJL7nlDwL4r6kpE8kU8e4Y9f4acdf6PUv/qwpIWNa+Y9cuXKRt3l7Iu+cJMiQdTqzKiovI7kCfEhISH0g4Wr+/vsor5QJtxkQqag4kx+WLKNv33ecWufDh5F8OGgU9y5f5vf3O5LjJZjxVVGJiEtg9fELHPzh2xeua9Om7axYsY49e/ZTs2ZN5r3dhJolCqapjv9PxOTw8SKHjxdz+nWk3shZ3L59l/DwopLy//xzgnv3ImjevNEL258W4uMT+Prr71jy41L6lS9Gl+ccp70BkRz2BkRypMeASI6D96N5e8yEDBsQQQYun/s/Awd/wOyj55/8NiVI13KmV6B6eiCeOclKngsVldSwWK3oMvn9/NuGLdStWMbVZqhkY9q3bM4//zjHSxQdHcPs2fOpXbs1hYVkNgxUB0SZAbk8ifZwhpcovbDnJVKCQwILdrxEK4+e57VGdV9Y2fTQoWN8+OFY2rfvwrlz59m0abP9AZGct1pEkdCc5M+dk6tXpXE6y5evoXnzNzh27KSDVjtGSkoKb7zRl4tbtrL+9bp0L1UIQNZLZA85L5E9HIk/cgSxl8gKbEvS07hx4wxp//9k+FPt4eFBi0HDOPPnSkoFOM89KVis2WpA4sjxWC1Wm9G3YLXKLGPRpnnQqXPTp7qETqPTOmUJnSPHnJWuu/j6WE1m2SUZz2IxmWSX0GUEZosVDwUfElfxyy8b2L/3IFOXzHC1KSrZmEIF8hEZGWW3XFxcPAaDgdOnz5EjRwCFCuUnNjaeGzducebMBdat28zBg0do0aIFmzZtptDfqzLAehUV13PpQRS9V+0gOsXE2g3ShMRyxMXFc+vWXYoWLYjhv2+gIAgcP36Kd955n++/n0O7do+Tiyeu/CLNNskt1/Xz8mD42E/59deNNG3aAHjspZk4cRorV67HaDTSvn3LNLflKFarlUGDRhMUFMJnxXOjS0W5Lbt5iX69cJNhU3+wW87ZuGSqo2OnTnRfMJcJ/w2KTAnJktgiuQ59ZkXcMXfWIEFFxZUYzVZ8FWRadyaffjqF7dv3sm3bL6kGVppMJsaN+YK108cT6O8H5rQrV6qoKMFqFTh58gzXrt2gYMH8Nn8TBIHDh4/z/feL2Lp1J0ajkVKlShIVFU1SUiJWq5WAgADu3LnLokWLWLRoKSEhIQBEqYMilZeEuftP8lqblowdNwSd7vkTbZs2befTT6cQFRVNfHwCYWGhPHz4kIIF83Pt2g1iY+Pw9/djwYIfnwyInE316tWZOPFTAH76aSWffTaD8PBw3NwMDBnSnxIliqVLu2LMZjODB4/hzp2H/PnnNm4MfjND2s0MJAsaHhQqS6lSpTK8bZcMijQaDR9OnsJvn4+gbYnHHxnBYkUvI7qgRDzAFWQV7wTI25rW86j3sr+sUclA0JHlhunh+nfGOQHHlnpKgvcVLHXQiYJ+JQHzzwaUWy0gCjAXLBY07k+X6QhWqyTAXGOwbeN2VCxlQkOecxTpg0aj4eTJM7Rq3pXixYtQtnxpur/dBQ+Pp7NeVquVmTN/oFBYLioVCsWaGPd4e8xThTB9UG5MEXds6pYL4hR76pQEMEuEFCSB0vZFBSSCAOLivtjPMSX6uyCXx0p8fyrJWyWx1QnHJ/ds2fFCCuKBrhLbzbYCFYJZKlhhSbZd4mONs/UCaUV/f6V4OIXz56Vrlz4M/qA3Xbq05cyZC3w2aRoH/z5KYIA//d/qxMKJo/Hy9ECn02G+coI7D6PQajXkDgzgwYnjeEcdhzXH+X9rB7/cbNPOndgUm986jQY30cywv53lLxqREIOcRK7VIkjKPPse03vosRhtz7V42Y3WTYsp+ensr8FDb/PO1ei0mJPEs8Mi29x0WExP99EZtFhF722dm86mXq1Bb1NGK5qAfN63IjXBAI1OiyXZ9twbvDyxPjO7rfNws7XDTS+x1d7st+y7xI74gSPfJKVL59I6cWuvvMVkknyn/k+yVeD39Zvo0rWtZFBhNpv55ZcN7N29n327/mLWO80plTcXufx90Gm1PIxP4lrEIwqHtCKHt8fjnIopZ0hYfgaQCs7Ac87jM+8Pjd4NwWT7ftG4P+5/LpowlNca1mHF8jXM+GoWv43tyZD5a6n8SjncMmjJpCAIfDT4Y279c4yfujTi7uj3bBwHKdHxhL6S+8lvsSiI3DWXfuvs3yeSehWIgqSYLaz2Lkbx4sV5/fXXufvFAJu/2xM8Api6/xQTft1st1x64LJFsZUqVWJZaHESrcl4ZZ3xhYrKS8PNiEfkzRuWoW2+994b7Nq1n0NHT9C4ZH72bNjEzOlzqVGjMg8fRlKvYV3+3LoTS0I8P44dmKG2qbycaLVazu/dyIr1mxj7xSzW/Po7x46dZOxHA/lu4jjyhIagMSZJ9gvLmePJ/73dM0ZOVkUlM/Jd19dYcegMbVu9xc8r5hEaGoK3tzf//PMvo4Z9QrCHnrrh+fjik54E+XrZ7Bvs502wX/oqwf1/QARQIm8uxi7dxG8btvD7p/1YsPUA+06cx/vidawZpNW8aOFy/t71Fxt7vY4mOt7mbymi3+KBixz2BkRyODIgAthx4QZfbPmFokWLUvXMHzZ/UzIguhybxCvd+pAzZ067ZdMDl0YKjpn4GcNbv8bYuuUAMCckS7xFSuJkXEFWimXJKFvVZYPZi5v3H5AvX54MbTNPnlD++GMl06Z+x9x5S/jhw24E+/ty8tZDclYtxZ9HTtK+Whn6tWmMzj1jAkBVVDQaDV3btKBu9crsP3ycqp9/Qv48GTth8LKhc3NNPKPBgVxnSmIkxDhD+l5qR/qcMyVeInu8Was8BoOet7v2xmKxEJ+UQs4AXz7v1IAWFcPRaDRp9pQp9hI9+9tOyoRuDaqSOzAAg15H9fcnP9nu4+FG+fLpv5xr27Y9fDZhCuvea4W3uwHpdEvquDq1ibHO6zQRvDl48AjvrtjG9Nfr4O+p7FstAAsu3mfx7HedZk9acemgKCAggLq93ufsgd8pGSjNraKSfjgyuHREpEFSh2jgpGTA5sigzt4ATa7OrDzgtppNtkvozCbJEjq77ZqMT5bQmcxmHjyKJnfuF1MJcgS9Xs/wEe+Tv0A+vl20lA2f9Kdyhce5Y1rVrpzh9qio/J88uUPo2KoJgk71/KiopJVOVUvTqWppAMkEuMtyTbpLwzZeq1SSZKOJQa/Xp2mVMqzd/y8/7/ibkiWLIwgCGs3zBQ9ehMWLVzJp/Fcs6NKIIjkDSIqwXdqb2b1EAJ6engiCld271xFerBrxTavh7+muyEu0+ux1hn094/ESSRfhck3JN996i+7LlzAp0ActqrcovVC9RSppISY+EV9vrwzNDyAmb94wbkU8IiE5Bd/Ml0dPRUVFRSWb4uFm4Mue7YHHMT7+JaswbtxXeHi4P1Gmcybbt+/l80++Zu27LSmcM8Dp9WcEYWO+p8jevVy5coODB49SrkAYeQJ87e8IJFjhQaGylC9fPp2tTB2NIAgZtEry+Zw7d46Vw/rQs3KJJ9vkgqKVBJM9S3p1zh0JhnSGW9sqF0idAe1mxGBKybVy2UxSBgg9KAnClcz4yAWqi7xDz4oryLWj8fKTtmswcOX2fZoO+YLjJ/dI28ggUlJSGDxoFMcO/cPGzwaTT7RcSUiW5sSwREXY/BYvr1AisKFxE89gpi4iILdNcj0dkTZXIlaQRmQ9vfYEDOSywIu9kGJbHXjvSIQiJKIJMkt0xGIT4uMT16FAjEI8cyw5VpnlN5bIuza/r2zYb/M7Kco2H9/t4/eldohwE4kbuPmk7vkVCyg4glweE3G7GpH4g97T9r1k8JB+u8XPnXgfnSiZu9zSOfH7TywF7Izvg9zSOYntoklbJUvnxLbbS8UAoHMgd5IYZ5wTR/pRdpewpZNd4n6jNCWJgveS6HnXej/9Rs5c8yfnjTqmzZiUBkvtc/XqdRo3bM+8dvWoVjAUeOwgeBZHllvaExKCtC/9lPsOPXveoxKSeOWzRXTs3JbAwDDGjRtH0twxNuXNyVIBnDHb/2HG+j/x85P2STKSTOHmKFGiBF61mnInUXqiVFRUMp7YhER8fV27pNXd3Z0586ZRunwZth097VJbVFRUVFTs46rJS3sDIkWkMiACuBMZQx4nx9mazWZ69XifQTXLZPkBEYBep0Wr0XD16g2mTp1Kq+oVbf4uNyDafe0enYZ/4vIBEWSSQRHAh0OHMeOfK/x/rssqkyxUfDIdkV12BhJ5TwVxNo54ecSkVxBlZiCrLEN8GUhOMTJp0a/4+7v+BQWQnJyCXr0/VFRUMhh7XiIlvGxeIokdGeQlsm/Hi/efthw9Q716NV+4nmf57ruFeKck8W7VMk6t1x6OiINI6pBZ0XX+XiRFw4vj6+uLIAgkGlMX4Uiywn4CaNqs2Qvb4wwyTU9Dr9czcto3/Hz84pNtcgOjtPKyd7adMRjLLDFCrrIjPdp1aGAtWgomKMnbIm5X1I6QGCspo9Vq2Xv8LEOGu17y+vbtuxw8eIQ2tV9xtSkqKioqKqmQnb1E0fGJXL8bQYUKLz54EQSBxMQk5s1bwsyp3zG+URW0/y1LzQgvkUNqieL8is/J2bT34i3Cw4vw9tsdyRWUg3eqPA6LMZot/LzvBOtPXML6jLb55J3HmPD1tDTbk164XGjhWcqWLcv6CnWISL5Frv/WJVuNZpuTb0422sQWKREQSI/gf3G7SsQfrBbLC3t7tDqdUwY6mRFVpCFz4GbQ07puVc6euUD9+rVdasvPS36hQ72q+HimfYZWRUVFRUXFGQT4eFE0Xyhbt+6kefNGsmUePIhk+vQ5REZGMXfuFJu/nTp1jh9/XMb69VuIjo5Bp9PRqFFDlr/ZlBIhgRlxCOnOneg45h44w9at4ylSpCB9+/Xgk29+YPul2xy5fo8ki5W4uHiqFsxNqJ8PB249pNWHo8mRI4f9yjOITCG08CxGo5EeLV5j6mvlJFnen8WRTPTpgb3s0UpG9elha3po1TsUtOgAYg+IxLuRDoGfsvvYOz7x351wHRUFqEvatROQbycvA0iDyf88cpqxP//Gjt3r001+NDViYmKZN/cnvv9uIdtmjaNMkfwAaD1sZejM929I9pUNyH8W8flykw64tJ4iuTsHhBPs3T8ST58Dnj/ptZcTgUhbng57+4NjQgppRZxxXiKqIHOdBaPtLKuQYpvlw5psKwtrjbOVvDWKJG8BkiJjbH4ni34nRtj+tphs309iEQGQCgl4BPnb/JbM7IqugUUmP4sYq+j8mZNsl58nRtgeq8Uovf+somyVgkjMQaOzfTfIiSxo7eQbEu8jV94gWram87DNeyI+P8+bxU4NnUjIKa3CTrJ1GkQiFXJCLxkgSmCvTTnsfWfTYwJTUX/J3vlSIIRj71st+37Tu/H73yf5cN5qChTKT83a1WnTtgWlS4cjCAJLFq9i3NgviIlLoFPH1sydNxWAGzduMfTDMZw+eZZ36pTnrdrlyR3gi16nlUhui/s6Su4F8TYl95wYe9dSyUR8otFEu+V/0axZPT76qO+T7efPX+Lo0X+xWKx89unXfP16bZqWKUKCWWDsiUiWLFlit+6MJFN5igDc3NwYO3su34/oR/9aGbvGUkVF5TENXinD8Lkr2Lp1Z7rIj5rNZvbsOUBAgD8hIcE8ehTNjRu3uH79FpcuXmb9us00r1ae3d9PIDy/miRTRUVF5WXHoQGiMyYv/5tIalmtLI0rlWTLkdMcunCZjm27U7pMCVJSTCRERrJmXF8mLt/MkUP/cOnSVdav28R33/7I4NavsuLN/hj0T23JTgOiyPhEPli1nSLFS/Hhh31s/hYeXhSrVaBTu3cY9VplmpYpAsAnWw7xzZrNduvOaDKdp+j//DB3LkUu7aN0sP9zy6jeIjt1OpDw1G6ZDPAWqZ4iO2SApwitjt/2HWX8kg3s2bcRnZM9AzExcZQoUZPcOfxINpnI4etDwZAgCoYGUygkiJY1K1A4NBcakcdG9RSJUD1FtttUT9ETMoOnyJ6XSMk+9rxE8OKeIrGXCF7cUyTuoMrVoXqJnpLZvURypJhMLN1xCJNVoGfTWuj/23fWmm2M/HEtrWpW4PNuLSkcmhNz9CObfTPDoEjJdUxtUBSTmMzH6/ey+cQl2nZozeTJH+Pu/vj5fPAgkp9+WonFYmHB3J/4pHkNOr7yOL5o5bGLVOo7mpo1nSta4Qwy7aBIEAR6vdGJceVz457Kdc0MAyN7g6LnbbP5eyYYFCnZR11CJ8IVAyNH8uTY6QhLBkWAoNES0roPB/7eSlhY7tRtcoBx475CuHmFr95r+2Sb1sPL1i47gyKQDozUQZG4jDooelKFOih6gjooerZOdVD0LJlxUKQox5ydCUMl32fJu83et1NU5//fS7ceRpP3vySs2XFABPDe4s0Qmpdp0ycSGPg0LujixSu0at6FxsXzEejlQcMSBahe+LGU+a24ZDaTm9Hjxttt3xVkWmk2jUbDl9/MYcKfR1ItJ1HkckDV60UR3zhyN5vdl0w62JkuqmniwYkjHTmVLMGlW/fw8/UlNDQkXeqvVKkstx7F2C+ooqKioqKShfj/gCg7U7tIGH/tO8zBg/882RYfn8DQD8bQr24FpnZowMfNaz4ZEFkEmPr3JYaP/thVJtsl08UUPUtQUBBvjvmcdYtn0K5c4VTL2ptxsaf774wZGUdmedJlJsieezit3g+QzjaLZ1PszdAo4ZkBlkb0G+zPHIN0kJbWmSNHlq/JeVlSbfN5214Qu56vNLYZn5CIn59Pugkt+Ph4czdFa3P+BLMJXY5cNuV0wXltfluj7tv81ofkx5qcYLNNfK+Ir6vWJ8DWGDlviLttdnvJ+RWfT03an2XBlGK7wZx6AmvBAeVJjUE04y32jMnYLbFL/FzJLLdMrbxsGXG7gmi21C11b7FGrg3RNktctM1vneiaijGI2kiOjMHN76n30pSQjGcuW6UksZfHPcA26bF7Dl+b31rR+deIPQoyM9N23+liD6roXIul962i82KV8bqJZ7NNIqngFBmvmk2bMveqeBJT4hETnQuxl0gux4/OLe15gJ5FL+d5SqPEs72Zfrk6tfa+G5I27D/7dj0OSr8Bz5gqt2rDRnnXVUvp7HnAHVkmJ3d+UjvvWp3tOZcpa4mLtjmelKg4G8+k+JrJeRjFSJ8b+4lan0WwWOGZZsTP5RNbnqlHa9AjCIJNf2Do8j+IGD6co0f/pXnzhpw+fZ533upH1bxB9K5TAa3e9nx+vvlvJn27GL0+8w49Mq2n6P/Ur1+f2PDqXHqU+gtYRUXFuYTnD+XKtZuYzS+eLwzgypXrJCc/7WzXrVud27dvsev4OafUr6KioqLiPOwtY08PMtWAKDW0OgRB4Met+1i+8xAxcU/7qEkpRk5du8O1q9dsdkmJirP57bIB0TM8b0D0LJFJKYxetZ2A9yYRl/T0G75u3ToWLVpI06b1WbJ4Fa+36MqQ+hWY1bkRbqIB0cZT12g8YCQFCxa0254rybzDtWcYOmIkvbp2Ymxlb7x08rPW9vIGWYymVL1FSvId2UPcppI6ndGuPTukf7ekPmNktcjM/FptXjSCxWL7YhHvI1eHPbQ625kW0W+NwWDrARCXdwR7x+UMHDkXmQAvD3fCgoO4cuU6xYsXeaG69uw5wFtv9cfd3Z2uXduRM2cOjh07hcHgRsHcOZ1ksYqKSmZFSecrrbyol0iOl95LlAayTV5BB8/Nzzv+Zuam/RQrVoiPF/9G5zqV+OfqHf45f5UcAX7cuhvBhdlDCM3hJxkQOcKLDogcYevpK/RbtJGChQsAMHDJZnJ4eRBQvharVw/k+++/Yu53Cznzz3F+/6ALJcJyYjHaep6vxyRyM7Q03Zs3d7p9zibTe4rgcXzR1LnzGbP5MGlRhRC/JMQXSlLeCQ+4MwQBVBxH/OJ3SjC7GAUB32mtI0NwoM2SBfNw7tzFF246ISGRUqVKsX//ATw8AoiMTKZly3b8/fehNA+KtDnSJ8ZJRUVFReUxL42XyJEB0X/7/LzrKBM//5ilK35gyfJ56AsVY+Cojzh7/gAdOramY+0Kzx0QpdVL5IwBUVq8RIIgsOafcwxcsoVf1iyiTdsWABy9Hcldt0CmT59Bo4a16d/nI3yiI9g+7E3ZAVGyVWD2sduMGjvOrn2ZgSzhKQLw9/dnxMy5zB7zPu+/Wl62jJzXJSt4jFRv0TOo3qJMRan8oZw7d5HWrZu+UD2vvfYqw4ZNICkpia+++gqj0Yib2+OPWbKdfVVUVFRUVDIbdx/FUKjQ48TilStXoHLlCgBcuHCZJYtXcnBin1T2zrzciIyh56KNJP6vvfMOj6L4w/h7/dJ7J5Uk9F4FaYIgTUC6SlVBsaLID7GjYu+AgiBFQLqC0pEiHUFaCGmEFEgC6ckl129/f0SS3bm73btLQtp8noeH7O3u7GybnXe+M++IpPh1y0p06dIBnTq1g0wqwdJla7Fy5So0a9YMovQb2PXieLQIst6w+eYfp/HV5j/MHCLrK/XWktsamzZtgvOVgxjQMtSu/YQiNvZaZVpMw95Kr5S0UKyFSrOdpgo2WYPbO09OTZgwEAPQyegMacUrhEVzBHvPy879AVvstuug4DCLblaJzI0HT2D3tTSotVoEBQXihZeeRkREmEOH+f77lVi5ciPGjh2H5T8sw/aPXsWAzm0AmFtgiwMiuFl08TZLT1zOHQgu0qvNtmHDSLmDthkZMcDakuGAWMq/jZAJhZD5AmOhXCJNDUz83Y5ERsKcgbyfFgbumxRuZr+xkai51xbE+0bmiZEQx7BwXRgJ91qS94NERF4bgWURaVJh6dNG7kOeB2EwQVp6k9eWRKQgzsneshEAiGfOJOeaQzAyrm29mamCnFhPwJDPpMSyHT8baXEWZ1lk4Ja3Ii3X6MRYeJezbMhOMz+Gnnu/hAxBBCPytvQKqAmTHDshz4M8T7IeYH4eROs+YSMPWLg2ZJTHXoMW8jm3qftezUeW7DaNsvN+mZmcWEqDfL/+KxNyCkvQee5XuJZwCi4uVe/c6dPnMWf2a3hhQEfMGtjNYt3TkbksOds7UE+w1an56PWbmPXzbrw4dzbmPP8UxGIxbt3KxssvzEdRdjZWzR6NmCBfm+7v9/vPYcgri9C5c2e781tXNAzpxmLSpEm4KA7Ezfzq98+kUCj8tAwLQWJiCnLv5CL5wgW88NzrDqf14otPY+XKL1FQkIXefXpixsfL0cDaZCgUCqVeUeOCyJE8NDFBBADf/nkcEyeN5giic+cuYurjs7H4sT4NThAVlWvw5rbDmL12L1auXYIXXnwGIpEIa9dsQv8+I9DL3xV/vTXDZkF0IO4mokdOa1CCCGiAoggA3l70Ab4/fwulFiabs4a9jhyOzHdk95w9ZLSjNgovoTw5UpgJtMiZpVET43qI1m6yhc/SBJx8ODQOSIjaGL9Ux8SGBeFGWibCI0IxoEML3LiRXq30Onduj1u3slGUlY0fX5tZa3bfFArFMcwiSbVxjJqOEtlCI40S1TgORIkaBXaKrKPXbmLi5McAADdupKF//zEYMmQCls4YjhGdW1rcpz4KonKNFssPn0f3d39CqXcQ/j65B3369MTVq/EYPeJxrF32E3YvmIIFY/pBJpXYVEdMvluMq8oIjB8/3u781jUNUhSJxWJ8vXwV/rfjJIx2NDTfD2FkN/dDGNnJ/RhQWS+xV+w5gOD9rYtrzzNXk6uTEh1jI/H7HwdgNDEoKilFeTl/NzU+vvlmBXQ6E05duoZHenas/N2k5na/Md1J42axjDsjOIVCoTR1aJToP6obJbIhPbIr7Z3CYuTlFeD771diyJCJyM3IwCsj+mBox9iK7Yn6Y30TRIVlanyx+wQ6vPkjjuaqseW3dfh26afw9/fF5598i3GjpuLR2EAceWcm2oYFVuxvw70t1hrwyZlbeOedhmGsQNJgjBZIXF1d8dGPa7BwzhR8OmGAzfuJJGLe8UVm1t4CVt9m+wsZGFjCoOe0GNX4QH+hQf4W1gudp5Cpgtn+NWHCIJVzxhaJpDLOR0EkV9o1togx6IVbC+2lJs6znnH4mzeRnJICbzcXbDlxEWlpmWjdOtahtE6cOIt58+ZDKpWi7uU/hUKhUCj207dNc7z33pcICAjA6dNnEHh6Q11nSRCTicHljBysO3kF289ewyOPDMBvf/6K1q1jodVqsWvXPqSkpGHlyg348/Un0DoiyK70DQww+oe9OHbsWIPtBdLgjBZITp8+jdMbl2HOyP5VP1qYFZ6sLJMt07bMNcBdb6eBgQ2TclXbwMDe9AksnrO950mKObKbm9k5OhCsJAeSW7jfnPV6Owfo2nlOlrD3PKs7hwTZWmdLemZmFUQapuJ8AEBxmRqPvb8MD3Vsib3xt/Dqq89g2LBBDuXzrYUfIUBXivmThltcL/HhFsKm8PacZbXCi7MsE3MLXmlZHmdZyKTAzEjB0n0S6k5kZr5AOGASx2DIge010F1JZOAaBJiZEhDHUIu43Xhyy7n3XiHlXlc5MT+ck5SbHnkfAEBMTqAgkCcT+D+iJuJTJSY+uhIjcQ3Id8KSqQVf/hzBTjMIkZF4B8lnhTRZkHMNSciubiYR973XGLjHN5i411Bt4C5rbJhCgqwxkM+Cp5KbByXDXz5riGexVMu9b+SzBwBOMu4xFRrSdEXgfbBgLsHZn3ifRLpy7jJ53zTmk8ubNbgRxzQpiHspYDwi1hN50BEReyJPptIiszRMGqLeQ34bBQyNhCDrWWQ3yRrpmif0bbM3TVvqamSjMXFeQo2x1Z4jyswJ2PwcLQ3fcJn8FgCgtLQUX3zxBZYv/xHu7q4YM2YYZsyYjMBAfxQXl2Dx4m+xbcvvaBcZgi6RwfBwVmLexKFcxzgbomnRM9/F2bNnERISYv851hMabKToHg888AAyMzOx558zGNatwsmKjChQKBTHcZLLcD7hJpq3b4dbt26htLRMeCcrtGnXCsd27KzB3FEoFEr9QkgQ1QVUEAmn15gEEQDo9Xr89NNP+OCDRejbtyf+/HM9oqMjK9dnZmZh4sRn0DPMFyc/fQnh/hUur2ZjtG0QRJ9u3oc//vijQQsioBGIIgCYMGECPv30Ji6nZaFDRHDFj2RXK6JrldjJhRMtEonFnGhRTc/zw+j1wtGi6nZJE0Jge4vnbGfXO7Ouf2TXQPK6EXMEOYJIKueNFpnNbURCznVk5znVRxzqxmkFuUyKNs1D8eTUifj2+48dCotnZeVg06bfcfVqPMwNoikUSkNAKEp0P2gIUSIh6iJKRHGA+iaILGBNEB1ybofX27RBcLA/Nm1ajg4d2nDWnz37L2bOfAUvPdIDL47oU/ldd0QQbT52Ht3GzkCnTp0E81vfaZBGC5aYP38+fr5wC1nsmYNJxzLiZpNzo5CCQGhQmaDbHDkAUagbly1pVLe1RWD7BmGy0AAmATN7Nqr7LAngSOFr5uBHpCH28Kn8u2NUKC5fvuaQICooKMSYMTOQmZmPFs4SzBzS2+40aguz7nUN4fmnUCj1FholaiRRovooiMzqg+bnXKrWYs6+JLz22lx8/PEb+O231RxBxDAMVqxYhylTnsd304fhpZF9qyWITl+/CXVoBwwbNszGE6vf1P/apY2IRCIsXboUz6/ZD5WW9UI3NGFkKb26Fkb2niPpeCMwdqUmKqIiCxNUctYLRekEQtRC51Qfqa7QYtM2LBDXrlxzaN8NG7ajc+euWL16Nd6f8Rj6d2xVY/miUCgUCoUCxGXk4MHFGwFocezY7xg4sA+nIbO4uASzZ8/Dhg2/4/Rp1pATB0m9U4C9t3V49tlnq5nz+kOj6D53D6lUii1btqBPnz44s+EbyFhdnhjCWMGQe7vyb4mzO8f/XwQIV9R5bIxtwt5WBJOR3ynNZDQXgELGDELGC/aaJpCQ10jo+EJmBER+SKEigoWZ3IXuo6BAFDAwEOhGJ/hc2GlkwXssWzdknZMIAKPVcJdZrYYSnworzoNpRRg06AGb80ISGFiRjmLQDGgPr+OsE7EaJkyaMkjcPKuOn3UdxtAOlctOhjLkM9zB55yx4xKuEQMkANHbBgoLXX7IsdzkIH4SoYCZkRjQzhngbgIxlQADPbk9MdcAOfUAaTogIQ0jBNAauM91aqG5zXqxlhtFyy/ntpTqiEH5zdy5DU6+ztzyyM+FuywWEe8WeQ+IJ7pMz92+nFh2lXOvgZuc+25KLJhBsCHvGelAJORBQOafNJ9wlYsBVpZIAwG9wD03mBhAsC2m6poQpwMj8czojELL3BMu1nCfB9LEATC/xgrCdlhPlMdagwlAVflzt4z7jOmJPMiI9Hyc5QCqysgAFzmAqvJBSbz8SonY/MaycJaJObUiVznRVY/8pJblA+5Vy2TXOkswMgVn2aT04CwbiLZq0gyDhHysnYlzFuu5EQ2RQcN5s0Rabt1IrC7mbm/kj5CQERRTeSln2axRVGte1piZ/lS30ZFs1DQz1jJyv4NiCRi2wYdUBgjYmds1NyJZD7GzrgP816BuZr5VtWxUl+P1DQcQHOyPIUMeglJZ9ZylpWXgx2WrsXnzTox9sBMOvz0DbjkXAL+q8T9kw7JZTxIigJBfosK7P+3D5s2bec+lodFoIkX3cHNzw549e/Dih9+bVRwoFIr9XIhPxvHjx/HQQw86tH/nzu2wfv0vWLlyJRq42SWFQqE4TH0QRJzlpiqIWNjb0Gl/fmpIEPFgVFeMOXusSwvEKBgseuN9PD/nf1i69GdMfWI2BvYfDdeiXPzz3f/w/XMT4BbENUOwVxCVa3WYsOAL/PLLL1yHukZAg7fktkZSUhJ+/PR9fP56VViPL1oEWJgtur5Fi2DDLNxNPFpkkSYULbIJ8qOhJT50RP/yqylpeGf5Rpy9lgK5XI7HHhuGDz5YYNch4+OTMHv2PERHx+LZB1uhe6soOP/XkkUWuOxIEQBOpAgAf6TIAvUuUgTzKED1I0X2jfXSEpWtuokUcY9X85Ei7n2uF5EiFg5FiuzgfkeKHIsSVeFYlKiKAOL5shgl4oEUFDZFiVg0lCgRZ7mORREVRFyqI4gqDyGTIqewFMsPnkO5Xo/o0BA88VAPuDpVPHsSLz/uMe0URHqjET2nvIZjx47Bw4P7/DYGGpfEYxEbG4vJz76CT1durPyNvLlSP65aFrsRXW+EFDA5X469s0fX4JiPpoJZl7manOS2qUCG4BXcyixZSLaLjsBvny/E3bu5iI6OgdgBkda6dSwOHtyKNm2i8PbmAwgd9xIuJqUBMP9wGQnnJEnmZc6yj4j7YRXSA3riu0RWxigUCqW2oYKICiI+akoQAUCglxvenTAQnz87GbOH960xQWRiGLQe9Qz27t3bKAUR0IhFEQB069YNXQePweodeyt/a+jCSLDgIF1khEwThKIk9pomkJDXR+j4Npgu2C2MhO6h4KS2RHSKzLPAPRF8Juw0sqgrNm/ejOLiArz55ssO7a9UKjBv3hwcOLAZvR/oipyCoprNIIVCoVAojQBHBVHlMlGXra4gAoCwQY9j3759CAoKMlvXWGhURguWGDx4MDbm5eHPkxcx4r8xESJijgCZpz+YortVP/iFwFjMDY3bPRmsgBuaWauGgL2jWcVYYO4gs2525AtACgmBbnakMBDsxlfNbnGWzo/P6lQE89ngQcz2bja7PGnHTKxnC1BbOifxzWsFwPycyPwJH8C+7YVgna9I4QxGW85aVpp1q0s/swt9+vSAXF69mYb0ej2KikugF0s5Ba/Y2a0qa0YjRIqqbnKS7OtgXL0rl/0AmFxZhbwIKJW4co6To+LeX7L7DtkdiuxdQ3ahIyNMpTpu+kqiWx65P9nlrVxP5oe7XmhMJNm9SgiyiyC5P9kd7VYxt2U3t4Q7f0vcbW7Lsqcz9/0M9+GWs65K7vvp4cTdnuzWSHZ3IvN3p5SbH7L7li/ZXU8gpChh3S+ya5i941PJc5ERZYMHcS3Ie68mzlXoXptdO7Pjc89dqHsoeb5k906Vlny3yK5/xP5G+55tsuseeX0kYhGKNFXls7eTHIXqqmUyauKhJJ414tnydJJCwzqmXCKCinUPyGfRSSoCZFWVTvJ45LMoIr7feqI9uqLrYtU55pZzr2+pltifKMvI55V83mQSEcCaIc5FLgHbkMJdLgFkAZXLnkrut0ohIr6dRFdBMgpl9q016DjfUPOoFNHYSs7DJARxfY2Fd7mrid4H9kalzL7tZP2OrM9VM33GZOKKFjLKJZVB7FL1vRQpuWWt2MUd3B/EvOvNTCMs1DUCeg7Hnj17EBsba/EcGguNOlJ0j8cffxxZOhkOnTxndRuRpz9nWcKaowWAsMghERJRpMgQcjKxYVZjCqU2cVIqoFYLiHcBsrPvYMTQSfCSSzCga7sayhmFQmnsmIxG5N1Kg8ne3hiNHNsEURUVgqgKd2K5NgQRGyqI+NMX6t1jFtG5D4LomzWbsXXrVnTr1s1sXWOjSYgiAHjuuecQn6vGifOXrW7TmISR2YtJdqsjPywCLyLZZUzwxbd38lKz/Jifm9kxycJZIPJDvuyCkSUKh5iwYJw9/U+1HOSWLf0ZbQK98duHc+HuYsFCnUKhNCpqKkp0csdafPz4IKx45XEc+uUHZN1IBFARJWLjSJSIDWmAYTFKxHM8x6JEVdgbJaLUHlQQAT/++jvaPDgY/fv3N1vXGGlStcC5c+fiZHI2zl2Jt7oNFUbW064Pwuh+IthFkEBool+z8yFFm/AB7NteCKIAFCmciWXuszioZ2fAYMDBg8ccPmRebh56tolpdDaeFAql9igrLsRf65bh7Nl9eP35x7F35dc4vuXnus5WnUOjRLUXJaKCCFj7216EtOuBIUOGmK1rrDS5msnChQux+58EXE5IsboNFUbW065rYUSjRXWHSCTC69PG4ZtvVjicRn5ePnzcXYU3pFAolP+4dvIQ5DIJFn+6FBs374KXnz+GPPVKXWeLQmm0bN79F5xDW2LUqFF1nZX7SqOdp4gPhmEwb948TBk9FG1asgaNka0cejWxzB3Ya3fLvZ0VbrNWGAFzBo6gqG6IXWgOJjvnOxLCLCojIF5Ie1NIuELV5MS1i2Sk3O3NWqwM3Hsr0rGcXWr7FRGa9Ka2Ic6PFJbs1juDwYBWQx/H0hVf44EHutp8CIPBgIVvfIg9fxzA8Z8Wo5m/b8WxiAYAkYx4DgSeK8YjgLNs8ArjLGeXc98D0uY2vYj7jpNz85BdfwrU3EaF5BwVZ5kcYE6iI1p2dQbuOy2Xcs/XVcF97s3mgmENqLd3riKhvBWpuQ0OqXe556op467XEPMYSYhuRzLiXKTEPDAi4j0QMkbgw0QMzNcRc+yQ6+UK0liGe2zyXMzW8yyT65yJ1nlyPWkqQELOVyQl9nci5mtyIo4nJ87FTcm/vRBk/uUW5gG7h9C5WSP3VhqSz5+ESaqEwtkVgdFt4O4bgHKdfb0JSDMQPzfud8FZxj130pBCqGseaWhBpkeWD2RXwgI19zlVEWYubLORUqKsKi7nvo/k+0xee/I+k0Yo0YRRij9hXOJJbC8Rke8AZ9Hs2plfK+IdI8tSgfqWSKj+RliQS1S5lX8b87K4hyIaj0mnNrJ+ZNZYa68rr4BduVDDOVk/Eym5vT7E/uHcwxP1I7K+9fue/ShjZJg+fbpZ1hs7jd59zhIikQhffPEF3njjDYzR6dC5fdv/Vog5Lx4jc+K8WIxMwRVGxPaCMKb7F4kQi6svjCgUAqlUiv898Shee+Ut7PxzA/z8fIR3AnDgwFGcO3EGF9Z+Dm/Pxjm/AYVCqR38mkXAr1mEWcX/fkIFURVUELG3b1yC6NcdOyF28cL0J580z3sToMn2FRKJRPj444+x/+R5nP7nAmsF8cDLnIhlIkJhr8ixQ0QxUqIbnZ0vh+D8PHwIzb9k53xHQpgVBAL22WZRO6NA32UiEiQUSWLkrIKltiM5DSxYO31Yf4zp3REjh09Gfn6BTfvcvp2DQG9PeLqZz33gKCWqMmTczhLekEKhWOR+RomqC1nxv99RIoptUEHEQz0XRKs3bIaLbzCebKKCCGjCogioEEbvvPMOzsXfwOHjp1grqDACUO+EUZ3SmD+QxLmRXRVFcu7zL/VvhndnjEPzAB8cPnzCpkNMnToeN+/mY8eRM9xjmc2Szv+R2X7gGLqOn43XPluGkXMWol3/Efjfh1+gpLSia5e0MIOzfZAzv3NUuCf33CgUCoWERomq4IsSUUHEQz0XREtXrUVITGuMHTvWPO9NiCYtiu4xb9483MgpwO6Dh6t+pMKognokjOo0WgTUrjBqYNEiAGge7I9/zv1r07YKhQLfLfkUc79ZjZTMbIeOt3j5erzw0XeYPmsqzqeko0uv7jh77gD2HPkbP67b5FCaFAqFQml88Amiuqa+CaLPv/8R7br1wvDhw3nz3RRokkYL1li9ejVkEgnGjatSymYD8ImKt5l4IivWAu5mDKuiLXQnyDq5UKuKuRMbMaBeX85dJl3y2NubHZw8DwH7SrMWHW6EgLzO5PYM20iBKDBI8ULeAzW4rXrkvBBORGuVQs8tTEVa7gBz3htFnicpfoXEcG1Gx+xsdQMhgMln//Y/x9H3tc/w3Euz8PQzUwRtttPTM/H66+/j4MFj+OzlGXhl8qOV69izcwOWHRinLfgIf1+4AolIBJWqDO3atUbctQT4e3ti67pVaB5R9SEwKbn2oyoRNz1yLpBbJVXPX3I+9/4n3+He/2LCgCA9j7u9llhv0JuIZdLRkfs8sQf1i4nuSFIZuUwMohcYxG8vWqKLEjvvpNFCuYpwtiTOi1wWmq+GhL0/mRZ5TfUabtlm0vM7gIplVeWL3JnbUi5oskCsJ+8Z28TB/H4S94tsarcTIzHHj9mzxTq+kuhO5ulKzPdjFlHgbk8aNggZSNgDua+aeA7JrnNkJIZ8J9Wk0QZxndyJrnTsboAK4p6RRhZkXklzFHJ/EjKSw3du5HUgjVpKifMko0ZkXn2Ie97Mi/stDfPhLvs4c7dXsq8T8TwoifN2Ja4baRdOjksiqxxkcVGsJYxeWOdK+nmEe3DL/1BXYm4pewUTmRmBBlNxeVHVroU5nHUmDfdZZdTcZXMHYO49lfqFcLPCck/WB7bizRcAhIWHY8eOHXjwwQcFt20K0EgRixkzZsDFzQ1Lliyt/M1M5EgEKvukiBKwiGYLG6FAhJkGEhIqpCCrDnaGtSmNHz9PN/z5wYvYv30XenZ7GL/8shVardbitrt27UO/fmNw+XI8lEol3vh+rd2TwK5e/AaenzQKbz83Ddf3rMfjD/fB8fVLcOn31RxBRKFQKPeojiASggqiCqggsk59FUQmkwnNo6Nx4MABKohYUFFEMGbMGPTs1QvvvvdeZaWt0QgjcuyIjIywEOclVDKxu7aRIomMOpl1R+QWVOQ1NptYlB2lICc105ERL+71dwK3ACVnLFcTLflaGbelmFEQ8+rw3SShCJpQN8vadCcUSNssr2Q3TAs0D/bHn+/PQXJqBl56aSFatXgAGzfu4Aieb75ZjgULFkMsFuGNN17CnDkz4Ofvh0uJqXZlXywWY95Tj2PamKHwdHfD9MeGoXlYiPCOFEoTwJ4okb005ChRdRCKEtUmQvb+1aEmBREJFURV1FdBpNPp0KlzZ5w4cQIdO3bk3bapQUWRBR588EFMnTYdL78yF8b/uhBRYWTt4PdPGHGoZWFULYSEUQOFfOblMR0BVBiW7Hj/BQBAYXEpXnzxDXToMACHDh2DyWSCp6cHAgMDMXbsCEyfPglvv/0qPv/8HYyctxhXU9IBAKayUu6xCAMGEnI2cHFBJndZU2L3+d0jhhhoHBPAFcUeTsRcShQKpV7SUKNEpCCqyShRTQsidpSICqIq6qsgKiktxcODB+PEiROIjIzk3bYp0jhqa7VAmzZt8PY77+C5Oc9Do6mooFFhZO3g90cYmY3nqkVhVK1oEcAvjBpZtAgAhnZvh7zfvsNTw/vDZDKhqKgYkybNRrNmHbFhwzZcvHgRBkPV8z9ixGAs/uRtjHj1Q5y4FG/3aVAoFAql6cAniGqdaggikroURDk5OZgxYwYOHz4MPz8/3m2bKtRoQYDCwkKMGjUKP65ZDy/vqokq2e8EeQXJFiC1gbusJwcgk/uzfiAHI+sJk4ByPX9XAi1RcPAVJDKBQb6knaYv0YLkobRegU4r4rb8k7aiZAtTmAfX7S/ItUrUka1NZPGkNfJf73IiKkQaLyhY6ZPnTJoykMKKzAvZmijiceczE5Sk6BMQ1Zxls7TsNFngyQu5Lenyt2vvAbzw0bdw93BHRGQ4Eq4nISPjNnbv2YgePbpwtt25cy/ef/9LBAeH4I03FmJwiBQi9svlz9+SZS7iuFEctuFClpb7fBZrudc3KZ8rqi9mFnGW75ZyRfatgqrty8u4gl1PpE12bdITzz9pWmBkvadi8hkSWBYyBmAP/K8uJjPDg6p86wjDCbNroOGWCaQZAsN65hjiXdAUc1t5jTqum5OJdHNiISKMWiSEqYfUidsAIiEbiXjSEhPbShRV5ZhUTjT4EIiJ+ya1Y84goTl1hAw7FET0U+FUVd56ES3uZJlGRkTI9ZLquJ8SGIlyjPzWZmRXmaKQ7xhpxkGaXNjzXpkVO8Q1EAncDzJiZWTVEcgqmZj4xpDlAQmZb/Z5knbczby5DaJuRLSLjJyR95adHmntTSKz8zlg131UxL3MJuoTuaX8PQv4omFCkTDy3SLrXGQdoXdo1TfHS3OXmxbRg4G0EAer8Zp0ODYpuQ5yGheuqFHpuM8UGTlLSriOX35ahuXLl0Mmo70drEEjRQJ4eXnh4MGD+PjdN5GSlFj5O58xm1nBQcyNQr5EZvuzfiBfSFIQkPMhkOFo8oPF1xdYb+SvOJPiwh4iPM3dxByFFIaU+sXIAb2QuPsXPD16CC6ev4QWsc2xfcdqdO/e2WzbUaOG4ty5fZgxYzzeeGM+gh+ahBEvvoP3lq1Ddm5+HeSeQqE0BPgEkb3Y29DAWUcFERVE/1FfBdHhA/tw+sgBrFq1igoiAagosgGFQoF169bh6P7dOPrXwcrfm7owyivntuwWa/jnKGILI7IAJiNYGcXcAiNbxS0Y2cKIlEgKCf+1JieMI6M97EgTKQTJsUdklInMC/nhZsTWW3/Noh6k9biAvTvvOoGPkj3jnshtzeZAAKBUyPHylHFI2rsew9tF4fWXF2LggNH49tsV2LfvMPLyqgSPVCrF0KEDIZFIMOfFpzFg+MNYsWMvLsQn25wnCoViG/ZEiUjqU5SID3ujRPZQk72bjYaaa+DjE0RCUEHUeAXRquXLoBAZsXDhQkHBTqHd5+zm119/RWpmFmbOerbyt6belc6ebnQAtytddbrRVeSzKh/V6UbH14UOsK8bHe1CBzAabqutPjcLe05fxLFL1xGfnoXz8ckY/MhADBzYB6GhIdi6dRfOnLkIV1dXZGVmIDw4AH9+vwhuLs7V6kJHzldkTxc6e7rPAdwudLT7HO0+B9TP7nP2iiJ297n6IoqEokT2iCL73yfWumpEiUhBVJ0okZAg4osSUUHUOAWRyWTCh28vxIypT6Bnz56g2Mb985dsJEyePBmnTp3CorcX4q33P4RYLAbDVAkjkYgrbCRiEacAd5KKOMJIJhZxKutm+4tEleJGLBJxCg2ZRMQRRs4yCeflZe8LVHzA2MJIKRVbFUZ6o4lXGOlNTGXBkFeu4wijYo2RVxhFeCorhZGbQsoRRhqDiVNAZRSrOcIoW2XgCCO9kakURgy4gkQhEXGEEXmtnWXiSmEkl4g4wkhrZDjCiH2+QEXEiC2MdEamUhiR+TCaGM6HhRFLrAojRiTmCg6xhCNGGLGUK4xEYutzRpHrxGJeYWR2bB7IbU1OHmbCiI1YLMaI3l0wonfFmKLCUhU2Jpbi0KFTyMjIQKdOnfH338fh6+sLw+UDNuWBQqFQKI0Deydz5kPIUY9NYxRE6vJyvLtgHj764H1ERESAYjs0UuQgN2/exIgRI7B650Eo/5sBnYzcaI1EazFR39Qarbd8kVENslsbuwAhjQNIlxbSnrOAmHm+qLxq+2I1dx1p9Vlabr31N9SP69g2vF0QZ5ns5pfNankv0XDTLSaOE0r0f44hCjk/lypRRhZa5HU3EZ3cdAb2teTeM1IXkgUmeU5S1rHJbnnkMglfm5pZtImnuyV5GHJf8vqIzTr9sSAdEslIFU8kS6TluuqQ7oGiEu4HRMT6KBT6t+WsyywhnAcFyGM9P+Q9TczltiqTLZDFrAhHEhEt0pRbj0AAgIFlnWvQ80eHSMj1RpZbHxkpISEjFuxlwUgT8TAJjVtgQ0aKzMdLVJ2DQc297lpVAWeZPEeGVX6aCBdLMhLEXm8kIk4iwkFRTFwrqbKq3CIjPSRkWpx0ySgRa5m8P2bpktErBTdCzpcvqZwb6SHvJzviREaByCiInIgaKZ2rlsnnQiEwNxHfXEXk946EtKBmR05LC7kVSzIqSz6T9iCR1t67wYasdpFtUWSUSE5Ec9j31Px+k6Ya3PvEju4IzS9FRvrYUSRyrqrqzE1FPg9kLxdy/d2SqjK7sJhbfpNRd7K88/CuerfCfbl1FvKcyHywv7MDYn0569r4cyPM7G76rkR0VugJ1fF04Sd7N5A1+DtZt/HlW69i8+bN8PAw79pO4YeOKXKQyMhInDlzBovnzcHt9JsAzMf6KCRkgQNivZi1jr/iSkZt2JVzcoyMh4KYaI9oCfEm5inwZH34PJy469yI8Libs/VBepm53Erw7qvZnGWycsrGnZgc0IPnOBQKhUJpGhjtsF6mgogKIjZNTRCdP3UcB7eswe7du6kgchAqiqqBm5sbduzYgdN7d+Dk4QoDhqYmjMiWRnuEURAxcR6fMMokxm8kE/bJuezxHORM7mS0hxj1I5eyryP3fplFmYhSiBR6BtaxyXFK5DIJ36ffzLCBZ+wZeRihKKTJbBQUC775rgRgFMRcT+S8Xjx43Y2zeVsKpTEjFL1iwxclEoIvSkRyP6NEbISiRI0NPkFEYo8gIqGCqOELoo2rfoBCW4zPPvsMEhvnF6SYQ0VRNRGLxVi0aBH8lMDqpV8DoMKoqQkjPuwVRg0OIYc8Hhh3f+6yXmtlSyDU3faKIQl5P1v4cT9iQTx28bGhnpxlvooiCTmgXaagQzgpFHtoylEiIUHEzqO9gogdJaKCqGELIoNBj0/fmodxQwfhiSeeEDgKRQgqimqIcePGYcbEx7B4wVzodVoqjJqQMOKLFgH2CSMaLaqCRosoFAql6cEniEiasiAqKsjDp2/MxZeLP0DXrl0FjkKxBWq0UMPk5eVh9kuvot+U5+HhHwzA3CSBfOg5lVlyHc+yijRBIJbZBgukgUI50UWhoITbSl+QUzUo2kBsS9qbsgshsjXcxZ0reFyJVnkfligj88TXjcKHEHNRROs/W/yRdqRCXT3Y+5JzPpFiiW1JazaflMBx2EKYb+4oS2lz07W+n5AYJy1T2euFpjQgRSUbe6ZDKFQT1qsq7rP4V2KV/XIqYZJAXlN2Cyj5PpQQltplxDPP/rhqCTtpvda6XbQQpNU02xSATIdvQL7QMfksrM3yRJoa2LEvZz+j7XkSWmfUaayuN2jVVtfZa2LARiLjliPsbc3NK0hrZpaZBdHFjW3IYGaiQGxL7steFjJckHCstsn88ltLs6MLQjbu7PVkxIIcA8NZJ2DyQcKODJFd44qJBjA+4xIywkQ+a+x3UMhWnS9KxBsVstMchW2NTt5L0vqbfc3NbMHtsOgXioDxHqcGo2nsaihDNtiZmbmwGiSJMl1HfEvYVvRkNJCsq7CvORnljwhy4yx7u1TVa2ICuXWPEDfrFvbkd5zduErWE8kpVMiGzptx/+L2yd347rvvoFDw2/1TbIdGimoYX19fbPllNe6c3oO4U4cBmEd2zCrLbOcwgYo0e5kMiZORHHblnoz6kIMsvQnx4s160cmPIFlgswsx8kNFVjxVRdZbfMg8kWKGTb7KdjcyPnFFoVAolLqHr6scFUSsPFFBBKBpC6JDm1Yh1JiP5cuXU0FUw1BRVAtIJBJ8tOh99A7zxB8rvgLDmM/5Q4VRBaS4cVQYkREE0oacLYyEonHsfclwOtlVjl14mU2uK3ActiU730S6ltLmpmt9PyFbeD0xbxF7fXViyPbs6+Vke3c8MiJIoTQm7DFVICuqvNs2gCgRm8ZsoMAniEj4BJF5ulQQVeapkQoio06LjZ8uxCuTH8WMGTNAqXmoKKpFRo8ahU9efx6bP1kAbVkpFUYsmqow4kNIGDkKKYxqCnK+p5oiyJX7DA5s4WdlS/P7xu6CSb4H7sTYNbJrJxuyoiJTOG70QKFQ+GkqUSIhQcT+pgoJIvZ6KohYeWqkgig/KwN7l36AjT9+i06dOoFSO1BRVMtER0dj+7pVOLtxCW4lXaPCiEVTFEZ80SKAXxg5Gi2qOA77vLnraLSIQqFQKHyRKLNta0gQCW1LBRHw75G9UF0+il/X/gwvLy9Qag9qtHCfYBgGy5cvx6//3ESLIZMtbsM3f4POQHaDsl7RJg0L2JV7DTGAnHRuYb+0ZIFTnFdatR0xwzw54Jo9QFgi5RZGfN0oyBYjMWkByjOwmD1bu9KFK/y8vbkDln1Y0QgzIwZeUwPuOk/CopktTu2xKyW3dWGdG/nx4csfnyFDxb6sbQUKcM629jgnEJSwxDEp+sp03Gcs9W6Va2FuKXf8WUZWKWe5vMS6hTf7w6op4z6rpFGIvqy48m+ylZevpdn8mPz7WlsnZBRgD2xTB6Fz4ZorWG9hNwq86/bAZ+hgj8EDG77rZ26WwDJAIExIxAKRA+66qvfermOYRSNYkQE5t4wiTRb4jB34sKfySpbN7MiA0PgVMccimr+bHTtPZCWY3XXOSFQcdcT3i72v0LtqULPNg7jGHSTks+AofMYdUidXm7c1N+tgRYkEyma++8++h0LRJm5kiveQtYJBRzQglrOcZjXWTVoA7vWTKblmT+zzJOsNcladgqxveBF1CnZdQC61bu5kT73AZNDj4qZv8dGcJ/HII4/YvB/FcWik6D4hEonw7LPP4tsXJ+Py2sVgLBTKfC+LPS8ZGWVhR4mU5AR9Ltxl9odNTrTee/hWtZ7wuS0BgJHlFmU0cCu+pPDhpEOci4knBEJWbtmQFeGCAusfQWrEQKFQKPcHvko631giPkFEQgVRBVQQNVxBpC28g/StX+KPHz+jgug+QkXRfaZjx444tGkVyg+vRklGotl6Koz4hRHZZ5wtjLREZItPGOUTts+cbnW83dS464rKuR9qtk260MztfOmWsc6L/Pjz5U9oYll2SN6smwI5eR5jfZ2jCFmPs/Fzsz6pKoXSlKjJaKL1Y9yfKBEbPmFDRon4cDTKSFIbgoiETxAJpUMFUdMQRLf++Quh2Wewd+t6BAcH27wfpfpQUVQHuLm5Yf2q5XjIowSJ+zaarafCiAojkpoURvcbd4X18UIucu66KH8XK1sCYcHcft7OPEYJ7AoB+cEjP3IyF4/Kv4VaaWuDmqrQUSj1nfocJaotQcReFhJEfBEjKoiagCAyGXBp49eYO7gDPnzvXUilto+1pdQMVBTVESKRCLOeeQbfv/Ikrq5bDEZbxllPhREVRmVE98CaEkY0WkShUCiNE3vGkPFhj+V7bdDUBJG2IBsZ277Crh8/xcMPD7JpH0rNQ40W6gEqlQrPv/o/XGKaQxbcRnA+B4YziJwwTmAVHKRw4Bskbn4M1oBoo/UB0fbMWM8WT2YtZDwDkvlazPisR8l1pLBjp0PaM7MNHsiPA7uQI00aFDzb8hWOErH1D5A9LoT2mESwsUe4me3LKkL4zUK4zyNbkKoIUalWWTdHqM4zn/7z45V/h0xewc1feZXhAtuwwFI6tmJPFIg0O7CWjpDxgaPvp6PYE02zx664JuAdq8EqcyR2GBdw0yTLH9vHhljLC9/xagu+Y5ARFHuiG7YeozrbsuEz79BrVFbX3Y9rLGROxIbveeDD0esvdI8dgWwsZRuHOFpmkOWykYj8cba1o3xjv/9kvtk9CSq2rapHkEZQclavCDFRF2A73JF1itKrB/FkFx8sXDAfEgfvPaVmoJGieoCrqyvWrliKNx8OReGJXyASnA2b3TWIiPY4V73QZvMcOPrhl9TMR5D9UTD7eBEfCL5t2RVfst85WzCaOxdxI0jsdEi7cL6oFLviT5o0mNlq8rgEcrezXiEWsg7nrLMjusXGnv7ODZmwGeth4rnWFArFdmpbyNoDFURUEFVu20AEkcSkherID1j3v/F4+803qCCqB9BIUT0jIyMDj89+Fbq2Y2By9q3zqBGfeLHHUpe9zqy7nY0WtjRixBMhssO2uzYiRvU9WsQwJqj/XY/SlJOQypX44uMP8Oyzz9Z6tIhGimw/Jo0UCR+vNnC0wmzX+dl4DlQQUUF0D1sFkZkVu43lGvnOs/N9P6JDhpxEtNJdw/JvP4e7u7tNeabUPjRSVM8ICwvDsT83Y6hbGlTX/gJjYmwed1MbUSO+ioSjH0WzjwRPVz0aMbKchlCa9ztixDfpMBs58Ryy54tyJeZ8cnK1/oySzzonL6xjGMryUXbjJEoPf4JwZT6OHNqC/r07Y/v2bVb3p1AolNqACiLbaMyCSAwTCk9txLw+Pvh19XIqiOoZNFJUjzl16hSenLsY0vaToRdVVB45hQUhLvgmbmTj6KSJteGSZU//dHbBJZZZL9TIgaZ80TZ2FIkcWMmOKPFZ0pKRKL5js/NGOgjxuftw9uOxzuXbz1FIMwZbJ17Ua7nikw0pVNlRIL3GaHWd+Wzn3HRu/Di2Yh+DAXPnzsWSJUsq1z3wYG/ExcVDGtAWsphHIHX1/e943JZk9mSuJgM3ImXtHeB7N8wmdeWJttqaZk1NfMrH/Y5QOHo8vkgzG0fdxazlyzz/rIqPHdFwRyvKvGWljREdvufIni5INX1tq7Ofre8C33VRevhw1rG/DVo1t+GMbSTE19WcXa4Ajo9TtOe+sOG7R47eB3bU2tHz4YPv3XCkzDPrbcISbY5GRc3ePRlPdzxdATxv78fmn75CVFSUnbmn3A9opKge06tXL1w+9CsewCkg9xoA7gtoNju6zHpXMzaOVkZqo5LE91Hmm6Gcr2sTWXHmi7Sx4ZsMlowSUeonf/75JyIiwiGTybBkyRIEBgZg7dq18Bv6LhJMraDo+gycOj1ZKYgoFEr1oILovzSoIKpRGpsg0t84jKktinHmwHYqiOoxNFLUQNi5cyee/2gNnDpOggESGjG693cNRIzISA/7I8g3/ohGiyyvcyRaRApSdrSIXMc+HjtSpL51BeWnl2LDum+xb98R5OaqsG7dOsjlcrOxQ9xj0UiRJWikyDx9vt9rOlJkzzgjTmMZjRLZlQaZHlsUkb0H2KKILYgA613LG4sg0uWnQermB7HcpdEKInvqIZx3jqceIjOVQ3J9O35d9gE6depkd94p9xcaKWogjBo1Chd3r0BM/h+QlKSbRYysCQUaMWKnaVn/83Xl4ht/xDduie+47HyRbRKMjQEpW6NfDQWy8mHrunt9vE16Ncqv78Hcl2aid+8eCA0NgVpdDrm84l1I/Olxq2nIlK5W14ml1scusbGn776t+9WUvTGFQsIYdDCU3oEuLxWGkhyYDFrhnSxABVFFGa7JjkP58a9RduEXmHTllescEUQmvcb8tzoURAxjgiblMAqOfAld4h4qiGC7IDLdPo9HPK/j0pFtVBA1EGikqIHBMAx+Xr0Gb688CKe2o80GzVsTDDRixE6z4UaM+M6lqUaLdMV3UXRwMQb26YSvv3wXHh5uUKs1GDJkIiIjm2P9+g1wc3OzOVpkXpGpihY5GtlhV2r43OLsSdNWlzlHoZEi8/T5fq/PkSKTXg1t9jWIi5JhKkxHeXEefPz84OHhgaKiIuTn5sLJ3Qfi5kOgbNbR5kp4fRdFJm0pTFoVpO5BFtOojihiTEaoM87DmLIfXi4SzH/tGZy/EIctOw/Dc+iHEEvlgqLIpFVBc/siJOo8iE06GEtuoTQvC25BMVB0eQoiiey+CyKGMcGkKYVRXQiTuhhMxnG4istwO/MWPHo/C7lfjMVzqQkaiyCSQQfd5c1Y89lrGDBggN35ptQdVBQ1UNLS0vDkrFeQJmsDndyHd1tHK0w2tyQ5WDlzpCWcLOjFPHMM8DnfsJdttfbmM2wQ8wgSIVt1W2BHhsj0uALNehqkaLL26vOJK7N88bncGVjd3FgRNhNDCnkbXQQN5uLKZNCi5MAiPD/jUbz++hwAQFZWDl599V0kJCTD1dUNBw8eQlBQEPR6PSKmrubszxZDBnXV30Yd/4zpjmBPFzvOfjZ2t+M7Vk3kv6ZFUk1UjKUK7izz7MgeX1cx8v7akiduRcm6FTdfOWRrRdVsvChPA5BUXuXgSLpjxX8zAs899yy2bt2KBx7ohkGD+qJnzy5o0aI5ZLKqa2U0GvHbb3vw9tufwnnUUk4alt47wEIEX29bJZncj6+SaW07mcJ8u+SlYzjLJ06cQJ8+feDt7Y38/Hyb8mYLt27dwldffYmNGzciKiocL730NIYMGVBZbj711FxERMTgyy+/Mtu3rKwMKSkpOHPmDH7//TecPn0agwcPQOfObeHi4oLY2Obo2LENRo+ejocfHorVl/SQufnCOagFAPPGoSMLukOpVGLjxo04c+Y07ty5g5iYWHTr1g1BQUFISUlBYmIijEYjfH19sfIfDWQeAdAVZcOQnwpx6W24G/NRUFAAlaoMDMPAZDLBy8sToaEhCAoKQN++PZCXV4jiYh2WL19udk4Mw1R+ByKf+hWMyQCRWAqDVs35lvA7ydrfgGvPlAnWRA7v++5go4SkKAUDI41Y+vVn8PDwIHel1HOoKGrAMAyDH35cjneW/wlZ1AAYGeuVWSqMqDACuIKH79W3VRjVtSgqO78WvSIlWPPzVxCJRNBotBg9ehoefLA/Zs6cidjYWEhZlqpktIiKItuhoqj+iyKRiEF5xkUY1cUw6coRqbsKDw8XLF/+Oby9vaweGwAyM7Pw8MPjYQzuAbcuT0AkkVoVRAB/BdWWfQDHBZFRXQyRVAGRVAGjuhj6kjv4ZEwziMViyGQy/PbbDhw6dAhvvTUXb731CX7++We0bdsWer0eN27cgEKhQFBQEJycnHDnzh3k5uYiPDwcXbp0AQCoVCowDIOcnBwkJCTAz88Pcrkcy5YtxW+//YYnnhiL6dMnoXnzCLO85ucXoF+/0YiNbQGlUgkAKCwsRHp6OgoLixAREYa2bVti6NCHMGhQX7i7u5mlkZCQjAVvfQ6pVIrz//wLZWQPyCN6Q+4ZDLHcGUZ1ET4e6onNmzfhr7/+wsCBfTFgQC/4+fkiMTEF168nIzv7LiIjwxAdHQGZTIqcnFz8eyURaWmZiIwMQ89u7dCmdSyioyPh5+cDJycnSCTiymvIZsGCD7Fv31GEhYWiqKgIarUaer0earUa+fkFlRNii8RiSKUyGPQ6QCSCk4sH5J7BkHd9CmKpuYMu0LAFEftvucgA5sYBrPp0Hh555BGr+1PqN1QUNQLS09Px5DOv4KasFXRyflet+iiOHB07IbZSiaDCqOkIo+I9C/Hj1wswZEhFF4VPPvkO16+n4bfffofYwkS4JSUlaDV7E+e3+iCMqChybL/6LookZP4cEEV8LqPQl8FQVgCpizfUaaehTdiPkCAftGzRHM5OCgwfOgADB/apHFsnREFBIWY8PQ///HMZzt5BEIX2hnOLQZyyQF96F9rEfWDECsibdYHE1R8iifDYu+oKIl1BOvRpx6G79S90ZcUwGvRgGEChVKJFTCQiIkIBAOXlagwY0Bvjxo2At7cXtmzZiS1b/kB6eibEYjGiosKh0+lx504utFotvL294O/vi/j4RIhEEuTm3oXRaIRIJIKPjzdiY6ORl5ePoqJiPP74GEyfPgm+vvy9M27fzkZS0g1otRWVdTc3V4SHhyIoyB8SO+cjys6+gzVrN+O3XX8hJysbGnUZ/P180KJFDEaPfgQjRw6Gp2ftRiQYhsHly9egUpXB3d0VTk5OkMmkcHJygpeXh8XnS6vVYvnydVj0wdfw7PcK5D6RViehbshiCADEhckY3JzB9199SqNDDRwqihoJDMNg+Yqf8PYPuyAViBoBNdM/15a0qTDiQoWR/cKINJVgC6Pym2dgivsVRw5tQWhoMMaMmY7Zs1/ApEmTrOanPkaLqChybL+mKIpMmiJoMv4Bss9DU5iNgKAgZN++jYce6ouXXpiOHj06Wz2GLVRESO4iOTkVry/4GLllYiCoIoIizo+H+k4Spk+dAIPBgD37jyHn9m24egdA6h4Eo9wTjEgKsVsAnJv35abrgCgylN6FJjseoruXoc9LwbPPPIGRIwejdetYABUCyNXVpVrnew+j0YirV68jLCxEMKpGsY3I5j2h9+0It/ajOb83FkF0Lzr082evY8iQIVb3pzQcqChqZGRkZGDKrFeQbIyATulvtt7WQd68QoSnVc8afAWfrYWWIwMjzVp0ePLOrnxwBy47JnLsGZtTHeyZrNaW7UgRwl42c/RjFR98jnjkfvewxwDi3sSsABDz/G+Vfxf/uw0tlLfwx2+rsG/fYbz44kJ8/PEnmDFjhsVW2dLSUsTOXMv5jS2M2B9fg6bM5vzVJraKGkcGZds6sz35u1RZVRkl3yu2ox+fOLEFPoMVznYS27arrkEFX37Iwfn3xrlotVr8+++/aNOmDdzd3TnPryXu7adSqRAXF4crV67g/Pl/cPp0xbiRYcMGYeTIwejTp4fNUSBHMBqN2LJlJy5fjoder0evXt0waFA/eHhUdfnSarVISkpFcnIqsrPvICfnLvbuPYKUlBtW042es4OznLLsscq/79y5g6+//hpbt25BWVkZ+vXrhb59e2D06GFwcXGu+ZOk1BonT57D4sXfIjs7F7NmzULfvn3RqVMnODk5mW1bWFgIT09PiEQihM/cWPk7aX1u1FUtG3TcdWxsNZqy1aiFRFyQiNFtZPj8889pdKgRQUVRI4RhGGzYuBGvfvwzpM0HQmfitmpSYUSFkdB2bIFjq6V4bYsiAEheNgYnTpzA+Pe2wDX6QYhlCuiKslF2aBFSEk8AAK5cuYYFCz7CnTv5eOyxx/Dkk0+iQ4cOnHSCxi/hLFNRVAUVRY7nx5IounjxIiZNmgiRCLh16zY+/PAjLE0Ot5q+UV2Mz4e74ddfN+LAgQOIjo5Cy5Yx6NixDTp3bodOndrZ3QXrfpKamo7x45/BjRupFteTggioEEUMw+Drr7/Ghx9+gHHjRmLKlPFo27blfStDKbXH6dPn8fvve3Hu3EUkJqYgKioSAwY8hNDQUGi1WuzatRMXL17CggX/wy9ZbSr3q01BZFZ/sPGdUkADZdZxrPnmPfTp08emfSgNByqKGjH5+fl44dX/4XAqYPSMNlvfGMWRrUKJCiPh7eqjMCqJ2wO3rL8QHR2J0+fj4dH/ZRjKChBVfgZ7/ljDydPly9fw558HsWnT74iIiMDy5SvQpk3FB9dgMCB08o+ctOuzMKKiqIqGIooYhsH3I50wbdpULF68EOPGjcSNG2kYMeJJ6BXeEEukMEEC116zIXMPAMMwKDm7BtqUo+jevQuGDx+I0aOH1vp4kZrm229X4MSJf3Hw4CGzdZYEUcJ3j+LKlSv43//mIz//Llav/hbh4aH3I6uUOkCn0+HatUT8/fdp5OUVAmDQv39vtGvXCl27D4O0xTBIPJpB6uoPsdIdIpGoXoghsQgw3f4HL4xshzfeeAMKhUJ4J0qDg4qiJsDhw4cx49UPYQjrDy1jXlGwdcyCVTc4Koz+244KI0vbWduHja3CqOTMSkzuG4pFi+Zj//4jeHr2fEjDHkCI6Db+PrLVormCwWDAhg3b8eGHX2P16jUYMWIEAODo0aOYvDSucjtrogioe2FERVEV995NfXE2pG5+EImlYBgGYqnUbDvGoANj1EMkc6ocB2TUqmAouQOTtgwmvRoQiSCSyCF184PE2cdsvJCt+THp1dDfTYA+Nwnishxo89IQ4KnEJ5+8iQEDHqzcXqfT4fjxs5DLZbh06Ro++fwHOId2gO5uMsJC/PDnzjWc7mkNAb1ej+PHz2D//qP4448DOHPmLMLCwjjb3Lx5E92nLQZTlgexSQuRthgB0hKkpNxAUFAAZs6cjNmzp3LcIilNi+vXk/HxZ8uQkpKOjPR0GBgxPAa9VelcV2fRIX0RospOYsWKFWjVqpVN+1AaJlQUNRHUajU++ugj/LgvAaLgrhC663yTqNnT71YIPgHjiOixNW1r5+Bo2tawtbJfXQOGmhZd1RU5fFi7JpauAXusAVAxR0inTh3x229r0LZtS1y7logZM15GcXEJxo4dgQ8/XGBRGAHAhQuXMXnyszBEPwqn8B6Vv7M/oOyPLtt0ASDn2eA65NmCUGW7NuB9v1hChhPtkHP7+0tYy6T4Sf/58RrJp06nQ3x8PFq3bs07RoZhGFy8eBFLly7F9u3b4ObmBqVSiby8PGzYsBHDhg0DACQkJOCdd97G/v37AQAqVRkmTpyI9PQ0XLp0GeHhofD19YaTkxMYhkFZWRnS02/hzp278PBwx+zZs/Hhhx9ZNCQxGo3Q6/W4ffs24uLikJSUhEuXLmLPnj3o0KEtunfviBYtotG8eQQ6dmwr+G6mpWXgr7+Oo2fPrmjdOrZBdRdjGAYrV27A99+vRFBQMEaOfBSTJ09G8+bNOdt89913+OCDRRg6dCCiosLh4uIMX19vREWFIzo6ssbMEiiNh4SEZPTtOwoff/wxXnvtNZv2CZv+S+Xf7IlzdcQkuuwyn69eIBObYDj1NT766CM8/fTTVr8tlMYDFUVNjOvXr+PplxbgJqKgUwbwbkuFkX1pW8MWYURFkfVrQAqjZcuWYdu2Tdix42cAFRXeGTNewblzF9C7dw+sWPGF1UpWfHwSxo6fBa1TMBTtJ0OscKGiCLUjikwmE0QiUbWezXtGA3v27MHhw3/h6tWr8Pf3w8iRg/Hyy7Nw61YWJBIxCgqKMGPGy3j11ddQVlaGlSt/wuzZU/DEE2Ph6+uD4uISPP30q3jssWGYMGGU1TE5BoMB2dl38cQTz8HfPxB6vR7x8fEoKSmFTldx/8ViMeRyOfz9fdGyZQxiYiIRExOFoUMHwt+ff0qExsbVq9fRt++jCAwMxK5du9CtWzfO+tTUVMyb9xoyMtKwfPnnFuf1oVCskZR0AwMHjsVTTz0Nf39/6HQ6uLu7w93dHQaDAWKxGIGBgWjRogUGLT4D0X+WqzUhiMT5CRjeQoRPPvkEAQH8dSVK44GKoiYIwzDYunUrXvnwR4giBkDLWJ9jggoj+9K2BhVGXByJFsXFxWHDhg0oLS3FDz/8gLS0C3Bzc/0vDya8/vr72LXrALy83LFu3RK0bBlj8RhqtQZvv/MZNv92CK5950Ekq6r0U1FkvygqKSnB4cOH4erqihYtWiA0NBS5ubno168v0tLS0aJFLPbu3YfAwECoVCpcu3YNSUlJuHnzJrRaLXx8fDB69Gj8888/AIDz58/j8uVLSEhIRF5eHqKjI9Gv3wN46KEH0b59a/j4eFs818TEFHz00bdo3jwcDz/cD716dbO4nS1oNFps3/4HgoMD0bp1C3h4uEOhkDeoKM79IC8vH48+OhXXryfh4sWL6NixI4CKd/X999/D0aNHMWXKeMyf/wKUSjoGg2I/V65cw6FDx6FSlUEqlUClKkNJSRlkMimMRiNupGcjKSkFao0ekqiBcArrDtF/5RlbENkqhhTGEngUnMfKr95Dr169avnsKPUNKoqaMGVlZXhv0UdYfTAB4mbdwVe3tSaOalIYATzjf6gwsgl7Km2auykwqPIgc/OH1NUHYoWr2bnYIozuR7RoamAcvvnma8ycORnu7m4wmUyYM2cGp6sVwzCYPv0liERynDx5EsuWfYqHH+5nNQ+vznsfvx9NhLLrUwBTJXIakzCqbVG08alwjBkzGm3btoTRaEJ8fCKeeuppxMXFwdVVhi++eA9ffPEDlixZCaVSCZPJhBYtohEdHYmwsBAolXIkJKTgwoWryM8vQJcuHdC7d1e0b98GLVo0R2hoSL12WmvKJCXdwEsvvQlAgh9++BGdOnWCXq/HV199hS+//AIvvvgUZs58nNpoU+4L//xzEfMXfIz0fCMU3Z6xWxDJxCYYUo9i0ZwxmDVrFi13mihUFFGQlJSEWS8vQJKuGXTOwVa3o8KocQmjexEYv4BAlKvVUKtUkMoVcPHyh8w9AEZNCRgGUHacBKeQtgDqThgN0O9BYmI8Fix4Ec2aBSEuLgGXLsWhZcsYPPbYcABARsZtbNq0A6dOXcLixR9j1KhHsW/fJqtddtRqDXr2fhQlnl2gjB5Qed2oKLJNFOkK0iG/+AM+/nghhg0bBACIi0vArl37UFZWjkcffaRyIlGGYVBaqoKzs5PZQHqGYfDnnwfQsWM7hIZaL38o9YtHH52K/PxiLFq0CGKxGFeuXMGvv25EUJA/vv32A4SFNavrLFKaCNeuJWL9hh1Y98tWOMUOAhPQpXKdkCASAUDeNQxt7YKvPv0Qvr5NqwsshQsVRRQAFRWT3bt345X3voEm8AFoJe68s0nfw1rFCrBdxFjNk5XCjI2t6VrdX1J9cXUPR53f7sEWHNUVRkL8r1M+kpKScPHivzh9+gz8/Hzh6uqCnJw7yM8vMNt+4MCBOHTI3GKXxGg04r333sPo0aPRpUvVh4k9WSW7yCEF3L1JK0m0Wi2+/fZbrFu3Fum378I5IBL5afEw6dXo9UA3ZGffgUpVhk6dOmHMmDGYPftZjB8/Hj16tMXTTz9hNb8ZGbcwceJsjB8/AauSbbMBNlmZjd3ac0E6JllzRuLrqsrG2jMrkVp+F/kspPne35srxpkd22g04uzZs1ixYjl2796NDz5YgEmTRtuUb0rjIjc3H998sxw3b2bCZDKhdetYPPhgdwwY8CDtZkipdUpLVdi6dReW/rgBd+7mQxbSBaLgLpA4e/Huxy5/ZeVZCEcalnz6Drp27VrbWaY0AKgoonAwGAxYuWoV3lu6FdKoAdAYqypUtggjgKh0UWFU+bfJoIVJo4LExdus0lD5GjKW961p8g5/h+LEYwCAyMhwqFRlcHJSQiKRICsrG15eXujatSv69x+A9u3bw9fXF506deKkUVhYiOvXryMrKwsdOnRAdHQ0NBoNnJ2d0axZMEJDw/Dgg33QqlUrzF99CiZdOVyjekLmGVJ1jsR1UKWexYklz3Dcq0havrwTAGDSqaHJSwOjV+ObKe0hl8uRnp6OhIQEnDhxHCUlxfjzz/UIDg7kvRa3bmVjyJCJUAf2hlPsw4LXrqmJIpPJhA0bNmD37j9x+PBh+Pn5Yty4EZg6dbzV8T0UCoVSG1y+fA3Lf9qA33/fB6fAFkDIAxB5hFSaLFiDXe4qjSVQ3j2Hb9+fi2HDhlERT6mEiiKKRVQqFT7+7Av8uPM8FFF9oDNUPSZNTRw5khZbHN0TNxm/PAO9qiIKo/QMgDLiAbhEdofCPxp5R5eiJPEYPALCIPdrDqPSD2KlB5iCZCii+8MppJ3F45h0apgMGkgFWscsoc6+DtnFn9CvXw+8//78ykkijUYjUlPTcfToKezdexjJyamYMGEivLy8wDAMEhMTcOHCBdy+fRstWkTD398PV67EQ6VSQavVwc3NFXFxx3D48AlcvXodycmpFW5wIjG27dgDmZs/JC5egEQBo9wDImdfyH3CIPcIRtq6Z6B0dkaHdm3h6emJnJwcREREoFev3pg4cSLCw8MBADHPbkBp8knoEg+gNDcTAUHBaBUTgdDQIMTERKJ9+zbo2bOLzf3Cs7Jy0L//GKDbi5C584sooHrCiG+uHluE0f0URQzDYNSoR3HnTjamTh2Hvn170S5uFArlvmAwGJCVlYOMjNu4ejUeK1dvw53cAkjDekER3hMmkfCcVuzyViHSwXDzGBa9OBFPzZxJ58SimEFFEYWX7OxsLHh7EfZcLYY4qCOMxqpxFPdbHNlS+bQ13ZoURuT6ileK4VTIRWIRtLmpUN++Cn3GOZTcTuDs32zClyj/Zx0Kbl42S9u37yw4hbRDeca/QHk+xO7BkHuHQl+SC/XlLdCXF8MlKAay2KFwDu9iV6uXSVeOIbKT2Lx5E8aPfxTt27eCt7cXevToDG/vCqF1/vwl/P33GahUZTCZTIiNjULbti3RunULzkclNzcfzs5OvAOrdTodzpy5gOLiEpSVlSM7+y6SUzNx+UoCUhITMXb8KHz71bv4++8zMBgM8Pf3xc2bGTh58hx+/30vYmJiUFRUhOzsbHTr2R0vPDcFvXt3h0xm3UHRVh59dCpeeulVvLzdvPug2XVrIqIoJSUFMTExmDZtIl566RlERYUL5o9CoVAcwWAwIC0tE9euJWDPnsM4cOAIXF3dEBERjmu5YogCO0HuHwuDttym9O6VtTKxCbqbJ/Dc6B5YMP81uLq6CuxJaapQUUSxifj4eLzx/qc4myWDNLgztJqyynVGbVWFz9pAboA7gJusgFna39YoUuX2PFEBzmBxC1EcAJBILIffRRa2Z0xGqNIuQJd4CEWp/0IulyM4OAhOTk5ITb0JvV6PsLBQREVFQSaTQavVIjU1FZmZt+Dt7QVfX1/4+fnBx8cHCoUSJpMRWq0WAJCfnw+NRgOtVguNRgNfX18kJCRg5MjBCA0NQXLyTSQmpiA4OABjx47AkCEDsHv3QXz99XLIZArMmDET16/Ho6ioCEfu+sE5tAMkLj6VYil56Ri0ePH3ynMymRgYVHkoSzwMUfldMJpiGPJuYMKEUZg2bSJatbJsbV3TmEwm3snxVKoyXLx4Fb6+PggLC6kRVyuVqgxLlqzCtWtJuHYtEdeuxaOkpASdX9kpuC+fuLFEdZ5tW4/Nfq8kCq5hQtrKiQ4da9OmTZg1axa+++4jjB491KE0KBQKxRIFBYXYvn03fl67HSlJSXBy84LcIwgG75ZQNusEiZNn5bbsxiijgdsoy25wvVcOykRGqG8cw9iezfDOwvkICgqq3ZOhNHioKKLYRVxcHN784HOHxVF9F0YixgBDaS5knsGVIkKdkwhN9nUwJgNg0ECiyYcq4wpCQ4Px0pwpGDFiMEwmBtnZOVCrNYiKCv9vfEsm0tIqBiHLZDKEhgYjNDQEJSWlyMvLR0FBEfLzC1FaqoJSqYRCIYfRaIReb4DRaIDBYIRYLIazsxO6deuEsLCqsTiWMJlMOHbsFDZv3gUvLw+0bh2LI0dO4uDhk9Co1XDx8IHcKwSMdwzWvPU4nll6HEZ1MVCQDGiKAYkckCpglHvDBBGicBMXLlzAvHnP4803X7HrPjQUfvppPbZt24tXXnkFffv2RUhICEpKStBq9ibBfRuzKGIYBufPn8dnn32K48eP4+mnn8Arr8yi3U0oFEq1SU1Nx8GDR7Fl+37EXb0G12btgJDuUPjFVs4xxMYhMZRyDON6heKtBfMQHEy7/FJsg4oiikNcu3YNby76DGeypJCGdIFW3fDFUXnmv8jZsxgeXt4wiWVQBrWGsTADIr0KY8cMhVIhh5ubC5o1C0KXLh0QExNlV57qEpWqDDk5d5GQkIyTpy/gwsV4+Hm5Qeniit49OyIkJAharRYqVRmysnKQfOMWUm5mIi/7Njp0aIt1676v61OoERiGwe3bOYiLu45t2/7EkSMncOjQX2YmEhcuXMCjX1wQTq8RCaPy8nIcO3YMf/zxB/74YxecnJSYPHkMZs+eCmdnJ6v7USgUihBxcQlY+8s27PrjIFRlaigC2wD+7aAIbAWx1PLEvo6JoaMY1yuMiiGKQ1BRRKkW8fHxeHPRZzh9W9KgxJElYWTSqVF0+DNI1HfRp1cXdOrUFr16dUOHDm1qZMwKpW4oKCjEwYN/4/jxMzh69BQMBgPatWuHYcOGY+bMmfDw8DDbh2EYNHv8J8G0G5oouvbtCJSWlkKtVuPOnTu4efMmrly5gtOnT+H8+Qto3741Bg/uh6FDB6JFi+hq5Y9CoTRtysvV2L79T3z/wy/IyroLabPukIV0hswrVHDsqzVBZE0MlaccxYTe4XhrwTzaTY7iMFQUUWqE+Ph4fPDpN/jregmcoh6EnmEZD1ipvNligsAZMG5F4LC3kSksCys2UjkrfQsF88stszF79mwAwMmTu9G6daxgmpT7T0rKTRQWFkEkEkGj0aKoqBgqVTnkchmUSgUYhoFGo8UXX/yA6OgYDB48BIMHD0ZsbKxNZhQqlQo3b95Eu3aWnf+ECJm8wqH9hOAbt5exZkrl35cuXcKRI0dw9eoVJCUl4caNGyguLoGbmyuUSgX8/f0QGhqMmJhIdOvWCd27d4K7u1ut5JlCoTQdioqK8eOP67Dsx18g9QoHQnpCHtgKcLC6aa0xSQENyhL/whOD2mD+a69QMUSpNlQUUWqU27dv46tvl+CXg3FwiX0IWigr191PcaS/E4+sPxdB7u4Pz64ToAxsCTAmGMqLYCi5A0NZPpyDW8C5WVtIZRWhe5NBh5KkEyg+vQYvzpkKDw83TJkyoUYG9FNqHm/v2Mr5nSQSCXr06I7w8HDo9fpK0wonJye0bdsOb731lsNzUeh0OhQVFcHf39+u/epKFCUnJ2PZsmX49deNePTRIWjVKgYxMVGIiAhDcHAAr5kFhUKhVIfvl/yMTz9bCllgG0gjH4LUPdDuiPo9rIohfSH0N//Gy08MxuxZT8Pd3b3a+aZQACqKKLVEaWkpVvy0Et+s3w9pRB9oZVWTPN4PccQYDSg8swalCYcqf/cPCoZ/QACiIkMR1swfR49fQHJiEtyDomDSqVFWkIM27Vpj8aJ56N69k8W0KfUHnU6HlSs34N9/ryI9/RaSk28gMDAQAwcOwqxZs9ChQ4caOc7Ro0dx4cIFzJ49224rV2vCiDHqIZI41iWTFEUmgw76wkzocpMRgySkp6fjsceGY+7c2fD393XoGBQKhWIPKlUZ3n3vS2zdeRiKLjMhdfOvcTEkLU2Da9FVLJzzOCZOnEi7tVNqHCqKKLWKXq/Hli1bsHjpBpR6tIPBPaJyXW2II8aogybrGsRKd8hcfSBSukObfQ3G5L2QaAowccIIDHqoN3r06AKlUoH8/AJcuRIPb28vNGsWBB8fb1AaFipVGY4dO4W4uARkZNzCP/9cQnJyKjZv3owJEyZUO32DwYBVq1ZBqVRiypQpdkda7gkjY9a/MGadh7YgE2VFeXBy9YTSOxhGjxhlNPsAAA59SURBVBjIw7pB6uJjU3oisQRGTQm0ifuAolSocjMRGhGBbl3aYfzYYejX7wHqEkehUO4bhYVFiIrqBpmLFzx6z4HE1c+hdCyKIYYB7l5BrHM+3np1NgYOHOhw1J9CEYKKIsp9gWEYHD16FF8s/RkXssVwiuwNg6hC2FiL+Ng7ED3958dx8+ZNREVVucLJ5XJERzdHz549ERLSDMXFRTh37hwuX76C6OhItG3bCp06tcWgQX0QGUknpmyIjB49DWlptzBp0mSUlpaioCAfPXs+gOeeew5yufAYM1soLCzE8uXL0b17dzz00EN273/69Gn07dsXX3+9CD16dEFUVDiysu7g+vUk7N9/BDt37kP//v2xdu06uLi4CKY3f/58XLx4Dq+99hw6dmwLpdKyexOFQqHUFnq9Hnfv5uHy5Wt44onnAADdu3fH2bNnLW4fOmUNAK6JAvtvdmOnAhqUJh3F8M5BeO2lZx0e20mh2AMVRZT7TkZGBpb8sAK/7L8M55gB0MmrojM1IZD0Rbcxrlkm/vrrELKzsxEY6A9XVxdoNFpkZeXAy8sL48aNR8+ePXHnzh2cOnUS+/btg5ubK0JDQ+Du7gY3Nxd4eXnCx8cTvr7ecHV1gVKphFKpgJ+fL6KjI2qswk2pHlevXsfYsTMxd+6rGDZsGNq1a1cr42aSkpJw7do1jB492u6WyocfHoTHHhuMyZMfs7heq9XitdfeQ3JyOo4cOQpnZ/5xbLt27cLbby/Etm2rIJfLwDAMCguLkJOTizt3cqFWq6HT6dGsWTAGDuxjV14pFAoFqGjMTEq6gf37j+DGjfT/xmvqkJubj/T0TOTk3IWPjzf8/f0REBCAnj0fwMKFC6FQVDXS2COEAEBefhvIOocXJg/GzBnT4eXlVbsnSaGwoKKIUmdoNBps2bIFX6zchkLnWMCnJSCu6vZTEwLpyFs9sWfPHhw+/BcuXryE3Ny7MJlMUKs1kEqluHHjBsLCwmAymXD16lXk5OSguLgYxcXFyM/PR25uLnJz70KlUkGtVkOj0SArKwsZGZkIDw9Fy5YxaNUqGq1bx6JHjy50DEcdcfVqPFav3oS//z4DhgG+/vobDB48GEqlUnhnG2EYBs888zQiIiIxduxYtGrVSnCf8vJy7NixA6++OheXLh3mne+HYRg8++x8uLv74KefVvKmazQaMWvWM9i+fXvlb56enggKCkJgYCBcXV0hl8uxY8cOrFnzHfr162X7iVIolCZNQkIy1q/fhj17/oLBYMTw4SPQqVMnKBQKyGQy+Pv7IzIyEmFhYRbH9dwTQoBtYkgiMkGX+Q9aeajw+pxpeOSRR6ghDKVOoKKIUi84d+4clixZgl27dmHkyJGYNWsWHnzwwRrvO1xQUIDExER4e3ujWbNmNnVVsoRWq0ViYiLi4uIQFxeHK1cu48SJE+jZsys+/fQthIeH1mi+KbZz4MBRfP75MiQkJKF79+6IiYmBn58//P39ERYWhpYtWyIqKsrqIN25c+di7dq1GDlyBJRKJVxcXOHu7o6ysjIsXboEEyeOxrZtf2Dfvv3o3bu3xTSWLFmC9957F2Vl5WjTpiU+++xtdO7c3uK2paUqXL58DefOXcS+fUeQkJCMnJwcwWiREAzDYNu2bZgwYQJcXV2QkHCKOilSKBSLZGTcxp49B7Fz5wGkp2di+vQZmDhxItq3b1/j32G9Xo/du3djxYoVOHv2LKZNm4Y5c+YgOprOjUapW6gootQr8vLysG7dOvz0U8XEmbNmzcLUqVPh42PbIPSaRq1WY+fOnWjevDlcXV0hk8mQn5+P7OxsqNVqtGrVCi1btoRCocCRI0cwcOBALFnyMZ54Ylyd5JdSRXFxKU6f/geZmVnIzy9Afn4hMjOzkJycitu3sxEbG4Pu3bujW7fuaN++Pdq0aQN3d3d8/vnnmD9/fmU6IpGo0vq7a9eO6Nv3ASxfvhYPPNAL+/fvt9ii+f333+Oll17CsGGD0L17Jzg7O0OpVEAmk+Lu3TzcupWN9PTbSEhIQm5uPtq3b4cePXri4YcfxkMPPWSTICopKcGNGzeQnJyMxMREZGZm/BfZzEVOTg6ys3MgFosQHR0FHx8vrF37PRVFFAqlEpPJhDff/BhHj55CXl4+RowYgcceG4tHHnmkVpzdbt68iVWrVuHnn39GVFQUZs2ahXHjxlW7AYhCqSmoKKLUSxiGwYkTJ7BixQr88ccfGD58OGbNmoW+ffveV+eZv//+G/369TP7PTg4EO3atUZ6+i2kpWXA1dUFnp4emD17KmbMmASJla5/lPqBRqNFfHwi/v33Ki5evIqEhBQkJibD09MTfn5+8Pb2hpOTEzQabWV3kcDAQHh5eUGn0+HmzVTodHpMnjwZw4cPt/hMZmZm4tixY7hw4QLU6nJotVrodDp4eVWk7e/vj4iICAQEBMDV1RUeHh7w9PSEh4dHpXtcYmIiVq9ejWPHjqK8vBxGoxFGoxH5+fkoKytHZGQ4oqLC0bx5OEJCguDn5w1fX28EBPgjIMAPbm72WYhTKJSmg0ajRVBQW0yZMgWrV6+ule+WXq/Hrl27sGLFCly4cAFPPvkknnnmGbRp06bGj0WhVBcqiij1noKCAqxfvx4rVqyAXq/HjBkz8OSTT6JZs2b3LQ9arRYpKSm4fPkyjh07iuPHjyM19Sa8vb0QEhKI2NjmeP31OYiICLtveaLULCaTCbduZaOgoBCFhUUoLCxGbm4ebt3Kwe3b2cjMzEJqahpEIhFat26NyMhIaLU6PP300+jbt69F442ioiKcPHkSly5dwvXr8bh27RoSE5MQHh4KFxdniEQiiMViaLVaFBeXoLi4BKWlKgQEBCAiIhwpKSmYMGEUhgzpB3d3N4jFEojFYnh6uiMw0J9a01IoFIfZuHE7Vq/eimPH/q7xaE1cXBzWrl2L9evXIzY2FrNmzcLYsWNrdJwnhVLTUFFEaTAwDIMzZ85gzZo12LZtG7p06YJp06ZhzJgxdRJ+NxqNyMrKQnJyMnbu3IkNG9ZjxozJmD//eTqpXCOFYRjcvZuHhIRkXL+ehOvXU3D16nVkZmZh0qRJePHFF5GZmYnffvsNx4//jdTUVHTt2hHt27dBbGwkYmObo23bVnBysl4x0Ov1yM6+g4yM2xCJROjdu/t9PEMKhdJUSE1Nx4gRT2L06DH43//+h/Dw6k1LkZeXh19//RVr165FTk4OpkyZgmnTpqFly5Y1lGMKpXahoojSIFGr1di1axfWrFmDs2fP4rHHHsO0adNqxZzBVnJycjBjxnRkZKThtdeeQ8uWMfDy8oCXlyedR6aRk5aWgfXrt+PnnzciIMAfEyc+il69uqNjxzbUup1CodRbCgoK8fnny7B16y64uLjgl1/Wo2/fvjbvr9frsWfPHqxduxaHDx/G8OHDMX36dDz00EO0GzmlwUFFEaXBk5WVhQ0bNmDNmjXQaDQYP348Dh8+jEGDBqF169ZQq9U4fvxvNG8ejTZt2kCj0WDVqpXIy8tDQUEBysrKEB4ejpYtW6JFi5aIjY1FdHQ0oqOj4ePjY5fIYhgGu3btwpIl3yMrKwuFhYXIzy+AVCpFq1Yx6NatE9q0iYWnpwc8PNzh4eEGT08PODs7QSKp6BolFoshkUggl8sqx5ZQGgZ6vR5SqZR2a6NQKA2KL7/8AR9++BVcXFzg7u6GWbNmIyIionJqCqPRiO7du6N3794IDAzEqVOnsGnTJmzduhUtWrTAtGnTMH78eLi7u9f1qVAoDkNFEaXRwDAM/v33X/z6669Yv/4XeHi4o1WrGGRl3UHPnp0hk8mQlJSKs2cvYPLkMRg3biS8vT3h7OyEtLRMJCWlIiUlFTdvZuLmzQykpqZBpSqDt7cXvL294ePjA19fXwQFBSE4OAQhISEICAiAu7s73NzcOP8MBgMyMjKQnp4OtVoNk8mE5ORkXLx4EenpadDpdGAYBgzDoLi4BGVlKphMJhiNRpSUlFae05gxw/Hzz9/U3UWlUCgUSpNAq9Xizp08fPTR10hNzUDz5hHw8fGEl5cnAAbnzl3CxYtXIJcr4O3tg0mTJmHSpElo3rx5XWedQqkRqCiiNEpMJhNOnTqFzZs34fz5s3j66SkYM2YoxGL7WvC1Wi0KC4tRUFCEwsIi5OcXICcnF3fu5CInJxd37+ZBpSqDSlWG0tLS//5XQSwWIzQ0BKGhIXB2doJarYFarUF5eTnKy9VQq9UoKiqGTqdHYGAAAgICIJPJkJqaisLCIoSFNYNEIkZERCg2bPiBRh4oFAqFUidotTosX/4L9u8/ggEDBmHSpElo27ZtXWeLQqlxqCiiNHoMBgOOHDmCTZs2IT7+KqZNm4hx44bXatc0hmFsEjLl5Wrk5uYhJycXer0ekZFhCAoKoLN5UygUCqXOUKnKsXLlBhw4cBQPPPAgJk+ejC5dutAGOkqjhooiSpPCYDDgxIkT+P3333Hu3GkMGtQXzzzzJNzcXOo6axQKhUKh1Bk5OXn46qsfkJiYiv79H8Lo0aPRsWNHKoQoTQYqiihNFoZhcPnyZfz+++84evQwQkIC8Oyz09GuXYu6zhqFQqFQKLWKycTg+PGz+OmndTAYRBgy5BGMGjUKUVFRdZ01CqVOoKKIQvmPnJwcHDp0CIcOHURiYjwGDeqHadMmwtfXq66zRqFQKBRKtUlNzcSKFesQF5eAjh074+GHB6N///7w8PCo66xRKHUOFUUUigUYhkFcXBz++usvFBUV1XV2KBQKhUKpNsHBwXj44YcRGRlZ11mhUOodVBRRKBQKhUKhUCiUJg21uKJQKBQKhUKhUChNGiqKKBQKhUKhUCgUSpOGiiIKhUKhUCgUCoXSpKGiiEKhUCgUCoVCoTRpqCiiUCgUCoVCoVAoTRoqiigUCoVCoVAoFEqThooiCoVCoVAoFAqF0qT5PwnKSoFZ2/g3AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1080x540 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6), dpi= 90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, \\\n",
    "                              ecco_ds.YC, \\\n",
    "                              tmp_plt, \\\n",
    "                              plot_type = 'pcolormesh', \\\n",
    "                              dx=2,\\\n",
    "                              dy=2, \\\n",
    "                              projection_type = 'robin',\\\n",
    "                              less_output = False);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Setting *lon_0* = 110 or -66 yield a global centering that is is more usesful for plotting ocean basins."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x540 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6), dpi= 90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, \n",
    "                 ecco_ds.YC, \n",
    "                 tmp_plt,user_lon_0=-66,\n",
    "                 plot_type = 'pcolormesh', dx=2,dy=2);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Cylindrical projection\n",
    "\n",
    "Try the Cylindrical Projection with an interpolated lat-lon resolution of 0.25 degrees and pcolormesh."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x540 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6), dpi= 90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, ecco_ds.YC, \\\n",
    "                              tmp_plt, \\\n",
    "                              user_lon_0=-66,\\\n",
    "                              projection_type='cyl',\\\n",
    "                              plot_type = 'pcolormesh', \\\n",
    "                              dx=.25,dy=.25);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Polar stereographic projection\n",
    "\n",
    "Another projection built into `plot_proj_to_latlon_grid` is polar stereographic.  The argument *lat_lim* determines the limit of this type of projection.  If *lat_lim* is postive, the projection is centered around the north pole and vice versa.\n",
    "\n",
    "##### Northern Hemisphere"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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3+TZNTQ20tLTQ0tJES0sTTU1NtLW10NTUxNq6CPnzW8Zbn1Qqxc3tMwUKWMm3SSQSpk0bzdSpC8mdOzd16tTm+PGz9OjREUD+77x5s3nxwpm2bZuzfftyevUawSetfBS0if2Q/fnLl6133rHp0CkC/AMoV9iKCgXMsdXWpLqC0ZAHDesmuF+Qucgyqdgzq3hAxpAPIRpxk5prwWTWKIgqiQckLh9vXd5Tq0krzpzZh41NsXjLyWQyLly4xvz5K9HXN6B27Try7aE/XAkNCyc0LCzyX+0chIaG8vXrV4yNc7B//6ZY9bm5fcbB4RgHDpzg27fvnDixm2rVKsYo8+7dB/r0GUnevBa4uX1iw4Z/8PL6RY4c+vKyMplMPjZl+PApVKlSm+HDh8vrePr0KatXr+LUqVO0atWEAQN6kDu3GU+fvuD27fscPnwaT8/vuE/pG6uNikZGqly5oRLpyCUSCWfylVJqnS2+vFCJa08OmToCkpmlA9JfPIR0JM7Zs2epUqVKejdDZchs8gGwecdu+vXrlqB83L37gLlzVxIQEMSiRUto2bKl/KEf8epGnMeol6jDo0ePGGTXR74tICCQ06cv4uBwnNev39G1azdOnjzN+/fvGTt2KrdunUBL6797XLRoIS5fPsyECXN48OAno0fPwtLSkocPH3Ly5B5sbIrJ2+Hn94dPn9wpUsSbsLAwjh07xpo1q3F3d6N//248eXIZY2Mjed2NGtWhaNGCnDlzJd7rTizRmSBzk+kEJLNLRxTpKR9CPBTnx48f9OnTh90Hjii97swyFiS9pSMxiUjJVNugoCD2Hz7G9RvH49z//ftPhg+fwvv3bsydO5du3brFGJAan3xE7TP1+47n95/cv/8EB/sjnD5zkarlSjKiXWNaDbmOtrY2AGXKlGHXrp2sWbOd8eOHxKhHVzc7Gzb8Q/XqFZk9exlDhgylQYOGTJ48Hzu7bnh5/cLL6xc7dx6gXbv2mJiYUKBAfvLnt2DQoB40a9YADY24HyU/fnijp6cX576/USQNvCqgJubhKkymEZCsIh4g5EOVaNSoEfv27UvvZmQ4UkM6chroyn9WNPGbImKRkjwfR0+dwda2NJaW+WLtk8lkjBkzg+LFS3H27CV5ZCIh6fibXKZG/PT+xahhE+nTugkLTuwgT9QA1w+OUKIOENk1sH79BsqXt6VJk7qULBl7xdbu3TtQrlxpZs9eyuPHTpiZmbFnz3EKFy5Mzpy5sLffR/369TE1NcHefkOCCdO8vX+xevU29u07wtSp04DIWTIJJTX7mxhCEn8QJcMhUVdL7yaoDCovIFlJPCD95EOIR8ZE1aIgqS0eSSEhsdAyjr2Ufegvj1jboo+PiIvte/YxZFifOPcdOXIaV9evHD9+FvX394hIvMmx0NbS4tOVg+Q2NY6zHRGvbqD+fwmxsrJi3br1tG3bh+nTx9CrV6dYx5QoUZRDh7bi7v6VffuOYG9/lICAAMaNG0+DBg2AyFV348uu6u8fwOrVW9mxw4HOnbvw/PkL8ubNK98f32q8gqyJSquakI/Ux1fdQMhHBie9uzAUwcpAK8O00zDCL1750DLOg5ZxHoYMGUzlypXYvHkzv3//lu+L4vWbd0ydPZ8CJcuzeMWaOOt6/eYdHz650rhx7JkdP354MXnyfJo2bYbGB8dE2xyRu2i8r5ylqiI1j398SfSISpcuXbh16zbbtx+kb99R+PrGfR8sLfMyZcoonj27xqhR/Rg/fizbt28HQF1dHalUGudxFy9e58yZKzx58pQNGzbI5ePviQwJJTRTdSTqEqW+FCUsLIzhw4djbGyMsbExI0aMIDw8PM6yenp6MV6ampqULl1avr9Pnz5oaWnFKOPomPj7NKmorIAI+Uh9hHgkjCLfvLW1tSlcuHAatCbjktriEVd3S3ySoUh3yvv37zl8+DDDhvXi7NkTWFpa0KtXT65evcrW/cep3rA5Tdp3JkwSzqLF09iyc0+cH/Q77B1o17Y5mpqasfZNnDiXvn37sqR/y3jbEV0yFCE+QYGY0Rtra2sePnyIhUUhatduw/37T+KtU0NDg6ZN63P06A6mTZvKsWPHUFdXJyIi7nhNyZLFCQ4OIX/+/P+1K54upcwsIenB/PnzuXPnDs7Ozjg7O3P79m0WLlwYZ1l/f/8YL2tra7p06RKjzNChQ2OUqVq1qtLbrJLTcIV8pB5COhRD0fEGUeWUvRhdXGTErpi0inpE3ee4ukmSMohUyzgPffr0JnduAyZPHgmAl5c3Bw+e5MiRMxQsaEXXrm2pU6eafOBlo4admDR6JC2bNopR19bde5k5bzFNm9Zn7LghWFnl49KlG2zevBcvL1/uXjyJjk7aLl//d9fSqVOnGDhwAP37d2Ps2MEJZmR99syZjh3t+PPHn4cPL2JhEbubSiqVkj9/eT5+/ISpqalcPhTNLB1f14zV4l0qMRVVIpFwqbitUuts9OapQtduYWHBypUr6dChAwCHDx9m/PjxuLm5JXjcw4cPqVatGu7u7uTJE/k77dOnD4aGhqxatSrF7U8IlRMQIR+pQ2YQj78fwKn58FNUQHJoq/P48WOKliqXam2JTkaRkLTublHWqrSffYKoXLkST55cxsAgh0LH7N9/jFPHL3LywF75tsdPnRg7dSY5cuhT2saaXfsOoq2lRR7z3Awb2I/2rVrIZ6ikNX9LyNevX+nRozteXj8wN89NeHg4UqmU8PBwChSwpEmTutSpUx1d3ezcufOATp3sePr0Krlz54xVd2hoKCVL1sbR8T75Qz7Lt6dkaQsA3U6TVEZALpdQ3mrGAA1fPY7x/1mzZjF79uwY23x8fDA2NsbFxUUecXVxcaFo0aL4+vpiYBD/5/ugQYPw8PDg9OnT8m19+vTh1KlTAJibm9OvXz/GjBmDmppyO01UZhBqVhMPSH35yIzSkdH4/v0706dP59DJs+ndlDRDVeUDYMGC+RQrVoi9ew9jYmJEq1ZN5OnJ46NNm2ZMn74YV/fP6OvpMmP+Ys5cuMSsWeNxfvmWY6fOcmTvDnLo61GyRPp3O4T+8oghIXnz5uXKlatcvXqVsLAwNDQ00NDQQF1dnWfPnrFjx2GGDJlI1aoVqVevOqNGDWT9+h14ev4kLCyMYcP6UrFipGAfP34em0JWMeRDkHISky9/f38ADA0N5duifv7z50+8AhIYGMiBAwfYs2dPjO0jR45k6dKlGBsb8+jRIzp16oSamhpjxoxJ/kXEgUoIiJAP5SLEQ3Hi60L54ReQ7NkXqUl6zopJr0GmKcnT8TeGutrkz18YL69ANm7cw6tXLsybNynBY3R0stGpU2sGjxrPy9dvaNu2KQ8eXJBHUMqUtaFDz37s3rwuQwgIxJYQdXV1GjVqFKtcnTp1GDVqFH5+fly8eJErVy6jo5OdfPmKULlyHX7//k3fvqOpWLEsM2eOZdOGHcwe1CNWPdo2lVIcBVEV0iMPSFSuFT8/P0xNTeU/A+jr68d73KFDh8iePTvNmzePsd3W9r9upCpVqjB58mT27NmT9QQkq8mHEI+EUfThqoyHYXTByGmgG2dXS1qM7VAF0nuGS3zv7aSKyeI5M+U/T5kylZIlbejSpU2CWUwBBgzowYwZ/3D06HZKlSoRY1+jRnWYO2eZ0sPXKeVvCUkIAwMDOnXqRKdOnWLt69OnDytWrKB+3XaYGhvSrFZlZTdVpUjKzBVlYWRkRL58+XBycqJQoUIAODk5YWFhkWD3y7Zt2+jdu3e8ieSiSK33boYWECEfykPV5SMjdLX8LSFCPiJJb/lIiKj3fXIiJEaaEUycOIk1a7ayefOyBMsWLGjFvn0b4tw3Zcp8mjVqSP3aNZPchtQmatCuuue7ZNehDUxpV4P+tW3w8w+I92H19+d5VomIpBV9+/ZlwYIFVK9eHYCFCxdiZ2cXb/m3b99y7949duzYEWvfoUOHaNKkCfr6+jx58oTFixczbNgwpbc5QwpIVhMPSD35UHXxgKTLh7KjHynBxMSEIUOGJF5QRVHkXif08E+r92dyu2l6tmvGwoUL8Pb+hYmJcZxlgoKC0dLSjHMGyblzV7jv+ITHN1UolWcyyWliRE4To8QL/p+4Puczg5SkVybUGTNm4O3tjbV1ZDdf9+7dmTp1KgCDBw8GYNOm/xYt3L59OzVr1qRo0djPnnXr1jFw4EDCw8PJmzcvQ4cOZdy4cUpvc4abBSPkQ3mounwkJ+qhrG/j8QlIUqMeaTkNN4q0ihYldq8VeeCn9Xs0ORLSf9goipcswrBh/WLtc3V1p127fpiYGLN581IKFoxc8j4iIoLTpy8xefJ8HLZvokZV1eiWSEkkJDXRsKmrMrNgrpdX7uKTdZ/cV4lrTw4ZJgKSFcUDhHzERXIfoMrsClDWIFMvLy+WL1/OmMnTldCqjEFKox5/l8vo79XyZcvy6sPbWNudnd/SqdMApk2bTlhYGI0bd2batNFIpVLWrduBsakZK9ZuVBn5gP8+jzKqiKgCYjE6xUl3Acmq4gFCPuIiI8hHFH9LSHKiGAEBATg6OqLcseMJk1ozYZQhHovWbsXa2po2DWooq1mpjpaWJqGhYTG2PXz4Lz16DGXNmrV06dKFH34BlKtcjfGjhmNoZMTqDVupVKVq5ForyZyhk5LxKylFiEjykagJAVGUdBOQrCwekL4r2mZEUvLATOjBGJdAJOVbd0adbpsYypaQhO6xog9ITSNzevXqxf379+XbVEGWNTU0CQv7L9X6tWu3GTx4IqvXb6Zeo8by91Vx6xKcuXQt1vFJGX8S1/2Ivi2tZSQuEYnqDkhoET6BQBHSXECyuniAmO0SnZQ+JJMS+Yg+iyXqg1yR+yVmu8RPXA/EqKmd3z++Ql9PDw0NDfm2AgUKUKBAgThTpmdUtLQ0CQsLQyaT4bDvKHPmLmfH3v1UqqL42hhxvc+S8h78u560FpEHHoHsO3SEl6/f8PLVG/LnyYnDkhkUtsqb+MFZDLV0GoSqiqTZndK2qSTkAyEfUbj5haY46pHYt/K4PqRVMZqRXJTRLZXQfY5PPh4+fEi3bl3JV6wMl67dSHEb0pJ/n72ItdCapqYGvj6+DBkykfXrdnD09PkkyUd8pGSl6bT8W7c/eJjWXXtham7CqDEDuHv3DF17d6VGr1Ecfu6Jeok6adYWQeYiVSMgQjgEcZFa3S0Q86GoaJKl1MTKyoobN26kWxQlJV0xSel2CQsL4/R1R1atWsm3bx7Y2XXHungR9P+foTE6GTX6cfPOPZq268L1s8epXLG8fLumphaXr9ykV7fO3L18jrAc5unYyv9QZgbYuJBKpcyYt4jDJ09z6tRerK2LyPfZ2XWnYsWy9Os3mmPHjjFw4ECqlymGurp6lh83kh6JyFQVpQuIkI74yerRj7QSjyiSkukxM5MUCUnOQNPAwCCqNWiKsakxw4b1omnT+mhoaLBnzyHM/p8WOr5VatOShB7WX7560GvgMHLlNMPbxweIHOvw5q0L1SpX4MSBPTRtWD/D/Z2lloT8+eNPn8HD+fXbl6tXj8SZA6VMGRuuXz+Gg8NRJkwYy4/vP+naoS3jRw3D2Mgoy4qIEBDFUUoeECEdiSPkI3Vyeijy4fu3hER/GKb2vQvy9aJ3794ZYjG6+H4HSemqiet+T5uzgE9f3dm2baV8W0REBPkLVODDs4cYxpEKOiPJB0DHXv0pWboY799/ooptRUDG1l17eff+I67OT8lpFilSGfVvTZkSEhYWRt3mbSluXZhly2ejpaXY++P1axfWrdvO27efuHbtOjlyRK6FE/HqRorbpEp5QO7VraXUOqtdv6US154cUjQGRIzrUIysPuMlOZlMFYl4JOdDN6OG/9OCv++rIvc5ivjut/PrN+zcd4AFC6bG2P7q1Tty584dp3ykNYq8T95//ETTZg0wMTFm0sy53Hn4AF297Azs21MuHxkZZYrRktXrMDQ2YPWaBQrLB4C1dRHWrVtE2bLWNG/ejMDAQIAsN0ZETV1Nqa/MTLK6YIR0KE5qy0dG/UYWRVLkIykPw6SQkHSoQiIsZZPciIf3r1/sP3ycnBYFMDc3x9zcnOETpzNlykhy5TKLcZyj4yPq1K4dZ51peb8Vfa/8+uWDkZEBEycNZ+y4wfz65UuzZt04ud8+lVuoPJTRHfPC+RUbt+3i+vVjyZpmK5FIWLJkJv37j6Ffv74cOHAwRe1RRUQXjOIkSUCEeCQNEflQrnz8/eEa1cesXqIOEREReHp6YqaT9D/+5EyHTEui38e0WPgtvofYpJlzcff4iqmpCd+//+T7958UKpSfvn27xip7794TOnSIvT0j3mOZTIaPrx9GRoZkz65DcHAIvXoOZ/zIoZjGs/5LRiWlEjJl3j9MmTKSvHmTP9D2yxcPnjx5xsyZswHldMEIMicKC4iQj6SRFvKRET/Mk0NyBphGH+D27NkzBg4cwPPnL7hjv5ay1oWTdf9TQ0R0dXWpWjX5UzbTchXgv+9z9LEzjx494vL1Wzx8eAF9/dgzW6Ijk8m4d+8ha9ZsjLE9o75fI3SMkEgkZM+uQ3h4OHZ2Y8lrbs7ooYNilMuo7VcWbp+/8OTJE3bvXpl44TiQSqWcPXuZmTOXMH78xARXYs3MqIlMqAqjkIAI+UgaWT3yAYo/OJOaYTO6eAQEBjFr/hLs776kfv0auLq6YmKYI+mNTeC8KX3omJqasmjRoiRPw43v/rn5haZKFCQh+ZDJZIwYMZwZM8YkKh8ALi4fyZ5dl9x66b7Sg5yIiIg4V6vVMs6Dh6srRkaGyGQyxo6dRUhgMAe2bY53WXlFiZ74Li1JbhRkt8MB2rdvgY5OtiQdFxoaysGDJ1m7djuGhkasXr2WVq1ayfdH5C6aZWfECBIm43xCZBLSSj4y8rexlH5rT0w8AL57/aJWr1HYVijLsWPb6dx5EHv27MXCXFteXhm/i5SOEfH39+fs2bPUbdJCofKJ3bv0kI+dO3cSGhpMly5tFarv7t2H1KwZc62X9Hi/Rl3Xm3fvadymI3cun8Ei73+ZO7WM8+Ds7Ez79u1p27YZS5as482bj1w44hDn4MvEImRxJbmLT0LCw8Px/PaNQF8v3N3dkUql1KlTh3z58snLpERekiohERER7HE4hP2+9Uk6j0wmY/DgiXh7/2bLlm3Url07xtiRrDjoW5LJB44qEyEgSkREPhQnKdk1/yY8PIJuE+bTpn0LRowcSLs2vRjcsRmNGzdOlf7mlEiIt7c3GzduTFRA0kM8IPb9fvj4KScureD9exc+fPjAx4+fyJFDn7171ykcEbh+/R6Nm7eX/z+9Zfn85StESCPoP3Q0F44fRE1NDS3jPOzatYsJE8YzZ84EihQpSM+ew3FyeoaeljTB+uJ6P/wtHz4+Pri4uODm5sbnz5/5/PkzX75E/fuVHz9+YGZmSr58eciXz5zw8AhGjx6FiYkJDRo0pEGDBtSrV4+QNPqIvnbrDsYmRpQubZOk4w4fPsXbtx958uQp2bLFjJxEl4+sFAURq+EqjhAQJSHkIxJFoh+Kykf0D6yoqXwRr24wacVmJDrZGDFyAJ069KNyiSJMHdgjlnwoKwoS1bbUeJCm5RgPRTh6/irPnz+mV69OFCzYn/z5LRXqdokiLCyMW7fusWjFhnQVj+jvpUtXr7N8+Rw2bNjF2p37GTZsGIP79eXOnducPLmHAgUsqV27DWvWrMU4EfmIXr+vugE+Pr94/ug+b9++xcXlHS4uLri4uBAcHEyhQgWwtMxH3ry5yZMnFyVL1iBvXnPy5MmNuXlONDU1Y9QplUp58eI1N2/eY926VQwdOoQDx05hXSJpUhBFUqIgO+0d6N69faLl7O0P06JFIwwNDfjy5RvTpi3m0qVLMeQjK0Y9BMlDCIgSEPIRSWrLB8C6y884f+8xFy4eYsSwyZQqkI/VU4bHO2Uwej0Z7feU3vIR18OpbNmyfP78gdatmyarzgcPnlK4cGHMzHKmtHlKISAgkIeP/2XX3rWULl2CBg06snPnDkqWLMq1a0fR09Nl+vTFlCtnS5sGNRKv8P+Eh4fjsHUlC5atokKFshQtWogKFazp1KkJhQsXIGdO0yRPY1VTU6NMGRvKlLFh5MgBHD16hq7tW3P64jUsLC2TeumAYhISEhLC+UtXWbZydoLlXr58w4QJc1m+fBO7dq1h1qyljBo1inLlysnLxCcfWSX6AWIablIQApJCMtpDLSOTHPmIzuHDh/nnn8VcuLAfJ6eXvHzxihcndijcNRBXvan9+9MxTHkSq7SYehvFvXv3MDJKfuTi8uVb1K7XUIktShk3796jdBkb9PX10NfXY+3ahXh7/6Jbt/ZIJBLOn7/KsWNnuXrnfqJ1RURE8OyFM3eevmTnzh2Ymhpx4sRubGyKpUrb27dvwb59x/j++VOyBQQSl5AfgVJMTU0wNEz49+7gcJSxY8dSunRpWrfuRfHixZk8eTKQcNQjK8mHIGkIAUkBQj7+I7ljGBSVj0uXLjFs2FCOHNmGuXkuOne0Y9mEwWTTTtnDWZndNPExf/78WNsyYvTj2sPnnD9/ltu3Tye73qtXb/PPirUpaZpSsT9ykgYNasr/36RJPfnP27fvY9myjWzfux8TE1N8iXlfpFIpL1+95sade9y6/5jbt2+TK1dOatSoxJw546lfv2ayknUlhT9//DE2Nk7WjBqZTCZvX/TusL8XbPz8/Ab58uWNdXx0QkNDOXz4NI6O9ylcuDCVKlUie/bsaGhoJKnLJb6/tcwkKWIQquIIAUkmQj7+I7XkI8T5IRsv3OOuz2pu377N7t1rUVfXoHv3oeTLaUyrutVT1vBo51Xk95nccSA1atRIt9Vw4yL6fXc4fJQjJ05RtUYdNm3ayNq1CzAw0E9WvV+/fsPDwxPbChWV1dQUoWWcBycnJ0aN6hNju0wmY9aspVy8eJM7d+6ib5pbvs9X3YCw7x+ZMHshFy9exNjYiBo1KtG6dX2WLp0aK+NrauPr68erV68oWrQoOY2NFXofeXt7YdezK1+/etCvXz9sbW3R0dHB09OTDx8+MGjQIHLlyiUv7+XlhbGxYYJ1Xrx4nRIlSlC4cGEAChQoACg23kORv63MNEhVDEJVHCEgySC95SO9ZxVEJzUjHw63nrLlphOTpo5hxozhrFixmcuXbzJ58hQG1imR6t8+lYWdnR0Ll69O1rGp3f2yYt0mWrVuxLdvnxg2rC916iRf6q5evU2tOnXjzLeRlkS9t96/f4+/vz8lSxaPsX/jxl3cvHkfR0dHwtW1Y+x7/cqZvt0706JFQ27fPkWePLlJT/r27cKuXdsYPXoUZmZmVKpUiRKlyyGNiODEsSPM/2cZFStVls/CcXV1pU3TxjRtWof58yfg4HCMe/duEhQUzNev35DJoFKlSjRp0kR+jk+fPnEnkS6oM2eu0LlzF/n/U2OgaWaSEIFiCAFJIuktHxmJ1JQPF7cvTHG4yPGTeylZsjgvXrzi7t3HvHvnQo4cOZQ+3TY1oyDv379PbrOUTvR7//LVa375+DJ27JAUJ90CuHzlFo2atktxPcrixIkTNGhQK4aoXr9+h5Urt7BmzZpY8nH5wnnGjBjCvHmT6dy5dVo3N06GDu3L0KF9iYiIwMXlI//++4KnT18QFBxC/XpVGGrXlxo1qqOrq8v379+5f/8+Y8YMZPDgPgCUK1dKXpdMJuPw4VP07NmThg0b0rBhQy5evMiDB47Y2fVIsB1mZsb4+fkhk8kI8/mWmpes8khEJlSFEQKSBDKCfGSk6EdCJDfPR9SMl+Ej6zN+wnD5t9dbt+7ToFIpdL88JUKpLc24pHb0Y//hY3To0EIp8hEaGsqtm44sWr5BCS1LPlHvL5lMxpYtm1mz5r/xN58+uTFo0ARWrFhB/Wb/ZeqUyWRsXr+WjetWY2+/gUqVysWqN71RV1enePEiFC9ehK5dIyVPKpVSrVpFfvzwJjAwkJo1yzJlyhCKFy8SZx0SiYROnVpTu3Y1Tp26yIkTh7Gyysfdu2fInl0nwfOXLGnNsGGT2LlzJ/u2rqNMqZJKv0bIHFGQzL6CrTIRAqIAGUE8MhoJRT+SIh/xfdh4enpSvUZlIHIg3sb1O3BYMi0ZLVWc1B4LkpGQSqUcOHaSgwe3KKW+Zcs3UqlKVXLmzJV44TTg9qlDaGpqULmyLRD5HurefSizZs2mcav/ojShoaFMHDuSF05PuHTpEBYWeeKrMsOhpqZGvXo1Ey/4F7lymTFgQA8GDEg46hGdTp1a0ahRbWrXao3jw8epJiCCrIUQkAQQ4hE3qS0fMpmMsLAwIiIiYx1LlqylbqWyVLctFWf59CApC9cZGRnF2mZloJWs+5gSov8Obt+7j5GRASVKpPw9/uDBU3btOsjVW44prislRF2fuuc7Nh8+TZ8+neXdLzNm/EPVqjUYOnQoP38HApG5PPr36oa6JJzz5/ejpxc7lbogEjU1NYyNjQgLD6dZ47SdZh31OaAqiDwgiiMEJB4yonxkhG/d8T00k/LATCzEunHjRrJl06J48cK8evWOAw7HeHZ8e5LamVySOi1XkWjI8ePH45y9EJ+EpMV6L/cePMLQ0IDAwKBEw+8J8fv3HwYNGs+SFavJlTv9BmxGv753rp+54viUZRuXA5FRjpMnz/Pq1WskEgk5DXT57uvP+NHDiQgLwn7/xlhZSQWRBAeHcO3abapUKc/Xr9/Q1NAgICAwVc/5dzfMjmPnU/V8gvRDCMhfZETxUHWiPxwSk4/nz58za9ZMzp/fj7a2NkuWrGPygO7kMjVO7WbKUbaEuLm5xZuQLEo2UjMvSFzRp/FTZ+IyaCCNGnXC3n49+fMnL9HV5MkLqFG7Ls1atEq8cBoQGBhEpwkLmTFjrHw68a1b9ylevDjm5ubycmuWLuLtqxecPLlbyEccBAQEcvfuQ/buPYyTkzPe3r/Ib2VB5Yrlscibdt1Ufn/8mbVuZ5qdTxmIPCCKI+7U/4nIXVTIRyIkJ/qhqHyol6hDsFVFOnXqxLx5kylcuAAhISE4Oj6mZZ2qyW90MlHmQLjevXsnWsbKQEv+UibxDfrV1dVl7157ypQpx8GDJ5Ncr0wmY/fugzx4+C/zFi5JaTNTRPSBp8PGTcKmlDV9+3aV7z9z5jLt2v23zsm6des4eHA/Bw9uFt0ucbBv3xGKFavGunW7qVSpBi9evCQwMBCnu9dx2J429ywid1GkUimD56ykadP6qX4+ZSJRU1PqKzMjIiCIqIciJOcbekIzXkKcHwKQveNE+bbbt2+jr5+dLl3aALB37xHKly9PIcuEszQmdo740LaplOD+pERC0mpgavR7mtD54rv3crEyzkNwcDDPnz+nc+dJSWrD48dOzJq1FB+fP2zb7YCunuKL1aUm2/bY88zZmUuXDsnHfoSGhnLu3BWmT5/HtWvXWLRoIS4u7zh5cjempibp3OKMydGjZ9m4cSM9e/aUb0uPBeambj3KZ28fju9Yw+69h9P8/ILUJ80EJPqCYn+TGkuoCzIW0SMKHj+8mHnuNfXr16d9UBA6OpFjEMzNzQkMDJKXc3A4xuLFSxU+R2LCEV/5hEREGanavb29U3Q8xC0Uiq50GkWM34GHB61atcTauhDVqimeuXT37oP8s2Q9k6bOoFPX7umedCwKf/8AZi9cyunTe+VjWmQyGaNHz6BAgYJ07dqF37/9GDmyPx07rkFLK+3W11E12rZtxuHDh+jZs2eyxOPNu/f4+PpQtVLyM+Ju2bmH42fPcenSIbJl0078gAyEmIarOEkWkD8BgUxdtY0TV+9Qs3xperVqROXS1nz2/MEXjZy4urry6dMn3Nxc+fnzJ7lz58bCwhJLy2dYWFjIXzlz5pTnH4i+1LogftJr+mdKox9/d2fM2nMWLy8PNm1ax+nTpzhw4CASiYRbt25haJhDXq548SK4uLhQP1/8y5HfffqC5Rt3kN/MiEXdm8RbLiWkdHpuSkbxxyUZX756ULBUhSQ9HKL/DpyC9GnTuBJ9+nRm7NjB8WaU/fXLhw0bdpEtmxYWFvmwsMjD4n/WYn/gGKXKlEn6xaQCUfdn5z4HqlevFCMHxooVm7h06QZ58pgzadIwmjatr5ScJ5mdFi0aMmXKAn74BWCYxGPfvHtP4zYdCQ0LY9u6lbTtGnf3Y0Lv3XOXrjB/6UrOn3fA2Dj2DDJB5iFJAiKTyeg4dSX6+locObaLe/ceMWvrft6+dfn/B1ReLC3zkC+fOS1a1MHExIjv33/y9es3nJ2fcOnSWTw8PPnyxYM/f/wZOHAgRYoU4ebNG3z8+JGAgAACAgLw9/fH3z+AsmXLMHPmLFq2bIlEIhGCkgFJ6piFly6fOH36NI8fX0JLS4v69dtz5MgRihYtyty5c7hw4YC8bL161Tl16gLDhg0j4tUNVuw+TLH8+XD/9gMdbW1a2I2h47hOjB07iEULVjKmRQ1yGiS9OyDE+WGi3TEpYeDAgck6Li75uH7rDk3bdcHefi/dunXH09MTfX19dHUj++Xj+mCPLh9nbzrSf+ZyVq6cS4sWjeI8r0wm49ixs0ybtohWrVqjqZmD69cf8v7jR1q0apth5COKsLAw1mzazs6dq+Tbjh07y4YNuzAyMuDcuX1irEcS0dJK+sBcv9+/ad6hKzNnjqNosUJ06TIImbY+7dopnh1XyzgPMxcuZd26RRQoYJXkNmQExCBUxVFIQDRs6hIeHs7kSZP4+tWNa9eOky2bNiVKFMXOrnuyTvzrlw/Tpi3G1/c7DRpUpVixHujqZpe/dHSycenSDaZPn8KsWTMZN2482bNnx9/lCSGhobRvVBsDfeX0PafFiqjKIiMlwUpOttPVe48yZEgfDAxyIJVK0dLSQiKR0K9fX+bMmUChQvnlZevUqca4cbMIDw/n3Sd35m/cjYGhIQEBQfj6+mJ74gpdurRl0KDevHB6if3NJ4xtVTvO80ZIpUzbd4FjD15Qp2RhhjWpSpn8/43mT0xCUhIFGT16tMKL0SU0duOHtw9Dx01m6NC+jB8/nkaNGnPy5Em+ffuGsbExOjo6vHv3jjt3bjNq1Gi6dOnCvQMbMDEwoLBVXnz8/jBg5jLs7TfKE3T9zZcv35gwYTbu7t/YYX+AChUrJWsl1rTk8IlTWFnlw9a2NBCZl2T8+NnIZDLs7dcL+Ugi6urqhIeH8+zhPWqXjz/6+DcSJASHhFC2XCmsrYtw+PA2OnUaQHh4OJ06dYpRVss4TyxZDlLX5fTRo3h5eVOokGrKBwgBSQoKR0DOnj3Lnj27uXDhgFL65IyNjdi48Z8Ey7Rs2ZjmzRty4cI17O13o6amhq5udry9f7H92HkubFmCvm72FLdFkDZERERw9oYjF6ePBeD48XNoamoTEhKCTBZBly5tY5TX09MjODiEgQMH4OCwn/Lly+DgsJHZs5dhbV2EK1duMnnyCABq16vJxb0O8mO//frNDY0CdO/enR9zhnDF5TOn/33H/iO7uHnjLvVnrmJGp4aMapH0TJKJ8beErFq1im59B8RbNjFkMhk7jp1j2pqd9OzZkRkzxiKRqNG/fz/Wr9/Arl072blzB58+faJZswZUq2bLggULWLhwIb6+vwgICKRNmzaEhobRolWTOOVDKpWyc+d+Fi1aw/DhI9i6Z5R8nERGlg+ZTMbCpatw+fCRsmXrERQUTEBAIOXKlaV58zrxpiUXxE+OHPrs37+Zbt26smzZcrq2VCzxWI4c+kwaM4LZs5Zw8NBWypYtydGjO+jQoT/Pnz+ncOHCGBsbU6BAAUqVKiWXEIm+Gffu3ePOnTuYmZkRERFOtmzZUvkqBRkBiUwmkyVWSEcnG9bWxZg+fXSyUv8qG5lMxrhxs3j33Jlzmxajm4JEStFRlSgIpG1SsqQmy4pvsTlHJ2e6jp/L02c3+PzZgxYtemBvv4/+/fuzZs08atasEuM4P78/5M9vS5kyJTl5cjcSiYQcOeJeKt7R8TH9+o1m8+YtuLp+Ys6cORQuXIDv371YVNUa65xG1N5+kt59unLjxh0ICmLL4HaUzh8zp0FiXTHJeY80ateNS8ccEi/If/cqalzU+/fv6d+/H3/++LJq1TxKl478RhoSEkLjxl1wdXWnSZP6tG3blLp1q6OlpYW/fwDduw+hY8eWdO7choCAQNas2cr589c5e9Y+Vr/68+fOTJgwD4lEnSWr1lHcukSSrzG9+Pf6WZq07YyNTQlOnTqNjo4O+vr6dOzYgT592tO4cd30bqLK8vbtezp1GkjXnn2YM2aQQqtPh4SEYJC3EN7eb+Xl37xxYc+eQ/j4/MbHx5eXL99gY2PDwoWLKF++PDdv3uTRo0c0aNCAMmXKYGRkiJPTNQwN//uMMzIqggKPqnRHIpHwYXTXxAsmgUKr9qvEtScHhSIgJ07siTdkmx5IJBKWLZvNyJHTaDluEQ5zR5PbLOWJqlSpKyY9SWzch6+6QZzf7PPkNKGgmRElStTk1y8f1q1bS+7cuVFXl8SSD4jsh65btwbr1y/GwCBHrP3RqVq1AqtXz2f06JHo6GTjxIndlCplzYUL15g8eT4GsnB6lCqMnvMzRhXPR4f2DdDUiD2DI7XHg8RHXHlHHBwcGDVqJGPGDGLQoF4xZpxoa2tz+fIhIiKksSKSenq6nDy5R/5/Q0MDZs4cz8yZ42OU8/X1Y/78VZw+fZH58xdQumE7Chip1jfPvQcOo62tTeXKlSlYsKB8e2hoKNraYqZLSihWrDAXLx6ga9dBvH/3lkHDRlCrZIEERURbWxttbS2CgoLls5GKFy/CwoX/reMUEhLCnj2HadasCdWr12DSpMl06dKFHDlyEBoaSlBQsEpHQCQZZGaYKqBQBMTXN+MsJx6diIgIFi5czd69h5k3vA/92zdTyNITrVdFJCSjjAWJi/hmwYQ4P+Rr2bZYWFiQLVs2Tp48ycaNazhwYHOqtSUiIoKzZy8zefR0HAe2kb9HTG2t4z0mPglJjQhI1P2RTyNuPpyRI0dw48Z1duxYKY96KAupVMq+fUeZPXspxYsXZ8GChegWjBxYmtor8CqbsO8fefjkKWWr1KJAgQLy7TVr1mDy5KFUr572MpnZ8PcPYMWKTZw4cR6pFFq0asOU4f0xiyePinlhGx4+uoiJScJfCgMDg9i2zZ5duw7y548/wcHBhISEoqubnY8fH8X4LFelCMjHcYov8qcIBZfbq8S1JweVHi2jrq7OjBljOXp0B1tOXqb+0FncfOREeLhqLV6UXJKaByKjUKRIEfk3nLdv31KwYPLSgCuKuro6LVs2Rl1Xj/feit2z+HKKKCtDqpZxHvlLvUQdQvJXYrunDj32O1KsWFH+/PHm+vVjSpWPkJAQ7O0PU7VqcxwcTnL27Dk2btwklw9FObTfgTu3bqKnGbmuSnpiZmpC88YNyWsQMwoUEhKSrJkcgtjo6ekyc+Y4njy5zN69awkO9KJ641Y8+uAZZ/nsunq8ePE60XqzZ9dh5MgBPH16BReX+3z+7MSPH69iyYeqIVFXU+orM5Mprq5UKWsuXTpIixb1GLtyO/nqdqDvtH84f/tBsupTZhru1CYjSkhS2uTl5cWLF294+zZ1o2wSiYTOnVsz8t5bXnpGJgbzepr4h6Qy2L17d7z7fv/+zeLFiylYsACXL5+jefPaHDq0lU2blqKvpFlef/74s3btNmxtG3Lq1DU2btzMvXuOVKlShWCDfAQG+MvLuvmFJpr3ZcaUicycMg4zMzMqVarIP3Nn8ujODcLCwpTS3qQQPQoYfVaF6IJRPhKJhFKlrJkzZyJt2zSmddOG3Hr6Cl91gxi/h+nTpzF69Exq127Dli178PHxTfJ5BFmDTCEgEPktd8CAHty4cZyr109QsmpFhs1fg/3py+ndtFQnI0pIFInJ3PTp02nSpAWtWvViyZJ1qdqWadNGM3Jkf3qdvsubHz6Jlk9qZtX4sLS0pFv3HgwcYMfx3VsIVMuOj48Ps2fPplChgjx9ep/jx3exZ89a2rdvgbV1EaV9CAcGBlGnThtevPjAmTNnuXTpMvXq1SMoKIgtW7bQo3F1hnRuEeu4+EQkp4EuxYsX459/ZuDicp9Zs0ajoyNj/vw52NoUZeGsqbx+5ayUtivK3xIS+ssDAwMDbty4l6btyIzcvHkPR8fH/P79B4jszuzSZRAHD57E2/sXTZs25c6tmwByERk0aDAfP35ixozZnD59jVKlatO//2i8vX+l56WkGWpqakp9ZWYy5dVZWuZl4MBeOBzYwvglG3j6KukRDVWKgkDGlpC4+P79OwA5cuRg2rRpdOrUmdT+4hMVBSlSpBB/QiIfrolFQZQhIbVq1eLFe1dKVK7AjnPXsbS0oECB/Lx/78yFCwfYsiVyWnFqsGrVFsqXr8ihQ4cpV64crq6uTJgwAUtLC06cOEyPbq0SvO/RJeTx3Zt4e3tTqFAh3r37QPbsOlSvXpnx44dy/rwD58454OnpTvuWzTDLkbbT4/8eD7VtzTK2b9/P9u37uHv3AevX78DeXqwnkhS8vLzp1Ws4M2cuo1ixapQsWYumTbuirq7F589f+P37NyfOXqBEyZLyY3Ia6BIWFsbFixd59eoVAwcO4smTp3h7+3P9+t10vJq0Q3TBKE6mvjobm2IsXzmPDqNn8cM78W+8f6Pu+U6lRERVJGTdunXky5ePR48eAZHfqo4cOUzbts3T5Py+vn7kyKZ4eP5vCVH0PRH1/vn9+ze5cpoycGAvDh7eztu3jjx+fIl16xbFSLymbD5+dGPHDgdWrFjJ69evadOmNeXL2xIU9IsrVw7j4LARW9vS6OgkPI7DzS+U7+4fefnyJY0bN+LixYvY2BSPVa5gQSu+fPnGzJkzkUgix4ek5RiR6BJiZZGPs4f3sXXrfubNW4OHhx+zZi3F3f1rmrVH1Tly5DStWrXi0aPHeHt70717T1q0aMPRo8dQV1cnSKpGxcpVMDb+bzDqD78ANDQ0CAgIoHPnzvTo0YNixYpRsmTJLBMBEShOphYQgFatmtCxSzvaT1rCL9/fyapDSIjyzn/h6Rvmz5/HjBlj6d69OwEBAVy9ehVTUxMKFy6Q4LHKwM/vDx4e36i0PP5xGVFk7zgxxmq9yUVHRwfn1y58//7z///PluorscpkMiZPns/EiZMwMDCgZcsWlC1blGfPrjN//hTy548c+BsQEIhO9tjRioqWRvJXcSMNDh48yD//LKZ27co8eXKZSpXKxTrmyJHT/P4dyLBhw2JsT6+BqkULF+L5vWvcv/+A9evXM3DgIFatSr3ZVpmN/ftP0KVLZE6L7NmzM2TIEEaOHImJScLvXYlEQocOHShWrNh/M85MTfFOxpdAVSS9IiBhYWEMHz4cY2NjjI2NGTFiBOHh4XGW7dOnD1paWujp6clfjo6OyaorJWR6AQGYOnUU5cvbUK33WF5/cEtWHaoUDUlvCYmP8PAIRu04xfbtKxk5cgDW1oXYtm0bO3fupH37tIl+nDlzkbp162Jg8N+35b+7Yb7Ztker7dgY25IaBYm+P1u2bAzu3JLJk+cnt9lJ5ty5K3z+/I3Ro0czdOgQatSoyOjRg2KlJQ8MDCLbXwJS0TIyUVl4eDibN2+maNEiuLg4c+PGCWbMGBtvMrh8+fLg6fmNffv2xdqXVtGQuKamRw1Obdu2Lbdu3U/1NmQWKle2ZcAAO3bv3o1UKiV//vwYGhri6+ub4HF/Z869e/cuBw4ciJFYTKB85s+fz507d3B2dsbZ2Znbt2+zcOHCeMsPHTr0/+uuRb6qVq2a7LqSS5JXw1VF1NTUmDdvMsWLF6Ze//Hs2rWbxvmT10cd/cGSkfOFpMeaMfFlQI3i5NU7WFjlk+dmaNu2GQcOnEFfXx8rq3xp0sbjxy8waFDMb+hR+UBkMhlLT9xkeb+5GBoaMnHiJKpXr86jXwa0zvadHMlMUla4cGGGVMpHiVHHCQoKRkcn9ZMsLV68Fi0tLfr168ujRw+5du1onOVCQkJ5+/xfFk8ZjZl5XqqWKoa/pSW/f/9m2rSpGBrq4+CwkXLlSiV6zqpVK3Dy5B66dh3E48ePyZUrF66un/j8+TNdunSlT58+cglJ6/Tuob88OHfuHA0bxr1WkCA2S5bMpHPn1kyYMJeNGzcwbtx4atWqxebNm+nduzdWVlbx/h5/+AWQ00CXd+/e0bRpE9asWUjr1qmzWnVGQ5JOA0d37NjBypUrMTc3B2DatGmMHz+emTNnpmtdCZElIiBRdO/egT171tG/fz9WnH2U4uQuUVGRxF7pRVpGQhI7l98ff2Zs2sewUYPk2+rUqca9e/cIDw9PlfBeXHz54oGNTdy5NV64fWPO/vO0atWYrl3bsGfPTmrXrsXSpYvZ9Ema7HNu27aNfH1nU7p0ae7cSd7U8KSyZ89axo8fhLW1Ffv3b0I3njWTWrZsxJIlM6hmW5DsUh/OnTvOjBlTmD9/DlOmDOf06b0KyUcU1tZFuHz5MIGBPvz86U7x4hZ06dKC+fPnMnr0KPnvOa27ZbSM83DkyOEs8xBUFuXLl+HKlcPY2XVh7dqVlCxpw/Xr15g5cyZSaeJ/E7lz50YqldGkSb0sM702NbpgJBKJ/DV79uxY5/Tx8eHLly+ULVtWvq1s2bK4u7vj5xf3Z/OePXswNjbGxsaG5cuXy3+fyakruWSJCEh0qlQpz6VLh+jRYygvXjxny5ataH5M3bBslIQoEjFRRFiSEnmJEoPUjIbEJR8xIkUREXSbtZbatavQvPl/C1sZGhpQvHhR7t9/QOPG1VOtfVKpFIlEgr9/AD4+vmTPnh33KX1jlSuSx4zNQzvxw7wUZ8+ewdv7F5qamnz44Mq7J3fR7jQtRvn4Uvf//Tu8c+cOFSpUoEWLlly8eD1NvoUXKGCl0HLmurrZadKknlLPbWZmwrJls2Jsq1OnGv37j6Fp0yYcPHgIY2PjNIuGaBlHrveTPXt2nj93pkqV8ql6vsyGmpoaHTq0pEOHlnz65Ia9/RH27j1MiRIlKF/elpzm+bCwsqJCxUox1hGKjILkoEQJax4/dqJGjcrpeBWqTWJflv39I3P5GBoayrdF/fznz58YXc4AI0eOZOnSpRgbG/Po0SM6deqEmpoaY8aMSXJdKSFLRUCisLDIw7lzDvz+7U3t2rVwy5a6mTijiC8y8ve2sLBwPn72wMvHj9DQ2MmdkhNdMYzwi/FKaF98r/jqjat9UUilUgbMWkZISAALF06NVdbU1AhPT0+KFSus8LUklc6dB1K0aFVsbRvQpEkT8uWLu7tHR0uTHnXKM336dO7dc8Te3oGXL535+PEjexZPlV9PsFVF+e9Fkd/B9OnT+f79O927d+fkyQu8fu2ivItTEQwNDTh4cAvFiuWncuVKvHr1Sr4vNaMhUfIBcODAQZYv34Sj4+NUO19mp0ABK2bMGMfr13dZvXouNWuWI5tWCI/vX6ddi6Z88/CIdUyZMmV5/Ngp7RubTqTHIFQ9vcikhdEjFFE/6+vHHrNla2uLmZkZ6urqVKlShcmTJ3Pw4MFk1ZUSslwEJApd3ezs3LmatWu3U7FiBXr27MmMGTMx/P4izdoQ18MrIiKCFsOmcvXuI3kq6bLWRWnWtiNmUj9kMhntGtYip4lRjDqSOh4lOd0zihzz9zX5/QngxJXbbN+xBg2NmG83R8fHnD9/FXPz3JQtW5LUwMPDkydPnvHkyVM8lkzAwlAdjxkDEjwm8PASsnecSLVq1eTbIl654fnzF+U7D+b3b3+MDPQ4vmYe5W2KKdQOLy8vjh49SokSNgwbNomLFw+iqZm1UoVraGgwf/5kSpYsRp06tVm0aDG9e/dGQ0ODnAa6yYqEJHRcdPmQyWSYmpoyffoM+vYdxc2bJ8iVyyzZ15LVUVdXp3Jl2xiLlC5YuIppk8axY+9+uVR6eHhw/PgxLl48mF5NTXPU0iF3h5GREfny5cPJyYlChQoB4OTkhIWFhUIRi+gJz1JaV1LIkhGQKCQSCSNH2uHoeI6AgF8UK1aUpafuE1pAOaHCa/efUq/vWEYsWM2Rizf4ExCY6DEhoWGYGhpQqnhhNNTV0dXR4anzW969e8Hjz57cevuJUq37smrPkRjHpfd4k6g2/E32L6/ZO7ILw4ZN5uPHmDOQNm/eg5qaGj17dlB6/7BMJmPRotX07z+GlrbFyPX4MBaGcdv737NgtG0qEfHqhvz/UbMotl16QJPG9fDweM7iJbNoPngys9bu4MvX2N/6ovP7929atWqJh8cnChfOh5GRIV5eWTcnQpcubTl4cAu7d2+jaNGibN++nbCwsHhnykRtj74vp4EuObTVef36Na+dHnPm5Al279jGptXLGTdrEb2HjaVBg/qUKVOavHnzkC1bNvLmzcPy5UvJm9ccV9fPaXnJWYJxY4fw9rUz186flncZTJgwnl69OqVqvhtBJH379mXBggV4enri6enJwoULsbOzi7PsoUOH+P37NzKZjMePH7N48WLat2+frLpSgkqvhqtsXFw+Mm/eSpycXjJ58hS6du2KkZFRjDLRH0wA6iXqyH+WSqXcvXuXvHnzsnfvXtauXcOCBVP58eMnVy7fIMw/kOu7VqIRxzLwcSGVSvH44c3yXQdxcvXg6NHt8jEJHdr3ZUKfjgzq1CrBOlJrpo6ishM1fXXUJRd+//Zi8+al8n0/fnixdOl6Royww9Iyr1Lbd/r0RRYvXs+MGTOpGfQGI73IQZjxZT6NvjJuXDNdInIXZfOO3Tx5+ZxVq+YBke+XLVv2cvTIaUYNHcSUcaOAmPfm9DtfhgwZxPLlc2jWrIHSri+zcPfuQ5Yt28inT5+ZMmUKffr0QVs75sJy/v7+vHnzhlevXuHs7MyrV868fv2aL1++YmGRFzMzU0xMjDA1NcbY2BBTUyNMTIwxNTXGxCTqZZQms4+yOo6Ojxk0aDxBQcGUK1eO169fcf/++XgHQSuKKq2G+33pSKXWmWvCGoWuPSwsjNGjR+PgELnydvfu3Vm1ahUaGhoMHjwYgE2bNgGR2ZmfP39OeHg4efPmpX///owfP14eCUmoLmUiBCQOHjx4ysaNu7h+/Q4NGzakd+8+NGzYUL6Ca5SEuHt8x+mPFnny5OHWrVts3LiRbNm08Pb+ReHCBdi6dTl58uTG0/MHY8bMwMPjJ7e3/4Nudp0ktSciIoI2I6aTr2gRliyZyebNe5gxYxHrZoymfzLyZyRVSpIaWQkPj+DtjYuER0Sgl00b3/JtaN68GWfP7qNo0UJJqiu5tGvXj+7de9O/f38CDy+Jse/zgxecfPWRCKmMPDl0KWRigG29/6TjbwGJul/nL19l7dbtHDmyLcb+Dx9cadasG27OT1FTU0Pd8x0ymYyICCnlugxnzJiBdOzYMpWuNHPw4MFTli3bwNu3HxgwYCC/fv3i9etXvH79mp8/vShSpCDFihWmaNECFCtWmGLFClOggGWW68ZSFb5+/cajR04UKVIQGwW7KRNCCEjGv/bkIAQkAXx9/Th+/ByHDp3m2bOXFC9ejBEjRtKrVy9Wr17NwoULqFChLN+//6Ro0ULY2XWjQoWyQOQbUSaTcfDgCWbM+Ifu3XuwZMkStLS0YkVR4iN68iu/wCBqz9hE3aYNOXHkFP8e30EuU2PgvyiMovUqmy+6BZg4cSKfPn0kLOA3bz+4ktPMBG0tTQJCwgkODmbBgql07tw6zdq0b98R7O1PcPnyFfT09JjWpQku37woaGbIzqsPKVe+DGZmpnj8+MXTx085MLY7NUsUBGIKSHRZc379hi79BvHgwflY56tXrx3qEnWqVa7IzRs38PLxY+OWbQwfPpTnz28hk0Wk/kVnAp48ecbhw6cxN89JsWKFKV68MBYWeVFXVyxqKMicqJKA/FgxWql15hy7SiWuPTkIAVGQoKBgdu3az+zZy7CxKYGeng4rV86Nt2/Tx8eXvn1H8+OHN9myZePNm7dYWlrQrFlzWrRoQY0aNeKVkfgWQHvn8ZN6MzayZkAb2lUpjbZNpRhdQNGJXm9UfclJopUQ6iXq8OrVK1q0aI61dWGaNKlHiRJFKVascKyMm2lNREQEAweO5+LF6xw7dozunTsydORAvn//SY8eHShZ8r+1TK5du83wQeM4NK4HtoXyye9TlHy8e/+BA0ePc/rCFUJCgrh/P7aAhIWFcefOAx49+pfq1Stx6dItvn37xc2bt7C3X0/FimXT5LoFgsyIKgnIz9VjEy+YBMxGrVCJa08OQkD+IiIiIta3LZlMxrZt+5g9eynq6mosXDiV7t3jHzj586c3bdv2wcwsNy9evGDs2EEMHNiTly/fcOnSdS5fvo23tw/Xr9/AyioyV8PXr1/Zt28fDRo0wNY2cmT5310HACFh4WhrRvbDJWWdkqi6lCUhsqI1ePr0KQMHDqBqVVsWLpya4RINff/+k+LFq5E7dy4GDOjB2LGD4y178uR5xo+ZwdAmVZk2ZTzq6upE5C6K5/cfVKjdkI6dWtGsaX0qV7ZVqB/0xInzTJ68gNDQUKZOHYWdXXdlXppAkKUQApLxrz05ZNlpuPFRtmw9NDQ0sLUtTfnypSlTpgRbt+7D1TVyFc27d89iYZEHmUzGnTsP2Lx5L7dvO6KhoYGamhrZsmnj7x+Avr4+enp/uHBhv3yRtbJlS1K2bEkmThzBpk27aNCgPsuXr2Dv3j1cvXqVxo3rsnz5Mrp06cq8efPIEU0wwsLCIgcIHVsOJE0+/i4fPToSPYKS2PY/AYFcuP2AM0/fc+5cW0xNjenTpwtDhvTJcPIB8PDhUwAmTx5B796dEyzbunVTKlQoS4e2ffBbvpnlE4cik8kYPn4yPXt2ZMaMpH2oREREULFiWcaPH4KZmWmyr0EgEKgW6ZWKXRURAvIXLVs25vLl21hZFeHLFx+OH19JlSpVWbVqA4ULF6Z37xFYWVnw/v1HwsIiGDlyFFOnzuLYsWOcOnWSb9880dHJxsCBPRg8uHe8fdeDB/chLCyCmTOn0a1bO5Yvn0aOHPp4e/9i9uxlWFsXx8rKip8/f+Ll5cWfP/4UKlSIU6dOUazYf4O6vn37xrt376hVq5bCEvB3t8379+85evQox44dxc3NDX19fXLkyCF/6evr4+fnx61bt6hUyZbGjesyYYIdVlYWyb7PaUHLlo359eudwvflwwdXvL286deuKQAhISE4PnxM1ZoV4ix/+PApfv/+Q79+3WKdo337FrRv3wIAD4/vKbgKgUAgyJwIAfmL6dPHYG6ek40bd1OqVCkWLVpM3bp1UVdXx9PTkw8fPvDp0ycCAwP58uULmzZt5MePH7Rs2Yg5c8ZTrlwphRMcjRjRnxEj+sfYZmJizNq1C3n58g1//vjLpxcaGhqwb99RatasQf369VFXV+fVq1d8+vQJU1MTzM3zsGnTZkqUKBHP2WIjk8mYPXs2Gzasp1WrxkyePJTixYvg7x+Av38Af/74//8VgJaWJuvWzcXAIEeS7md6o6h8ODm9pH+fEewd2Rmb/0essmXLxq0Lp2jZpRceX78zZ86EGAl7PDw8mT17KUFBwQwf3j++qgUCQRZCTQyYVhgxBiQeQkJCOHToFFu32vP9+0+aN29O48ZNePbsGcePH/t/cqnGtGrVmEqVyqXZKH1n57e8evWW8PBwLC3zUalSOdTU1NixYz9LlqyjX7/+VK1aFW1tbbJly0a2bNmwsLCIlX48IiKC4cOH4+h4h8OHt2FmZpIm7c8IfPzoxq1bjvTs2RF1dXXu3HlAv36j2TRzFK3r1ZCXixqE+tEvnO5dOmNhbsTGjUvk+SQcHR/TrFlXevfuIs8NEhdqahpIpWmz2J5AkBlRpTEgPpunKLVOo0GLVOLak4MQEAVwc/vMuXNXOHnyIlZW+bCz60758mVifBvOCHz79p0VKzbx7dsPgoNDCA0NJTg4hI8fXWnRogUzZ86iYMGCBAQE0KtXT37+9MTefj05cig3v39GJCIigl27DnDo0GlcXd0JCQnh3Ln9uLl9ZuTwyTgsnUG9KrYxj/m/gPiqGxASEsKk0cM4ffo0Ojo6aGlpIZFI+PLlKx07tmbLlmXxnlsIiECQMoSAZPxrTw5CQLIAfn6/2bBhJ9u3O9CyZUsePXpM6dLFWbFiDtmyaSdeQSbg509vKlduQqdOnVm7di1du3bB1fUDX7584/iq2VQqbR2jfPT8H1ErCctkMjSloYSGhhIWFkZYWBhv376lV6+erFo1L8ZKv9Hx8PhOnjy5Uu/iBIJMjioJiO+2aYkXTAKGdgtU4tqTgxCQLISPjy9bt9qTJ0+uBKcRZ1aeP3emY8cBLF78D0WKFOH169e0atUKU+/Y6dnjEhAAN7/QWGUlPz7QqlVLRo2yY9Cg3rH2CwERCFKGKgmI344ZSq3ToN88lbj25CAGoWYhjIwMmThxeHo3I90oXdqGo0d3MGzYZPz8/LGzs4tc3dE7ZrmEUtVbGWgBMUVElrMQ9+450qRJE9zdPZg3b1KG654TCASCjIb4lBRkKUqWLM6NG8fZtWsVd+5cp02b1gSH/CcTiq6TEyUiUeTPnx9HR0devHhHx452eHl5x3OkQCDIzEjU1ZT6ysxk7qsTCOJAIpFQtmxJ7O3Xo6OjQevh0/ju9Sve8oYRfnFujy4hj9x9MDIy4vLlK3h6elOqVB0ePvwXQKzCKhAIBHEgBESQZdHQ0GDLlmWUqVIR205D2H70LL5+cctGfPwtIc+/B7Lj7C0qVq9N06Zd2LbNHhOTrDPFWSDI6ogIiOJk7qsTCBJBU1OTGTPGsmfPOk44OlG4dCU69xkQq1x8URCI3R2jpqbG8h37GTh2ChMnzmX27H+S1TaZTMbnzx7JOlYgEKQPEjU1pb4yM5n76gQCBalUqRwODhu5dv0Yjg8fJfn4vyUEoN+IcezZs4cdOxxYvHhtkkaynzt3hbp121GuXD3c3b8kuT0CgUCQ0RECIhD8n4iICB48eELB/FZx7k8oCgJxS0ixWs0pUcKGs2evMmDAWL58+ZZoO2QyGXZ2Yxk3biIjR45ky5a9il2AQCBIdyRq6kp9ZWaEgAgEwNKl67G2rsHmzfsYOTh2F0wUhhF+8ldcxCUhqw+cZd2h8+jnLkzt2q2ZNWspvr7xy4xEIqFKlfIYGhoyatQo9u8/zp8//km/KIFAIMjAiDwggizP48dO7N59CEfH+1gY6aTKObLr6jF04kxG9OvJP/8spnz5hjRr1gAtLS3U1dUoVqwQHTu2kqfFr169ElevXqFly5bUrVuXNWu20rlzG8zMTMmRQy/LJZETCFSGTB61UCYiAiLI8syZs5xZs2ZTqFAhhY+Jnh01KUSYFqBs2XJ07dqNX78C+PbtF9bW5XB0fE7JkrUYOXIaz5874+T0EhMTUwBmzpzFvXv/0rnzIGxsatK8eXecnd8m6/wCgSCVUVNT7isTI1KxC7I0MpmMXLls+PXrF1qhvxU+LjEBiStlexQVLY2QSqUEBgYSEBBArly5kEqlHD9+nMOHD3P16hWkUhnbtm2jbdu2fPjwAXd3dywsLDA3N2fPnj3MmjWTVq0a06xZfSpXLo+Wlia+vr8xNTUW0RFBpkOVUrEHHFmq1Dp1O0xQiWtPDqILRpClkUgkWFjk5fXr15QplFehY5Ia/QgLDcXXxxuzXOZAZL6Q/9DC/f//t6xYj3EV62GfRx8/Pz/09SO7Y4KDg/nw4QN37txBKpWSK1cuHjx4yK5du1i5cjtPngwjLCwMbW1tBg7sycyZ45LUPoFAoDwk6qILRlGEgAiyNOHh4fj4+LJv3z7KzJyYYFlFxCMq8uH6/h32qxfw7Nkz1DU1cfvkysGr97EskHg3z78efwA1CAgAAkA/D3Z2doSHh+Ph4cHnz5/Jnz8/U6dOJUeOHAwfPgIbGxuMjY2pVKkitWtXpXbtaopcvkAgUDZiDIjCZO4OJoEgEe7ceUDevHmZPHlyguWSIh+vnv/LoA5NqVq1NEeObOPS5WMULFQAj89uyW7nI3cf/vX4w3f00bIogUQiQSKRUK9ePQBOnDjB3r17KVasGG5uIm+IQCDI+IgIiCDL8vbteyZOnMfIwQMw1pLGWy4p8gHw45sHQcFBGBoaYmJiTP/+I8lf1IYK1Woppd0QrRvHJD+dO5cjODiYy5cvs3TpEvbsWaW08wgEgiQiIiAKIyIggiyJn98fOnW0Y/TQgQzs0zNFdf094LRO4+as23eCnTsPUbx4VfIWKsGc1VvR0Egd33/k7sOLH0Ecv3idLl3aoKubPVXOIxAIBMpEREAEWZIpUxbQqH5d7Hr1SLBccme7lC5fiQcPHgJ/DzpNPbLr6xPukzbnEggEcZPZ129RJkJABFmKmzfvsXfvEZycnLl88x6+6nrJqiehabbRCQ8PT1b9yaFcxarMGbODoUP7YGmp2IwegUCgZEQXjMIIVRNkGaRSKaNHz6BKlVpcv34DXb2ky4ebX6jC8vHI3YevX78m+RzJpVT5SrTtbkeDBh04fvwcUmn841oEAoEgvRECIshUyGQyQkMjBcHB4Sjt2/fD0/MHAI6Oj9HRyc64ceOwsLBIct2Kikd0fkhyJPmY5CKRSOgxeCRnzpxl1aptWFvXYMSIqZw7d4WAgMA0a4dAkKVRU1fuKxMjumAEmYJnz5yZPXspL1++QSqV0qtXJ/btO0qVKlWoXbsNxYsXwc3tM737DeTn76Q/jJMjH+mFJHcRnj17zsePHzl16hTbth1k8OAJ1KxZhfXrF2NomLw08gKBQKBMRCp2gUri5/eHu3cf4Ob2GXd3D44dO8u8efNp2bIlK1YsRyqV0a9fP2xsbHj16hU3nrlgYZSdCpUqo/7/TIXKloqn3/5L5W5rnnaRj4SoaGkEgK+vLz16dKdOnUrY2XVP51YJBElDlVKxB1/eodQ6szXspxLXnhyEgAhUBplMxpcv39i+fR/29kewtbXF0NyKPBZWdG7egKpVq8Y65u8ZKFYGWoBy5SO6eMRFRpCRipZGnDlzhgUL5nL+vEN6N0cgSBIqJSBXdyu1zmz1e6vEtScH0QUjUAl+/vSmTp22BAQE0KlTJ7afvEYeC8t4y8c39TUtxSN6ufSWkEfuPhgXr8j79x9xd/+CpWW+dG2PQCAQCAERZFhkMhnfvn3H3f0rS5aso27deuzZs4cnX/ziLJ9W+TYUFY+/j0lvCdHU0qJ2k5YcOXKGsWMHp2tbBIJMSyYfOKpMhIAIMhQymYynT59z5MgZTp++SFhYOJaWlhQrVowhs5bFKx+qQJS4pKeIlCpfmX9vnkm38wsEmR2xGq7iCAERpBvh4eHs33+cV6/eERERQWhoGHfuPEAiUaNJk6Z07tyVCRMmkDt37jSLbiRGcqIfCdWR1jLi/eM7efPkTNNzCgQCQVwIARGkGy1a9EBHR49WrVqjqamJhoYGQ4aMJjg4mBs3blCrVi1y5cqVqeQjvjrTSkR+ef0kl362NDmXQJAlEanYFUYIiCDd+PLlG3fu3OWnWmReioqWRly6dImHDx/SqVMn/HVz8/izb/o2Mo1Iq6hIs/ZdGN2zLfXq1aB69Uqpdh6BQCBIDKFqgnQjX748XHzkLP//I3cfjIpXpFevXvjr5k7HlsXk6bffqRL9SOh8qUURaxtmrdpM7z6jePPGJdXOIxBkWUQmVIURAiJIN/z8fqOnH/vb/nf006E18ZMeg0ZTU0Iq1ajLyGnz6Nx5IN++fU+18wgEWRGJmrpSX5kZ0QUjSBe+fv3Gp09uWBYomN5NUYgoCUmPSEhqCFDTdp3RDPKhU6cBnD27jxw54pY+qVSKmujTFggEqYD4ZBGkOYcOnaROnbZMnz6dbDrZ07s5SSK9oiHKFp+KlkZMnjyZGjVq06vXCPkCftF5/tyZEiVq8OXLN6WeWyDI1KipKfelIGFhYQwfPhxjY2OMjY0ZMWIE4eHhscqFhIQwYMAAChQogL6+PsWLF2fHjpjp4/v06YOWlhZ6enryl6OjY4pvzd8IARGkOYsWreHIkaPUq1eP+yft07s5WRaJRMK6deswMDBmxIhpsdI9L168jjx58jF06CR27HDg6dPn6dRSgUCQGPPnz+fOnTs4Ozvj7OzM7du3WbhwYaxy4eHhmJubc+XKFX7//s2uXbsYN24cly5dilFu6NCh+Pv7y19xLXWRUoSACNKcoKBgChcuTNWqVenfv396NyfJpFciMWVGQaKmNp86dYrt23fg5ubB3LnL5fufPHnGixevuXXrFtbWJbl+/RFTpsT+MBMIBDFJrzEgO3bsYPr06Zibm2Nubs60adPYvn17rHK6urrMnTuXQoUKIZFIqFKlCnXr1uXOnTvKvA0KIQREkKbIZDICAgJ49OgREokEZ6+Q9G6SSpEUCfH/8xupVBrv/qtXr9K9e3dq1arFqlWrOXv2GjNmLGbJkrWMGjWdKVOmoqenx+bNWzh27Biuru58/OimjMsQCDIvqTALRiKRyF+zZ8+OdUofHx++fPlC2bJl5dvKli2Lu7s7fn4JZ48ODg7m4cOHlC5dOsb2PXv2YGxsjI2NDcuXL0/wsyS5CAERpCnv3n1AWzsbFSpUyDAJxjIbbh9cmDa0D41tizJjeD/C4hjfAfDx40fatGmGnV0XunTpzN69ewkMlCKR6NGh/0jKNe4gL6upqUn37t2xsxvDzp37+fVL/O4EgrRCJpPJX3EJiL+/PwCGhobybVE///nzJ8F67ezsKFKkCO3atZNvHzlyJG/fvuXnz59s376d1atXs3r1aqVcS3SEgAjShNu37zN37jKWL99Io0YN+SbVTe8mpYj0XM8lsUGpLm+ccbx5jUcPLyAJ92fLiri7TqytrXn16i29enWidesmdOnSmW3bttNm0Hiat++ChqZmDEnsMHQyXQZP4MS5u/ToMUy+PSwsDDe3z8q7QIFAlUmHQah6enoAMaIdUT/r68c9w00mkzFkyBDevn3LiRMnYsx2s7W1xczMDHV1dapUqcLkyZM5ePBgcu9IvAgBEaQJN2/e48SJS/j6BtK424D0bk6mpkHzNtRr1op581cxY/oYLp8+FmuAaUVLI8qVK4e+vgGlStVhx459WBYuzkO3X7Hqe+TuwyN3HzS1tKjbpAUbV6/g1y9fAgOD2Lx5N7a2DWjbtm9aXZ5AkKGRqKsr9aUIRkZG5MuXDycnJ/k2JycnLCwsMDAwiFVeJpMxbNgwHj58yKVLl+IsE53UmoovBESQJtjYFEdLSxMHh/2UKF0uvZuTKUgoCjJ+7hJc3n3i9u37RISH8eHta65fOM3WlYvlU/N0dXW5ffsO165d55SjM8u271fog0ZLS4vPn79Qtmw97t9/wYYNm/D3D1DadQkEgqTTt29fFixYgKenJ56enixcuBA7O7s4yw4fPpy7d+9y+fJljIyMYu0/dOgQv3//RiaT8fjxYxYvXkz79u2V3maJ7O+vRnHg6/te6ScWZG4+fnRj61Z7cuTQw8AgB4aGOdi8eS9GuS1ZunVfejdPaaRlYrL4iKs7qKKlESfvPqNf6/oYm5pRo0FTLp04SP78FmTX0ePQocMYGRkleRxORUsjgoODmT17Nr169aJEiRL4+PhgZWWJu/u/yrokgSAGRkZFYkXxMiISiYRw5+tKrVPDpq5C1x4WFsbo0aNxcHAAoHv37qxatQoNDQ0GDx4MwKZNm3BzcyN//vxoa2ujofFfLtIePXqwadMmAGrVqsXz588JDw8nb9689O/fn/Hjxys9EiIERKB0pFIpL1++pkGDjvTo0QMXFxfy5s1DYISEzv2GUtSmVHo3USlkBPmAhMejfHH7xLG923F+cpf9DhsxMTFi5swlXL58i507d6GWuwiaWlpJOl9Fy5jfmHbv3s2uXds4fnxnstovECSGEJCMf+3JQaRiFyidqlWbU7q0NcbGRkilUtavX49jUGQfY9F0HLyZWUkoZXs+qwIYmppRrFhhcuUyA2DhwqmULm3NwIF2uLl9ZuikmXTqM1Dh8z1y95FLiEwmY/nyZcycOUYJVyIQZAIy+fotykSMAREoFQ8PT7y9f1GkiA2/fvng7u4WY3551AyOv1+ClBPffWzZsTvnz13Gx8dXvq1Ll7bcu3eGUaPs0ApJ+v1/5O5DcHAwO3fuJCwslPr1aya32QJBpkKipqbUV2Ymc1+dIM0JDg5BIpEwduw4rl69yqhRo9n8IPHkVaooIuk5FTc+4rqPRiamtGjRAgeHY7HK//7tjz/aST7P9fOnyJkzJ5s3b2Dx4mlIJJJkt1kgEGRNhIAIlEquXGZkz67D1atXqVmzJp65y8ZZLiw0BGlERNo2Lgvxt4QMHz6CDRt24erqLt8mk8lwc/uKXo6Ep+D9jctrZxZPHcupU3u4ePEAtWtXU0qbBYJMQSpkQs2sCAERKIWAgED27z9GixbdsbCwROv/AxsHVbbi26f3uL15QVhIMK8e3MZ+/ngmN6/AyiEdCQ+LO0unIOVElxD1PMWYNm06LVr05N69R/j4+NKr1wjeu3pQo16jJNU7fXg/lvwznbJlSyq7yQKB6iNRU+4rE5O5r06Q6shkMnbu3E8Jm1psdbhI5S7D6fbPHn7ksZWXcdz5Dzsn2zG6ng13di+jadWiPHA8S0FzQ06uX5yOrc9aVGzRlWXLljNkyCSKFKmCfs78bDt2CdNcuRWuw+vHd3y9f9K+fYtUbKlAIMgKiFkwgmQTEBDIuHGzefHiDWM3HyV3/sIx9m9+4MagylYEBASwfftKKlYsi6ampnz/xo3/0KBBR3Te1iaoWG0g8lt7Rhxboar8fT8LVWvMkduNCQ4KJJtO9iTX5/LqBaVL24gxHwJBfGTyqIUyEXdKkCw+f/agUaNOaGpmZ9D62PIRncDAQLJn14khHwBGRobY229g/PhxuL1+ntpNFkQjOfIBYKoRRkBAIBFi/I5AIEghQkAEiXL06Bm+ffsu/7+rqzstW/agX78B7NmzF+0EHmabH7gREBCAunrcbzVr6yIsWzaLQ/NHExwo0nmnBsqaYVTR0ojOnTsj0dJl1eqtSmiZQJD5kEnUlPrKzGTuqxOkmH37jmBnN4Zt2/5Lnz5+/Fzat++ItrY2y5Yt4+yO1ZzbuRZpRARSqRQ/rx+EBgfJy7dr14727ftz7tzVOM/RqlUTqlYtz7HVc4GMk2E0s5FSEXnk7sPTr78ZM2sxe3YfRCqVcvDgSRo27Iifn/idCQSAGISaBEQqdkG8XL16m2HDJrN8+QpmzpzO2bP7OHHiHAsWrKZdu7a4uX2gVClrtLW1WbNmK4vOPOTUhsU8uXaWkKAQZh+6hp/XD05tWESpwvm5fPkS9+6dJU+e2IMe//zxp279Dvj9DsCiaAnK1m3GkP790uGqk0ZmkyVFxt/IZDK6N6iEnl52ZDIJJiYm1K5dkZEjxSrHgtRBpVKxf1LumkgaBcqpxLUnByEggnhp1Kgz06bNpFWrVhQtWoSfP3/SqlUrKlasxMKFC9i+fSXVqlUkJCQES8ty3L17j+bNm/Hw4UUaNe2GoWUx3j++Q88e7Tl8+DS2tuWRyUKwt98Q5/lkMhnu7l+YMeMf/NQM6DZlCZAxE35FkdkEBBK/3xUtjZi7aiO+Pj507D0Abd/PtGrVkn//vRJrnI9AoAxUSkBcnZRap0b+sipx7clBzIIRxImvrx9v3ryjcePGSCQS7OwGcPr0Kdzd3bl06RJr1iygWrWKALi5fSFPnjxs2rSRIUN6Y2Cgz/u375C+fsPLl7fIm9ccc/OcbN9+gKCgYO7efUD16pVjnVMikWBunov7D50YtGyXfLuYGZO2/C1Vf9/7R+4+NG3XRf7/CNMC5M2bl+PHz9GpU+s0aaNAIFB9hIAI4uTGjXvUqFGDbNmyAXDgwH569WpP/vwWlCxpjZmZibzssWNnqVy5MsePH+fGjRNA5Iq4HTq0JG9ecwAGDeqNi8snnjxx5uTJi3EKCMDx4+fJaVmQfEWsY2xPaME1QeqS0L2P2le+fAXWrt0uBEQgyOTrtygTISCCOLl69TaNGzcBwMfHh/fv39O9e3t5htMofv70ZutWe0aNGo2b20csLPIAcOnSIUqWjCkRc+ZMpEKFhpw+/Y1//pkRI5eEVCpl48bdzJmzlNu3b+MUT7tENCT9iK+7yd/3F2/evMbMzBSZTCZyhAiyNJl95ooyEXdKECceHt8pUqQIAI6OjlSoUC6WfAB8/OiGRCJh3bq1LFw4Vb69YsVy6Ohki1FWVzc7jRrVISgomHfvPsTYt3HjLnbtOsiLFy+oXDnu6EgUGWXcRUZpR3rz7PYVQkICOXx4q5APgUCgMEJABHIiIiK4ffs+8+ev4M0bF759+wbAkydPKFOmRLzHBAQEsnPnKsqVK5XoOcqWLUnOnDm5fv2OfNuHD66sXLmZXou2c8M3W6zVc/39fDizbSVPL5+Sb0vvh39qnt/xgzeOH7xj/Rz1/7/LRd+WHszu1x4Xl49CPgQCENNwk4DoghHIuXr1Nl27DmLChAns2bOXWrVqAfD06RNataoX5zGVK9vi6HiW/PktE6z72LGz5MxpStmyJQkI8OfGDUf09HT599+XnDt3lenTZ6BjkT/WcVV1/Og6fAi5DbTZsm0106wKYVHUJsXXmlFJSDbi+jmhbVULmci3Vy1kEmu/MhhU2QoAMzMznjx5RsWK5VLlPAKBypDJpUGZiDslkFO/fk1sbcuQL18+vn37RsuWLXj16hX//vsvZcrE/dBXV1dPVD4ATp26RLt2fVm5cjMaGhr8+vWb+/dfYm1djkuXLqNTta28bOAfP/nPJ0+e5PPbl2zdspQVK+ZybPXcTDklLTUiGfFFS1IjYtKqVWvs7Y9kyt+NQCBIHUQeEEEMXr58Q7167ahWrSKlSllz7do9fv78yY0bx+NMIKYoAweOp0CBYshkMnI16IaegZF8X9S36IiICGbPns2iRYvoPnkhu+dP5NevXxQrVoyrV4+QN29u6tRpS/UeoyhXJ3KAbHoMSFV290t6dqEoIzIyqLIVXl5e1KlTm5o1K1GzZmWaNq0vumQESkOV8oCEebxTap2aeYqqxLUnBxEBEcSgZMnifPz4iBMndjNnzkRcXd0oWLAgHz64Jqu+37//cPToGZ49c6Z06dIsWbIkhnwA8jEfR44c4eTJY5w6tZfLO1ayb98+jI2NadCgPjdu3EVdXZ1Jk4ZzZ+8a+R+kstY5UZTMJB/KPL+pqSmHDx9h06ZddO8+RCl1CgSCzI0QEEEs9PR0gcjBoTlz5sTGxgYXl49Jric4OAQbm5rs3n2U8eMn0qFDh1gDTP/duZA9c8fw5s0bDh06yMCBPahWrSJHjmxn7NgxHDlyhFKlSvP6tQsATZvWx9//Dy7/PohRT1pISGaTjyhS2o7ND9yIiIigefNm1K9fE0/PlyL6IciyiMXoFCdzX50gRfj5/UZfXw9t7WyEhoYm+fhs2bTp3787enp69O/fH21t7Zj1e/3AYf8BSuTRZfz4cVy5coXmzRsCUKJEUQ4f3srAgQMICAjAze0LMpkMdXV12rZrzr/XzsQ6X2pKSGaVj6QSGhyE082LPLhwIsbqxerq6sydO48nT57HOV1bIMgyiFkwCpO5r06QLPz8/mBvf5g+fUbRtm07Hj16SKFCBRI9zt39C337jmLUqOnMmrWE1au3EBYWxvnzF3j8+HGs8j+/umOZ35KxYwdz9uw5KlQoh5GRoXx/kSKFyJvXHFNTU75//0WvXsN5//4Tu/ccomqLLrHqA+WLQmp08aiqfNw9dYDJzSvy+txuPBxPMbtdNb6d30nPUmYAFC9eHAuLvCL6IRAIFEJMwxXEYMKEORw6dJI6deqwd689N27cQF0dateumuixJibGBAcHc+LEObJly4aOjg5FihTh2LFjVKpUKVb3S74i1nxw+YCJiRG2tmVo3bqxfN/Xr9/o2XM4unkKo2HblD62zbhxeCf1G3bmj58vlsVLxtsOZaVtT42IiqrKx6eX/3J281Ju3jhG4cKRMuru/oU5c5ZTvHgxFi1aDECBAlbp2UyBIP0RAq4wYhaMIAY5c5bg8+fP5MqVi3PnzjFw4ACuXj1CrlxmCh0vlUo5fPg0Li4f8PD4gYeHJ05OLzh16jSvtWM/nNbZNWft2vnkz2+Br68fR4+e5c6dBzx58owpU6ZiVLdrjG/U/n4+vHl4hwoNWybpupIqI1lRPhKaEbN92mC6NKtKv37dYu1zdHzMnDnLePzYie7dO7B69fzUbKYgC6JKs2BCv39Sap1auQqoxLUnBxEBEci5d+8R2bJlI2fOnERERDB+/DhWrJijsHwAqKmp0bnzfwuSBQeH0Lp1L16/fg1lYwtIgQIFcHf/QokSRWnQoCP16zdk7NhJ1KpVCwMDgxhlZTIZ0/e8xKZanSRfW3ShiE9GUju7qari7+fD64d3ab99YZz7q1atwIULB/Dy8kZdXT2NWycQZDAy+bgNZSIERADAtWu3GTRoAkeOHEEikXDo0CF0dXVo2LB2nOVlMhk7djiwb98xcuUyI18+c3LlMsPQ0AAjIwMMDQ24c+c+W7bYo6+vx+DBg5m47RgFS9rGqMfNzQ0rKwuOHDmNq6s7L1++4MWL5yxatBCLyg2o18UOgHrGobRp05ofP36QM38Rhq3ai7qGZrKuNb3TuKsaOb+/oGaNyhgY6CdYztQ0dbKtCgSqRGafuaJMhIAIePLkGYMHT+TEiZNUr16dR+4+XL77CC9vH6ZPX8zlK7f4Z/E06tatAcC3b98ZMWIqvr7+LF26An9/f9zd3fn69SsuLl/x8XmJt7c3jo73yZ5dh9Wr53PkyBlyeL6CaAIysJIl4z58JH9+SwoUsCR/fkt+/vQiRw591NXVGTJsCka58lKublPsH7vi6+vL69d3qFatBdpvbnLfM4gKDZLWFZMeqHL0Y1BlK15kL8vUqZPFSrcCgUCpCAER8PGjG3Xr1qV69erybYMnTMemXHnevHiGprYuQUHBADx69C89eg6nddc+9B0+Dg1NTXIAeeJYAuTbl89MGNqPFau28OmDK8OGjaHO/7Oebn7gxvKL/xIREUFYWCimpiZoa2vRp89ItLS0MDMzJSAwSP7AMy9QhKDQcLZv34eb22c2bFjP06f/IpFIKF+/Rarfo6xMyZIl0dXV4+bNe9SpUz3xAwSCrIyaiIAoihAQASYmRnh7x/yWLpFIqNWwGbUaNuPp/ds8euSEt7cPs2YvY/qyddSs3yTRes3zWTBq/UHunNxP3QGleKtTgLfRZsLoGRpTp0MvqlRrybAhvVFTk1CuXFkePXrM4lOOhIeGkDt/YXl77BZuYuvqOXSbtJBL25djYZGXp1dOCwFREo4fvOMciCqRSOjcuQvt2vVlzZoF9OjRMR1aJxCoCKILRmHELBgB16/fYfXqndy4cROAR+4+MfY/uH2dc0f388X1I5MWrqJoibinwEqlUo7Z72DzikXkyWfBtH/W4m+c+LTMjy+e8PTqGTzev6Jqq25UbNQ60WMu7V6Hz09PWg2ZhI5uwmMT0htV64L5W0LqGAZTqVJFRozoz4ABPTEwSPv1dwRZG1WaBRPy65tS69Q2NleJa08OQkAErFy5md+/w1m5ciXwn4C8evaURVNGM37OEspUrJJgHbkl/vTt2wc/Px8WLZpKmzZ9sL9wm7e+YeQwMUMti4YlVU0+ooiSkHunD+DtdBtv7x+cP++Qzq0SZFVUSkB8viu1Tm2jXCpx7ckhaz4VBDHw9PzB5s2bKViwAD16dKeChSFnDu9jbN/ONKpXhVmjB/Lze9xW//P7N/ZsWk358rZUrVqW8+cdePDgKQEBAYzu0ZZZHWqx/5/JSKXSeM//9okjX1xeEREeFmvfoMpW8pcgbahS0BiAkKBALmxdTnDwn0RnwAgEAkFSEREQATKZjN+//fn16xdt2/blxIlTtGzZgk2bllC9eiVWrtrMxk17mb9uB+Uq/ZcR9dWzp4zs2Z5WLRsxeHBvbGyKARAYGMSyZRvo1KkV+fLloVOnAehalaTD6Fkxz+n9kxwmZoytX5Kcucz47vmd/NalGLFmX6wptlEC0mbQWDw/uWBdrS7f3r+hZI0GFClXOQ3uUvJQpQjI+2tHeX1mF4F//Lh88QIhISF06tSRc+ccKFy4gMjxIUg3VCoC4vtTqXVqG5qpxLUnBxEBSWO+fPmGi8tH/P0DEi+cRkgkEgwM9FFX1yAoKJigoMjZJ1pakRIwZHAf8ubJxZXTx2Icd+rgXoYO6c3atQvl8gGQPbsOM2eOo3jxImTLpo22tjbFTXVjRDGOr1vAzA61mNikHMFBgdy/d4azZ+z59eUTQ6oVijPiER4ejtPFY/h7fuTf03sI9XjN8iGdU+mupBxVkg/vT695cWwTxw5uYOXy2QwbNpQ6deqwdOkyWrbsyY4d+/Hw8ARIMJolEGR1xGq4iiMiIGlMhQqNCA+P4Pv3H6hpaGCWMyf5LXLTsGFtWrZsjKVl3jRpR1hYGBUqNMLIyIBOnVqTN29u1qzZTpcu3XF0vIeenharV8/nxw8vBg4ch59fABuPXkZD87/IxPXzp9i1ZhG3b52M8e04IiKC48fP0aRJPX788KJZs258/eohL+Pv74+xsTFv394jJCQUDw9PbG1LExoaSv36HZg4cQo9e/aM0d53797RvXs3zMyM2LdvA2/fvqdNu360GzOXMrUapck9SyqqIiBSaQQXp3Vh/vRhdOzYCplMRqtWvejSpQcaFVrg/uYl787s5Nq1awQEBBIaGsrly4cpX75MejddkEVQpQhIsJ9y/+6zGZioxLUnByEgacj7959o3bo3X758pY/DU0IDfhP46wd/fnzh+7M7uD+5iYVlXkYO7U2nTq1SdeCmTCZj+PDJODj8F9UYM2Y0s2bNpmjRInTr1o7fv/9w5MhpWrduze3bt9HR0SFnXivyWBUgr2UBylaqyoZ5kyhRohCNG9fFxqYY2bPrMGDAOFxcPqGpqcHcuRPp1280AQEBSCQSNj9wQyqVMrJWUa5fP46NTbEYya0OHTrJoUPnuHLlKhCZLyQiPJz1A1vSokV9OnRoyatXb5k4cR7Ll68goEjNVLtHKUVVBMTz9VMebZjInj1rMTU1IWdOU75+9aRl695Md7iCnmHkmJAyOXUJCwtlydQxNKpdlp49xXRcQdqgUgLy2yfxgkkgWw4jlbj25CAEJA3ZsGEnHz96sm3bdvo4PI21XxoRzjfnh7w5uRUdSSgL506gfv2aqZp9UiaTcenSDXr3HkFgYCBqamp8/vyZUaNGUqpUKfLls2DKlClMmDCU6tUr4erqzsePbri6fubcuas0b96cbNmy8fr1a168eIGf32/69evHrFmzuHjxIkuXLqFQoUKcOHESNTU1Nj9wQyaTcWHHau6fO4KaREbD+jUpUjg/hoY5mDBxLsFBwWy67ypvo8fHdyzp3wY1NTVyGBtjlicftTsPoGS1uql2X1KKqshH8B9ffrm94835vfzx+EREWCjhYaGEBgchjYighd1omvcfJS9va56D6+dPsWzGeNavXxxvqn6BQJkIAcn4154chICkEhERETx75szjx044Ob3i2TNnXF3dqTF6BeY2FRM8ViaT4f74Os5H1mNdMA9z5kygbNn4l59PKd+//6R27TZky5aNWrVqUbt2HfT19Vm0aCFSaTiLFk2jWrXYbfby8mbq1IU8efICa2tr3r9/z5cvX5FIQFNTk+DgEKpUqcyECRNp0qQJEomEdbffsXPGMFycHlGtZWfK1G7Mp1fP8Pn2maDfPuiZ5CYiIpyabbqTyzJy2fdfnl+5Yr+RH+4fiAgLwzBnHpoNGIdZvow7MyajC0hEWChvztvz5rw9BYsUIr9lXgoXyMe2HQeoP2Mnuia5CP79i1qlC6KVTSfGsbbmOQh2e0nXrl2ws+vO6NED0+kqBFkFlRKQP75KrTObvqFKXHtyEJlQlcyZM5c4deoS16/fwczMjBo1alCnTiP+2LTFNl8h1DW1Eq1DIpFgVbEeFra1qB74L126DGLIkN6MHDkgVaIhuXKZ8fr1HVxcPnL37kMuXDjF9+8/GT9+EM2aNYj3nKamJqxfvxgbm1o4Ojpy+rQ9efOakyOHHhKJBH//AM6du8KIEcPo18+OqVOn8uHYBvLoq7Px0kHmzVvBz3unObRjJwBjN+xn54zh1KhRmaX9W9F92lJ0dPW5uWMp+fLlYu7kgQQHh9Cv/xjqdR+k9PugLDK6fHx97oiT/RLK2BTmzq3jWFlZyPd9//6TkqGveaNpga5Jbp58DaRqIZ1YdWSzKkmpUqXw8vqVlk0XCDI+mXzgqDIRERAlU6pUbQYMGESfPn2wtLSMs6slKezqZsvnz5/p0KE9pqaGbNiwOMNkovT19WPSpPl4enrz9etX8uTJxdSpo6hSpXyMch4entjY1MTLywubMmXZtW0ZlSvbcvnyTTp3HsCHDx8oWLAg9erVpWvXlnTs2IryFZtQr88YHBZPJjgwEBMzU1q3asyF81cpUrkuncbPRyKR8MXlFR9fPMXnxzcKlq5AiUo1UddIX6/OqAISERbKv/uW8+v1fVYsnUGTJvVi7A8PD6dMmXpcuHCR5S9i5mSJnh3V1jzy/deveU1Wr56LrW3p1G+8IEujUhEQf+Wutp1NL4dKXHtyEKqmZMqXL0uBAgU4/03G5gduca6tkRT6ODxlxu2f3L59h4IFi1GvXjv8/P4oqbWJ8/Dhv/z8GfOB+uGDK//8s5aqVZvjLctBu1kbGbv7Ir169WPQoAlMn744Rvk8eXJjbGyEVCqlRJU6tO9gh6WVLaPGzWPHjh1YWFhgb2/Pv//+S716NRgyZBKa6uqUziElKCCAXHkt6DNvIz/Vc9Fp6kpaD5sKwLYpg9gyoS/q355jYwr3961mcdc63DyyJ13+YB0/eGdc+QgP4/qigeTV8OP+3VOx5ANg9+6DWFpaUqpUKYXqrFatOvfvP1F2UwUClSa9puGGhYUxfPhwjI2NMTY2ZsSIEYSHhyerbFLqSgkiAqJkNm7ciavrT2z7TQOU/23YdcsYhg3rlSaD/8LDw7G2roFMJmPevEn4+vpx9OhZvnz5RqdOnclRsQkWRW1iHBPw24+FXety/PguSpWyBsDHxxcbm1oEBASw5sZrTm38hx/uH/jl7Y00PAyC/SlQwJKpU0fx5YsH9vYnuXDhAuuuO7Nr5nCaDRhH4TIVueqwlfsn9uDj40v27DoEBATi6voYbW1t+fn//fcFvXoNR18/B90XbMU0jwVpQUYVjyhkUimuW8dSuLAFS5bMlE+JlslkuLh85Pjxc9jbH+XSpcv8829QjGP/luioCIjv28e0a9eOzp1bs2zZ7DS5DkHWRJUiIEGBgUqtUyd7doWufdasWZw8eZLz588D0LRpU9q1a8fMmTOTXDYpdaUEISBK5tixsxw8eJZ2c7cCyn8wOR1cS+5Qdxo1rI2hoQENG9ZGX19PqeeI4tq12yxevIFWrVpz8OABypUrR48ePalXrx7bn3yN9zidtzcZO3YMTZrUY/z4IRw9epaPH79Ra+QiLu3ZyM+Xtxk8qCfm5rnQ1tZGR0ebAgUiB5QuW7Yeb+8gNm7cxOZoK+c+uXaO2/Zr2bLpH0qVsubZM2fOnbvClCmjYp3f0fExgwdPoPXYBdhUSX1Ry+jyEUXwbx8ebp6GZuhvliyczOOnL1m3bgdqmtrkLF6OEm0GoZ8zZh6a+CJ4URLi9eM7XRpU4dPHh1l2vR9B6iMEJPFrt7CwYOXKlXTo0AGAw4cPM378eNzc3JJcNil1pQQhIEqmXbt+9OljR1CxyAefsh9Oft/c+HjjOBHB/gR4fSN7qA/792/C0jJfiuueNGku16/fRU1NHXV1dX789KZejyHU69wvzvIymYzgQH/8vH7w2/snBqa5yGmRH4lEQuAfP64d2M6to3sJCwtl4raTmJjnY0HnWhw7tpMSJYrK6zlw4ARz5izD1NSY37/92bfPgRo1asQ4V9euXahcuSR9+nSJt/0REREMHTqJCxeuUbNmTX6GSHB/8xxDs1wMWLwNXQPDFN+j6Cjyu13VrCC7du3CKWctpZ47uchkMtweXuHFobVIpVLqTtpIjtzxR4kSExCAjnUqYL9nNSVLFld6ewUCUC0BCQwKSrxgEsiuE3MQ+KxZs5g9e3aMbT4+PhgbG+Pi4kLhwoUBcHFxoWjRovj6+mJgYKBwWalUqnBdKUXMglEib9++59Wrt3Tu3JldTp6p8s3YwNyKcl1HA5EPk/Led2ncuAvPn19HU1Mz4YMTYdCg3rx/78q//75kwYIFeOjnJ0+hmA8Vj08uqKtr4HhqPzeO7gXALKcZZjnN+PL5C1KZhKK2lSlasRbN+o2ibqd+uL15gXmBwtw6vo8KFcrEkI89ew4xf/5KTpw4ya1bt3jz5jUbNqzH3NycQoUKyctpa2sTHh6RYPtXrtzCu3du2NjYcPfuXXr36cqGxaNZtnwj57avpOPYOSm6P9FR9HdraGjI6NGjAVI8IFkZSCQS8lduiIVtbcJDgtDWS/mHSaNW7Rg7bjZHj2xLtWicQJCVSUy+/P39gcjPmyiifv7z508MaUisbNS5FKkrpYiYqRLZtm0fAwYMZJeTZ5qcTyKRMHLkSDQ0NPn2LeVLQBcsaMWRI9sZN24wQ4cOJTggIEZY/fHl06wZ2pkVg9rz6PJp1q1dyDeP5zx3usrVSwd48+o2F8/Z06lxRV5e2M/qYZ0JCvhDicqR2UrfOF6lffsW8vrc3b8ye/ZSrl+/QbVq1bh69Qp6ehro6mowbNhQ7t27x6ZNm5g3bx5t2rRlzpyl9Ow5jMePneR1SKVSXrx4zZo1W1m/fjtubm707t2BN2/uMnvWOAoVys+E8UNxunqaTy//TfE9guRFtTKCfERHXVNLKfIB0H/0ZPIVKkHnzgMJDFTutz+BQNWQyZT7UgQ9vUjx9/Pzk2+L+llfXz9JZZNSV0oRAqIkfvzw4uDh0+hVbpnm57ayssTdPf4xGQnx9es3tm/fx9mzl3n2zJkjR06zatVW5s2bR4GS5eTlcns6ceCfKZw6uYsL5+wpnD8PefLkjlGXRCKhYEErevfuzMXz+2jTpBq7Z4+U7//g/ILy5f+bsvn581eKFy+OjY3N/9vylc6d27BgwRT8/f0YMWIo169fZObMmVy5coXs2bNz5cpNOnUaSLdugzl58jwFC1akUaNOLFq0GjOznPTr14XOnVvHGJhasKAV//wzg90zh7Jr5ohk3afk0sfhaYaTD2WjpqbGpIUrkUol3LrlmN7NEQjSFalMptSXIhgZGZEvXz6cnJzk25ycnLCwsIgVsUisbFLqSilCQJTE2PFzqN66K4ZmudL83K1bt2Ho0EncvHlP4WNCQ0NZvXoLtWu34d9/33HgwFlGjpzBpk32nDt3junTpzO0euSqtCafH+Hs7Iy1dVFKlbKmePEiXLhwgKpVKyR4jvHjhhDs84Py6j8ZVNkKzWw6hISEyve/ffsea+vImTI/fvzAw8OD4sULo6WlxZkz9ly9egQrq3xoamqyf78De/as4+HDS2hra/Ljhy+DBk3A1NSEbdtWUKNGFYoWLcr793EPkmrQoDaeHt+4f+k0Lk4PFb5Pf6MqA06VRXzX+/RbzFwHampq1KlTh9mzl3Hu3BVkMhkvXrxm+/Z9KtF3LxCoOn379mXBggV4enri6enJwoULsbOzS1bZpNSVEsQYECVw4sR5nF68Y9KuVfJtafmgmjBhAiVLlmTAADuaN29Av35dKVKkYIKzEnr0GMrDh05cv36dcuXKxdi3+YEbT/8/A2VQZSu0tLR49swpVoKxuPjy5RubN+9hz56DmJmZIpFIWLt2Dbt376GoVV48PX9QpEhBAHLnzsXWrfsJCQnhz58/aGtrx1hV1939KytXbqJFi0ZMnz6GQoXyA3Do0DbOnbtCixZ1GTy4D9raWowcOY2WLVvh4vI6znaFhYVSrVol8uXLw9HF4+nduy/mTfsmej3RyWryEYXjB+84B6M+/fY7xmDUdkMmkauYLbPnzWH06Bno6Ojg7f2LJk3qkTeveVo2WSBIN9JLt2fMmIG3t7f8S1337t2ZOjUyZ9LgwYMB2LRpU6JlFdmvLMQsmBRy6tQFxo+fQ7/F2yhgU1a+PS0eVvc2TGVM99YMHjwYiUTCr1+/mDZtKhcuXMTf/w8dO7aid+9OFCtWONaxb964sHz5Jm7cuMuQIUNp164dpUqVYtvjL7HKWvm8ZsiQwWzatITKlW3jbY+Pjy/W1jUICwtj3LhxVK5cmS9fvqCurs7w4cOZPHkyYWG/mTFjLBA5sKpHj2HUq9eYcePGUbKkDcuWzZSLTnh4OJ8+ucuFJT5kMhmzZy9ly5a9dOvWjuXLEx5s6uXlTY0arbh69Rp3/BUbNJlV5SOKhBLqRZcQiJyN5P7xPR3qVqJWrZpMnjyUGjUqp3YTBZkYVZoF8ztAudNwc+gqNg1XFRECkgJOnDjP1KkLOXv2HA9DjeXb0+phdXfVGDycH1GzZk2aNGmKmpoaEokEPT09IiIiuHPnDufOnaVIkYK0bNkQa+ui2NqWjjFT4cMHVzZv3sPNm454en6nSpUqRBjlJTQwgJCAPwT6+0Hgb378+M7r13cTzfXg5vaZO3cecPfuYy5dus6OHTtp1aoVAPfu3WPQIDtu3z4lL3/58k3WrNnJ7dt3mDFjBn5+35k7d2Ky7oen5w80NNQxNU08++ygQeOxti6baBQkq4tHdBLL6vu3iFS0NKJdu7a0aFGHdu2ap2bTBJkcVRIQX3/lCoihXuYVENEFkwLWrdvOzp27KFeuHA8fKDdBS2LIpFI0DHLSs2cnrKzy8uaNEzKZDKlUSkBAEF5ev/Dy8sbHx5cWLdrg5ubO0qVj6N27EzNnjpPXU6hQfpYsicxu5+XlzYMHT3F1/UyOHPrkyKGHgUEOunYdTKtWjRVKNGVlZYGVlQXdu3fg/v0n9OkzgPLly5M3b14qV66Mu/sXvLy85ZJQvXolevQYSlhYGF5eXpibGyX7nuTOnVPhsiYmxhw9eoShjXqhFq3bJzqqKB+v30e22bpwypYASCkVLSN/j2/fvmXMmKR1dQkEqkxmlYXUQAhIMnF3/4qr62fq1asXI2NnWjy0Pt4+zYdTmzE2NqRmnxE0b94wVpnHj51wcDjG+/efsLOzw8vLiyNHDjNoUK946zU1NYlVl1QqJSwsDEvLvPEcFT9VqpSnf///sXfWYVF1Wxx+hy4JERCLUFRUQgzELgws7O7u7u7uDuzu7kQFsbsLUFFRumPm/sGFT6RmYEjP+zznuddz9tl7HZiP85u1V3Sic+dOXL9+g5CQEGJjY9HV/S+SWk1NlaioKBQUFDh37hx7965LuBYbG5soJkSezJgxhrp1W/PmgTuWlasnuZ6bxUd2ER+YGu8JiYiI4OPHT5QsWTy12wQEBP5RhCyYdHLy5HlatGjB1offEs5l1UtLWVOHyMhINmxYnKz4ALhy5SanT1/Gw8MDAwMDXr9+TalSJTAyMpBprS9ffFBTU0VPT1dmO589e8mJE+fJnz8/EokEJSUl8ufPz5UrN4G4bwqTJs3DwaEKMTEx+Pv7c+uWBxKJhHHjZmNsbMWMGYvx9f1NZGRkkvkDA4O4evWmzHYBqKioUKZMKSroipNcy43i42+yU4w89Alio4cnEokERUVFYmOT/owFBPIqYol8j7yMIEDSQWBgMCtXb8WoRsuEc1n50ipqV5OyHcfQvGVP3rxJGp8jkUj4+NGT+vXrJUQxOzk58ebNez5/9pJprYcPn5IvX9x2jLRER0ezePFamjfvhra2HjExMfz48QNNTU3K9ZxJ775j6NJ9ODZ2DTjj+phz586jqqrK/fv3OXjwNB069MfLy5shQ4bg5fUTBwcnzMwqsWzZBmJjYxGLxezceZDGjTvSunUv/Pz8ZXqmeAoXLsinT5/SdW9O4tX738kKDnmLEFk/4899I7CwLMO2bft4/fodERH/icjw8AiePXvFxYvXBZe1QJ5CIucjLyNswaSDRYvWYOlQGxNL67QHy4mI4AB83z1F38wSDT0DzBwaIomJoWnTLkyYMJSePTsmxGicPn2Rhw9f8OzZs4QiWNs72TFgwED69BnNnj3rpPKE+Pj8YNKkeZiZmaVZYvv9+0/Mm7eSnz9/8fmzN/nz50dBQYGWLRtw+fINjh07xsCBAzEsZYvT/IN4P3TFundH9M0sGX7mQ8I8ZYat49mxTfg8uk6YWS3M20ylaRsI/f2djasns2rtdvQL6BMpUsXYrjH5Q2KZOGkeU6eMokgR2VI9LSzMcHN7ilFDmW4TkJKHPkF0GzSKY7td2LHjEF5e3hQooI+KijKent6IxWKsrMpQq5ZDosJxAgIC/waCAJGRHz982bfvKBP3XM7Sdc9P6UR+bXXu/g7A0qkblk26YV6jCfnNLNm3bz6nTl3i6NGtREdHM23aIrZs2YqamlrC/T32PkRS2hnJa19q1W3D4QMbE5qHRUZGMm/eKtzd79OkST3q1q3O58/eLFq6kUI1WqEb/DHNAFQ1NTWuXr3J5MlTKFasGL169eTixUOULVuKjx89E22haOgZUKpe62TnUVBSxqbtYGzaDk50XlO/IKZdFhHh50PE7y9Ua+iIgoIiZtUa8+zIOho1as+hQy4YGMRlIykpKSXEmkRGRuLmdo+SJYsnqkehrKzM+5+B1JDh95Db+NsLktHg1JRqgqRE9XoNqV6vIZWK6REbG4u3tzdubm6MHj2KVq2aMG3aKEF8COQp8vq2iTwRBIiMhIeHo6Ojg3b+Alm6bmRYCMcu7yM2VkxDp84UtK5K/mIWRIYE4uPjQ6dOrVBQUGDfvmOUKlWaevXqJSkBLhKJsGrZDy2jYjg168aIob0QiUTsPXASdAtjUrs7B2/dYO2Wg+gULIZe2bpYNu6C3e/bnDp1kWbNUnYVFClizPLls5kwYQ7btm1HXV0dXd24YMSYmBh23/3M43SWJI9/iYb/8sbf4whRft7cU1ZF29QaUCBf7SEMavWGJk06IRZLUFZWIiIikrJlS+PoWBMVFWWmTVuIhoYGEyYMxdnZCWNjQ44cO49pOYdEa+W2+A9Zt1lSEiSyZM/IKkLiUVRUxNTUlIULF9KrVwfGjh0i8xwCAgJ5B0GAyIi6ujrhcm63LA3Wzn2oU78dLpsWU6p0SUJ/+ZC/mAWvjq9nypQRdOzYiuDgENau3Ubx9uNT7T9iVrURWoaFOeZ2FgUVdQo36ImJvSMikYgitslkhKhZcfHiNO7ff0yFCjaIRKJk523Z0onAwGC6d++GtrY2Z89eoWbNKhw4fIZ6U1zS9dx/vjB/XXOhWdXi2NnVZfyk+fSbMpkRI0YgEomwnwUWIw4S6f+dX08uoxIdQeXyRvj4BOLv70flypWYNWs2g6bMZcWqrYQEBWJe1oZGo9vEPWMuEx7y4m9BIq0QkVaExGfGxKflAnh7e1GjRtb3TBIQyAqEmCbpEQSIjKirqxEq50p30mDZpBu6pqXp2W88CuIYSpeoiUQs5ufHN9StW4Paddvw+vVbTCvWwsgy7ZLpBiWsMChhJdXaavl0GTduPI0bd2Dlyrl06pT89glAjx7tUVNTZdGidTx6/IKtOw5i1XoQOsYmUj9rPH++HCP9fQj2esH0CxvQ0FDHwaEC3boN5c6dO6xb91/q7u+HZyip+JWqtSrx9u1Hbt++i0QioU2btoxYsJbPj9ywLF+JOp0HULZKLUQiUa4VH5mZ6fLq/e9URYisHpCNf5T2//37N+rqamncISCQOxFyvqRHyIKREQ0NdcLCkgqQ9LikZcW4bGUaztqNbfdJmNo7Euz7FU1NTQwNCxARGUX1wfOpMmBuih6KjKCqqoqFRXFatGic6jiJRMLq9TvJZ1OPgwePo1S4LCXqtEz1nuR49f434tgYvl7cSPhPT4I+P6OhY000NNQBKFasCOfO7SN/fg3KlSvL72fXkMTGEun9hJEj+zNmzCA2bVrC8+c3OHNmN4GBP6lkosWH9x4M69uG3XNGE+5+LFeKj5SyXnIDGz08ad26Dfv2Hc9uUwQEBLIZwQMiI5lZHEsa1HX0KVaxDgBicQyxKDBj5hK++/zAQk+2Gh+y8PLlC/r164qmpkaq49zd7/PjVwCNx/TFqkVPlFRk/6Yb/3L9cXUrWn7P+XHIlZ49e/HoUWiicerqasyfP5nWrZswfPgUHp9cRknLUlSsaJswRiQSYWZmwsqVcxLOtWvXgsqVy9OkSRfKdlOlkFUVmW0UkI2LO9cS7f2KmJgYChY05tChExQqZISWlga6urp06dIGNTUhGFUg9yPswEiPIECkRCKREB0djb9/YIpR+yl5QeTxLdtUwR9NHV208xdImE8tnx71prhwcMVILJv3Rt+0dIbXSY7vrx7w8NQpOnfemOq4qKgoxo2bxYqF87isoASK6f94+b1wJfqTO+duHufx4+e0atUzRbd9xYq23LhxnNDQMHR0tJMd8zempsUYPrwP166dRGxZAQmgqKQMxKUspxZDk53kBM9Herx9D66cwfPNy0TnVq7chLKyMkZGBnTo4AwIAkRA4F9CECApEBkZyfXrbpw8eYELF67x+7cfSkpKqKqqYmQiW2np1P5gSxPMd3L9Qg4f3YWiohK2NRvQadKihHs19Y1oOHuvTPb8TUSQP99fPUBJRRXVfLoUKF4OgHOTO6BnUgq/l3dwcVmOnV3KdU/CwsKZM2cZJiZmdO7cmcv7HqXbntjIMIJvbGLv3vXo6elSp051Bg7swfr121O8R0lJSWrxEc/Vq7e4cuUmsRcuYmpXjfd3b3DlyhWWLFmC6MVzvhlXwahMBUJ/fefIiGY5VpRkFts72bF27VoWLFhAuFhExZ5TKFimYrrmmrjjLEF+v6ioFsT06dOoUaMilpYWnDlzhREj+qKlpSln6wUEsgchDVd6BAHyF+/efWTp0g1cuHCVcuXK0bp1G+bPX0aRIkXYfM9b7uulJT6ioyI5v3sTgwb2IH9+PVav25HoXvcPvxN9Y5eIxdxZN5HQX9/IZ2yCupEZp1dMZtL170nmlojFPNy1iE/uF6hY2Y6ImFievXmHqWMnTOwbIAn1x7mKGXUmdqVKlZQDW93c7tG580AcHBzYssUlwzEog4r/Ztf/O/fGM3XqaAwN5Zv6vHHjUmJjYzh+/Bznz9+iShV7goICqV27KubmBTmzeiqGhoZ4eXlRdKM51h1HSR24mxlkhffj78DT27dvMXhwd0xNizF06CSmHHSVeU7P18/wOHOQgualceragt2791Chgh1Hj25j/fqF/Pjhy8WL1ylQIH+qIldAIDcgZMFIjyBA/k9AQCCLFq3l4METjB49huXL12JsHFe06p6XPz++BCY02YpPLcwKlJRV6D5lCe8+vML/9Ut6z12f6Pr2TnaJ/nfbtm08j/RlzdoZvHv3kVOnLjJ37ly2r12bcM+f3+S9H97gwL71VKtWGYB79x7RoUN/prWvy2/rskycODxNG0uXLoG2dj569+5DoUKFMvzMDRs2ZNy4sXh6emNiUhSIi/cYMaJ/huf+Ex2dfECc9+bSpUtMmDCMceOGJAgoOzsrAgODadCgNseOnWXy5DGUbDmYErWay9WOtMjKbZf47Jf4z1NQUBBGRoY0alQXff381C0Qi1sKSWD97U0SNWYECPb/zZYJ/ejUvhk+ng+oW3cFQ4cOY+HCRbRt2weRSERUVBS2tra8efOGmjWrMHPmOAwM/hNCDx48oUQJ84Tfl4CAQN5AJJFCrgUEJO03kleIiYlh+/YDLFq0hpYtWzF79mw8I5SlujcrhUg8/j+/o51fn0HVSiR73dGxPm3aNKZ9+xYAPHr0jMGDJ/Hy5atE4+JFyOP9q1D1fcXkiUMQi8WsXbsNG5sKaGhoEhj4g5kzx0pll6urO126DKbZ8jMoq2fMnb69kx2zZ8/mwQN3tm9flaG5pOHChWt06NAPb+/HqW4FvHnznrYdBqBbphrlO43KlGyj5JBFgMSEBRHh74NGweIopCMG528PSIXft7l9+xobNiyidevejB49Hm/9sine39/+v3Tr2NhYGjVqiJWVBdOmjQbg27fv9Oo1An19I6pXr86vX7+oVKkSpUuXxtjYmNmzZ7F3714mTBhG48b1UFAQUbVqE9TU1JgwYSht2zbn16/fhIdHYmlpIfPzCeRO9PQscoVnQSQS4fk7WK5zmujnyxXPnh7+6TRcsVhM166DOX36KpcvX2Hjxo1Siw/4r+14ZiKRSPj64Q1nXVaytm9TZrWvw9Hp/QkOTv5D7uzckgsXriX829q6DD4+Pnz/nnQLBuDOwQ106tCJGTOWsXDheqpVq83EiZNwcdlCmzZNpLIxLCycRYvWUtTeESW11LNkpGX06NE8fPiMu3fTH0siLa9evQVIMw6hVKkSuF47gt/zm/i+e5rpdoHs3o83mwby7fB0ft7aL5f1r0YW4vbtu0Bc874vX76kOn6jh2eCF+TmzZu8f/+OSZP+86IVKlSQU6d2YWZmzP79e/Dz+8a+fTvp3LkjJUoU58ePH0ycOIlr1zxo1KgDVla1GDRoEOfPX+D48UsUL14ZZ+eeNG/elW3b9snlGQUE5IlEIt8jL/NPC5C1a7fi7x/CpUuXsba25p6X7F1V7Yy10yVE0lK09qr+fD6+gWXdHNk2vieFFP1ZsGASnz/fR1lZxOrVq5O9r1OnTly54prQIVZRUZG6dWtw8ODBZMcPOPqSRwY1sB7jQqmh65gxYwYnT56kdGkLrKzKSPUs/fuPxdzcgordJ8rFK2A/6xIaGhrMmjWbGTMWZ3i+tOjduzN3716Qaqyurg49urbGzPd+Jlslu/jwe36DUH9foiLCiY2OTPuGNHAoro9B9E/KlCkJQKFCRpy480yqezd6eFK5cmVCQ8PYsmU3YvF/5ZmUlZWZM2cCN24cZ/ny2ezYsYrbt0/x7NkNHBysOXhwH0+ePKFz5y64urpSurQl8+bN5efPn6xevZoPHz7i5ubOggWrOXs2a3syCQgIyI9/VoDcv/+Y1atd2L//AMrKylKJD6Xfn9k8Zzwx0dFJrskiQq7s38IYRyu2Th7IvUsn6Wiph6NBLN/Pb8c86C0HJ/WkWbMmhIf7sWHDQp4+vc78+ZOpWrUSKioqFC5cEG3t5NfT09PDycmJw4dPJZzr3bsTq1evSvQSSIlHjx4xZcpkRozoK9WzSCQSrl27yerVa9jRJX0ZEn/y50u3a9eueHl95fXrdxmeNzXy5dPCwsJc6vGtWzfl0KGDbG6beQGpsooPiVjM+0NzgTg3sEIyOtCyhH6iI7nrf/PxsQdVq8b9Xg0NCxDq/0tqm3Y98+X2bTfOnLlOkyadef/+U6rjdXV16NWrE5cuHeTYsW1ERgbSq1cPjh49QO3aFVm0aArbtm2mYsUKREZGcuTIUaZNW0zLlj3x9v4mtV0CApmJWCKR65GX+ScFSGBgEH37jmb9+g2YmppKdY+BOJCmTZvg5naTw+sWUKmYXqL+FiCdN+Ttwzvc2LuRM6d309W5Bt43j1GkSGGGDBnErl076d+/L61aNeDhw8vMmDEWOzvrJF6FHz9+UbBgwRTX6N27D1u27GX27GUEB4fg4FARLS0NBgwYgIFBAbS0tDg+qA5XZ/fg/o4FvL16lF8fXmDy5gSOjvWZO3ciNWpIV5wrMDAIRUVFdHR05Jqmaj/rEoqKirRv34Fjx87KbV5ZmT9/JUWL2rJx4w78/QMAMDMzwdS0GFeuXMk2u/4mJiwQgHwGhbEoWYLY36m/7CFtQQIQ9OlFQmE3Q8MC6IhDkx2XElf9VOi0aBcdO3alceOOuLtL5zkqVaoEM2eO5e7d8+zYsYrOndtQo0YVzp7dS8+e7WjQwJECBQrw6tVrzMws2L5dPltOAgICWcc/mQUzYsRUnJya0rr1fz1NKhXTS9YLUqGIDpcvX6bL0KEMG9abdu1aUKdOK6pUcaBt27bJzp+cCHnoE0Tgr5/snzOSdesWYmNTFhubsnTp0pbAwGAuXryGkpITzZo1QEkp9V/Lz5+pC5C6detSunQZNm3ayciR/RGJRAwf3pelS9dz9OhWzMxMiI6O5tWrdzx79pInT17x7OAxVEuac+3aMYoWlT6T5evX7xQuXDjTamSEhYViYKCVKXNLg7Z2PkJCQpkwYQ4TJszB2dmJ8uXL8fmzF8tdP2NczlCu66U340VZS49K088RFfQLv9fu5DMoliE74lO8IyMjCQyMizcqUECfnz9/JgSa/p3xkhIKCgqo2rdg61YzBg0awo0bx9HWTl9Gi0gkolu3digrK+HoWJ/r12/QuXNnxo0bzZQpI7MsMFhAICXyts9CvvxzAkQikfD27QfKlbNLcUylYnr8/v2bbdu20XHDBjQ0VBkxojcdO7YCYMeO1bRp05syZcpAPule1kUVQnGZOYhu3dpSr16NRNd0dPLRtq1sqZ1//6H9s9mXgoIClSpVokABrYTASmfnxjg7J+7jUrVqJapWrSTTun9z/fptYnWLZGiOlLCfdYmAq1dZsGBSpswvDYMH96JPn85MmbKAsDAxurq6nDx5mbNnz7HmrXwciPJKsxUpKKKqa0TBKs5JrqXV3TY5HIrrE2JhwcePnwEoUcKU169fExYWhoaG7MHG3wytqVevPpMnz2f16nky3/8nHTu2IiIiknr16nLp0mWUlFQYOHA869YtQEHhn3TsCuQQhEJk0vPP/ZcqEok4dmw7Bw/up3///uzcuZMbN27w+fNnbI21iP32hm7dulKiRHHu33dj3br53LhxPEF8ANjYlGXu3InUrFkDl5WLiYgIT3XNn8/c6N28LvXqVWXs2MEZfgZt7Xx8/vw54d9/fxONjY3FxWUL3bu3z/BaqeHp6c3Cxesp02pgpswvEcfi6f0VW9tymTK/tKiqqjJq1ACOHTvG+vXrqVOnLhUrVmR7J7uEehnpJatqfMiyzp/F8ZRMbfjwIe7zVaCAPuXLW3Po0CGpvR9/Y9VpFLdv3+Pw4VMZTi3s2bMjAwZ0xcmpMZ07d8HN7S4xMTEZmlNAQCDr+Oc8IBC3l33ixA62bNnNmTNH8fb2wdv7Kz9+/KRIkUL06NGe+/cvoq+fP8U52rVrQZUqFZg8ZSEd61dh0IQZVK/bgJql//MGvH37ljVr1nDs2BG2bFmWUOwrowwY0I2BA0egoaHBz0JJX4DXrl1DV1cbG5uU6zXIQkxMDIcOncTZ2SmhH8vr1+9wbtWbcq36o1PIVC7r/Em4rxc+Z5ZRqXIF9PR05T6/rBgbG3Ht2lFmzVqGsbExQUFBPH78GG9vbza1bYuKiorM21BZ3dclvsiYLBgWNeW+x/mEf7dt25Rly5YyaFPtdNmgpqlF28nLWDB/DIsWrcHW1gpLSwtsbMpQp051vL2/cfHidVRUlLlz5yGfPnmyfPksSpdOvubHgAE9CA+PZOTIkZw5sxcVFZV02SUgIC/yeNyoXPnnC5H9SUxMDIqKijLvI7u6ujN//iqePHlBsWJFKVeuHC9evCAgIIBmzRowYcJQ8ufXS3siGVi9egtnbj6n5+y1ic73tzehU6eO2Npa0K9fN7ms5eZ2j1atelKkSCFWrJiNkpISHToPxrrdcMxrSFcrRFriX8pfjsymUwNrJk4clmNc6tu27WPUqGkUKmRMQEAgZcqUQklJEZFIiePHTzDucuo1MiBnNJOLJzUxEu8F8f/pw5LezXn/1g2AoKBgypStyawjt9DU0U332mKxGHtVf54+fcqpU6e4f/8elpYW/PjxEwMDYwoU0KdGjZpERUWxaNFCTp/ehZmZSYrz+fj8wNjYKN32CORsclMhsrc/5FugsqSRdq549vQgCBA5Eh0dzdu3H3nx4jXFi5tSvrxVpr08GzXqiF3r/tjUdATihMfFixdxdXVlzZrVPHhwKVUPjiwsXLiamBgVqlevzpAhgwkLC8Ou7ywKW1eVy/zxxL+cY6PCebG8Ey+eXZO7cEsvEomEGjWaU6VKBbp0aYOVlSWKioqIxWJ69RpB9ep1eV6obqpz5CTxEU9aIkQikTCmgTVPHl1O+Dx17T4MrZJVqN2me4bX72ZtyLJly2jUqBH79u3lx48f7Ny5C5FIREREBC4uLkyZMoVhw/owcqR8S/EL5B5ykwB5/SNQrnOWNtLJFc+eHv7JLZjMQllZmbJlS1G2bKlMXef+/cd8+/adblXrAHHiQywWM2zYUKpUKc+4cUPkJj4AXF3vMHXqTBo1akSdOnXoufUG+QwLy21++O/lLJFI+HZmBa2cG+UY8QFxf1hu3TqV7HkVFRUOPPGhbMbb4CQiMvAniioaKKlnXhZQ/M89JSEiEokoZlGaxYvXMW7cYPLn12PMqP44t+qFTc0G6BkaZ2j9e/fuoaGhga2tLRUqxDU8DA0NZcOGDSxdugQbm7IcPLiJSpXKZ2gdAYGsIo9qhUwhZ/i2BWRi3rxV1Ow0EMU/0nUvX76MsrIiy5fPZtCgnnJbKzQ0jCdPXlCjRlzmzrDT7+UqPl69/53IM/Dz1j6MFfxYsmSG3NbILL59+06HDv158+YjxSrUTnWsLN6P6BB/gj495tnKHrxY2YUXy9rz7fxaooKkLwImK8nZ5/4h7lznKct49T2cKg5NiYqKwsamLAP6d2XPvLFSFbdLiX6Vi/Hs2TOqVKmCoqIigYGBzJ07F3NzM27evML+/RvYt2+DID4EBPIoggDJZdy+fZeX7z7j0DRxDZING9bTp09nmeJX/Pz82b//OJMnz0uo9fA3nz55UbRoETQ1NTOt1kc8/q9uE/zkLLt3r00Ids2pHDt2ltq1W+LgUJN79+7LTZRFhwbwcecYfp1biompCT5fH3Pz2iHMlH7w+8ZWuawhC+4fflOgUFE6TVyEfqGi3LjhDsDoUQNQigrmxuEd6Z5bJBLRt29fKlSowLZt2yhVqiRPn97jxIkdbN++Cmtr+QRRCwhkJWKJfI+8jCBAchH37z+mV59RNBswDiXluGj/+G+pd+7coU6dalLPdf36bcqXr8f58zfx8vJl9Ohpye4z6uhoExwcIp8HSIVwXy++nV3Jof3rc2ww4YkT59DTs6BRow6MGDML+xEr+VyyOf0OP5fbGt5HZtO1bUPevHTlyqX9iEQizMxMGDCgB7ERslUhlRfxnzGrWo05eTKuZ46SkhKbNy7m3NaV+H3/KvOcvewK8ebNG6Kjo2nevBmrV69g//6NbNy4JMWMFwGB3IDQjE56BAGSixgwYBwL5y+gYv1mCee2d7LD19eXsLAwihZN/C08pZoIUVFRjBs3m127dnP8+AkOHjyIq+sd7t9/nGSslpYG/v6yN+lLiz+3XmIjw/E+Mpu5s+NKz+dU4uuReHg8oN5kF/RNS0t1X1rbLx7THHGbXJclddQw1pDg5naXgwdPJlyPiYnh2rVboCh9p2Z54/7hN+XrNObUmctcvXqToKBgSpQwY2D/rhxfM1fm+e7cucPRo0dp0aI5OjrqXLp0MNvrvQgICGQtggDJRVhalkRZ+b+XUHxJ7CdPnlC2bOlE2y/37z+mWrWmyc6zceNOihcvQbNmcULmwoUL6OhoJ9v9duXKzTg5NZbr9svfL+Tvl9bjVKci3bomX9o+p6CtnY9ChQpy7do1tAsWleoeaWI/Dh48SMuWzvTs2YP8+bV59eod8+evpm/f0UyePI/GjTvx8eNXjBpkvIhdRshfsDDa+oa0bt2Lbdv2ATB8eD++v33KmwduUs/TzdqQGzducObMaXR0NFi7dgGKioqZZbaAQJYiRiLXIy8jCJBcRI0a9mz8/zfjeLc4wOPHjxNl3sTExDB69IwU6ybs3HmI2bPnIBKJCAoKYtiwoSxfPgs1NdVE4x4/fs6+fcdQqCu/9Mc/X8h3ptZnblUR4i+PWbhwao7v4zFy9Ez0beqw/Zv0nY/TIujzU4YMGczNm7f48OEjc+dOYuvWFcTERPHjx2/09YswduwELl68xMNF7eS2bnqZtOs8I9bs5fDh0wCoq6sxZ84ELqydTUigdJ6ynU9/cubMabS01NiwYVGavY8EBATyJoIAySXExMSgoqLMu4fuSa55enpiavrfN/LNm3fx9OkLKldOmj3g5fWVwMAg7OziKqhOnjyZmjWrUL26faJxUVFRDB06icWLl6CuI3sfkb+J33IRR0fi++giJd/toGjRIvTs2Z1Fi6Ym9KzJqZw/f5VbHk+wbitfL8T386tZuHAqmzcvZe/eDZQtW4pGjepy9+4FHB1rsG7dWkQiUY7wELh/+I1IJKKkXRUCA4N5+fItAE2bNqBu3aos7OJI9L1TxP619SeOjU0yl0Xdlnh7f2Xx4rVMmDCH9eu3Z8UjCAhkOkIMiPQIXz1yOO/efWTLlj0cPnKG/AULU7/LwETeDwB9fX0CAuJSNL9+9WHp0g3o6+tjb59cmfZb1KtXDwUFBd69e8eBA/u5cydpu/vLl11RVlala9euXN33KEPP8KfXo73Oa3Z/Ok+FHu0ZObInZmbFcrznIzg4hOEjp1Oh53SUVNXlOrdm0TJ8+uTFqFEDEp/X1GDKlJFcv36bsLAwwsLCqL3oJqJsrgrr/uE3DsX1KVu7Cdu27WPRommIRCJmz55Ahw4tmThxLl5LFiNWVCE0KJCQ4CDEsWIWX3iIuuZ/HXAdmrYjLDiQBw88KFOmDOvX78DOzjrZz6yAQG5CnNdVgxwRPCA5lG/fvjN8+GQcHdvxNUaH4esPM8blJIpWDRPGxMdlGBkZ8euXHwBz5qyga9duhIeHJwnoDA0NY9WqLXTv3gOA8+fP07BhnWQLflWqVJ6PHz/S2cU13c/wd40PAC8vL8zNi9G2bXPMzU1yvPgAOHjwBNqmZTEuJ1svH2niP3RsGrFl28FkM5D27DmCmpom9evXx9jUAp/Lm2RaX1akrVXi/uE3tdr24M6dx/TtOyohS6ps2VKcOLGDXbvWcGD3Km65HmPpkukUKlQQVfXEHi4FBQUcO/dn6dKltG/fnpkzZzFjxuI8W/FRQEAgKYIAyWEEBAQyY8ZiatRojqFhMaYdcqVZv9EYFTNL8R4jIyN8ff14/vw1V6/epF69epQpUzJRLQ1f39+0aNGdevXq06hRIwCuX79GyZLmhIQkTe8MDAzCyMgAz7tXZLI/XnQk9zLzmObIxIkT+f7dn02bdsk0b3aye/8piqUQ0JtRNAuXJlKkxoEDJ5Jce/bsFS1btqJr1y60aFSNqA/uvN8yiAjf9HWilQZpRYieoTH91hzG1zeIo0fPJJwXiURYWVliaWnB+/efmDVrGadPn6GbtWGSOfrbm/Dp0ydWr17Frl07uXPnPvfuPZbXowgIZAuxYvkeeRlBgOQgIiIisbdvTEhIDE+ePKVEmyFoauskXP976wXivCCGhoZ8/erD1KkLmTRpMkFBQRQr9l9X3nfvPtKwYXsaN25KZK0BCZ4TfX19tm7dT6lSVSlc2AZb27o4OrbDwaEJzZp1RdnUDqPSFaS2P6WXV0x4MJ10XtKjR3e0tLTQ1s6HhUXKgion4eX1lXfvPlDI2iFT5heJRBRqOoqpUxfw9u2HRNcsLS14+fIFPXv24vp1N+7eOU1M0E/8X97MFFvikVaEqKipEauVny9fviGRSAgMDGLRojWsWePC3buP6N17JF1mrMItTJvdzxNXcY3P4Lpy5QoiUTRDhnTj6tWjVKxoI/fnERAQyJkIMSA5CLFYTGBgEFu2uMSd+CrdN10jIyMePXpKixbNGThwIAcOHADg0aNn3LlznxUrNjNv3nxuqpcnfsOjx96HUHsgtWoPBCA6IoyIID/CA/0wVFCggFkZmeINkntpSSQSfj04zfer27nsWAslxIwcOYK7d++yatVMqefOTo4ePY1J5XooKmVeDQ6NgsWZO3cePXsO59KlQ2hoxMWZWFqWZM+e4yxYsJBeveJSX2MkChjat8w0W+JJq0dMPLU79GXHjOG4uT/k7Zt3NG3alPBwH2bMWEz3aUspVSH1hoXGxsYoKUVTt24NudkuIJCdCDEg0iMIkBxEdHQ00dHRxMbGJpv14FBcP1kvyJy7QTScsgmd0nb0O/ycT3e/cvPYGd68+Ui1atU4fPgINWrU4GYqtTyU1TRQVtMgn2GRFMckR0rflsXRkXw9vQyNsK/cvHGU4sVN8fH5Qfny9dDT08XQsIBM62QXV13vYWgj+/aLrJ1vt/iYYm/vQN26rZkzZwL169fkwYMnFC9enGbrHlGk0SC+fw+isGNfFNWyLmPo1fvfyYqQ+GDUoiXLMn7badzPHqHBUHsKmpagv70Jq2+8RkUt+YDdeO8HxFVUDQiQb/dQAYHsJFYQIFIjCJAcxNixM+nfv3+qKZfJiRCRSERBy/+2Skzt61PEthrK6ppEAi7e4JKJhcSSI/D9ffRifbl8/UhCLIqxsRGlS1tgaGggN1syG3U1VSLFSdNI5Y1IJMLFZSvr169n6tSF1K9fk8DAINx+qlCorCKGlZryCHi7wRH7WZcy3R5ZUFZVo2bLzgn/3ujhmaL4iL/e396EgIAAVqxYzu7da7PCTAEBgRyGEAOSQzhy5DRPn75hyZIlCef+/Kb4Jw7FU3eLixQUUFbPnG/J0n6zF8dEUdrCNElTuebNG1KlSs5OtQwNDePw4VP0HTCejx8+Eh0eliXrVpl9mcXn3mBsbIhYLKZMmVJI/D5nydrpITlvnDREhMUFPU+bNg0np3pUqCDEfQjkHcQSiVwPeXP79m1sbGzQ0NDA1tYWd/ektaXiOXPmDDVr1kRPTw9DQ0PatGnDly9fEq5//vwZkUiElpZWwhFfYVsaBAGSQwgNDePXL1/Wrl1LVFRUmuPTEiHyJqXMlpRQ1sqPq6s7a9du5e3bD8T+vxjVqFEDktS8yGn06DGM6Uu24aVWAvWSDuibWWbZ2rqlq/LMK5C2bfugr69H6PdPia7nNO+HrLz0uME4pwqM3XgYb28vKlTIub1/BATSQ07OgvHz86Np06YMGTIEf39/Bg8eTNOmTQkICEh2fGBgIOPHj8fb25tPnz6hra1Nu3ZJKzJ/+fKFkJAQQkJCOHXqlNT2iCRSJN6LRCJu3jxFuXLSNd8SSB/v339i4sS5eHv7MG7ceNTU1JBIJIjFYiIjI7ly5QqtW7fmp7EtikrK6f4Gmhqyxi6khMc0Rx49esSyZUu5des2379/p1GjumzbtlIu82cmixev4eSjH1ToMjZd92f0ZyiJjaVu5HUWL16MUbnqFG09JUPzZZS0AlGlEcPx3rz69esRHR2OoWEhypQpy/PnD3BxWSEPMwXyMHp6FrmiRoxIJML1w6+0B8pAzeIF5PbsLi4uLF++nOfP/+vgXbZsWcaMGUPPnj3TvP/p06eUL1+eyMhIlJSU+Pz5M2ZmZvj7+6OrqyuzPVLFgDRsWIdixQqnPVAgQ5QoYcbBg5s5d+4KR48eRyQSIRKJUFAQoaCg8P++LUPwDwxh/qk7Kc6T3AswuZeIvMRGPOKYaMJ83nNvZR8Aypcvz+rVaxgxYjjXr1+jd+9Ocl0vs3B2dmLbtu5IOo2WufJoaj9Tn4/fATA2L5jqHCJFRa5p1KP8xGooqqilOja38eXLF1atmkP79n1xc3Njz5512W2SgIBcyYxtkz8LNk6fPp0ZM2aka56nT59ia2ub6JytrS1Pnz6V6v4bN25gaWmZpH9TuXLliImJoXLlyixatIjSpaVzVkglQPbvj6vAKBaLCQ+PQFNTQ6rJBWRHJBLh5FQfJ6f6Sa5FRETStGln7BpV/39Z68Qvu9RefvIWG/GIY2MI+vSYqopvOHnyJIaGBhgbT8HR0REtLS1OnDhB69ZNuXXrVI7v9xKPjo42YWFhSCRiRNm4S5kTxEda3g9ZkEgkfPnylVKlSrBly3JKlSpBkSLGcptfQCCvIo0HJD6DMiVUVVUJCQlJ4qnQ1dUlODg4zfkfPXrE1KlTOXToUMK5AgUK4OHhQfny5QkNDWX27Nk4Ojry4sULtLXTbtop9V/XZ89eoq9fiiZNcse32LyGWCxmyJAJKOUvSpO+ozNl+0VWft8/xed1XdF+dQgLi8K4up7A3f0Mjx5doVatipQsWQQ3tzMsWTIj14gPgKtXb1K3bl0UFKVPEpM1RiYvk1zw9EYPTwIDAxGJRGhra1GvXg1BfAjkSWIlErke0tKyZUvU1dVTPDw9PdHS0iIwMHHae2BgIPny5Uth1jiePXtGo0aNWLNmDY6OjgnntbS0qFy5MsrKyujq6rJkyRKio6Nxc3OTymap/sJu2LCDOXOWA7BmzQKpJhaQL8uWbeTZu28MXb0XhWS2BbL65ScRiwm5e4DDh12wsSmb6Fr+/Hp07do2S+2RF2/ffuDkyQsEFKpC2vo9Dml+9vHbL/H/P61tmNxOf3sTNnokLqT35csXihQplCv6/wgIpBdxNoWqnD59Os0x1tbWrFixItG5x48fM2rUqBTvef78OfXr12fBggV06dIl1fnjwwakRSoPyMyZi2nfvj2lSlkIgajZwL17j1i7YQc956xDWVUtifcjq8WHSytjzF65YGxsmER85GYkEglVqzbh509/ipSXrjKnrOIjJ2BZQl+uWyt/s9HDM6HWx594e3tTqJDg9RAQyC5atmzJly9fcHFxISoqChcXF3x8fGjZMvnqyi9evKBevXrMnj072SBVDw8PXr16RWxsLCEhIYwfPx6RSISDg3StK6QSIBERkZw9e4aoqCh27DhAUFDi/aKtW/fSo8cwbt/2kGpRAekJCQllwIBxtBs9Gz3D7P3WLBGLMXm+ifr162FpacKJEzuz1R55Exfwq8Dt225o6KVdLC23io8//39GxUhqGTB/ekD625v83wMiCBCBvE2sWCLXQ57kz5+fU6dOsXLlSnR0dFi1ahWnTp1CTy+uI7qXlxdaWlp4eXkBsGTJEnx9fRk1alSiWh/x1z9+/EjTpk3R1tbGzMyMFy9ecPHiRXR0dFK04U+kSsO1n3UJSWwsAe/vEfL8IgEfHlOthgPKSspEhYfy+vVbvn71AWDKlFH07dsFbe3U95Tkhbf3N+7ff0yjRnWTFL3KCwwbNplPARK6TF4MJC3+lNZL8O8XYHpd/x7THLl48SKjR4/g4sWDee5nHRUVhYqKCkWL2tJs+VlUNLTSvEeajJfUyOptGGmExt/PJI8UXIgTINOmTSMqKpAJE4ZKdY+AQDy5KQ33/Osfcp2zUWmjXPHs6UHqKDuRoiJ6paqgV6oKBUMD+Pj+PogUUNRWJ1/RppgH+VLM7zZz5ixjzpxl/Pr1OtWS4vLCz8+fPn1GoqWlSevWTenUqRUVKtjkiX3m06cvcunaHSbsOAvIJj5SegFKmwqaHFu2bKZbt3Z5Tny8evWO6tWbYm1dlsjIKGKj0y4El1HxET8up8WCyOINkaUY3kYPT7y9vbG1LZEeswQEcg1CMzrpSVeOobKmLgVs6lPAui56pRzQNrNBz7IaDx8+ZcWKOQCMGzcrS1SbjU1ZRo0aiKmpKcbGZvTvP56qVZuyZMk6Hj16hlgs51JyWYSPzw9Gj55Bt+nLUdNM+m08oy9AWbYGPKY58vv3by5evEjbttKX2c0tlChhirZ2PiZNmkqFrmNRy6eb4ti0sl1y2pZLZpGW+JBIJHx++YToyIiEc1++eFOoUM4SXAIC8iZWIt8jLyOVAJFmr1hRRR09+3acOHEBa+uybN26l8uXXeVmaGqMGzcYE5PCrFu3lipV7GnRoiW/f4czaNBESpZ0oFevEezadQhv729ZYk9GEYvFDBw4nkGDBrOwTysgsfcjK1+AHtPiUq62bNlCw4Z10NWVbm8vp3PhwjXOnbtCbGwssbFidHV1MDIyolS91ikWH5N1u+tfpF/lYrxwv87iXs3YPmUAU1tW5diaeYSHBqNgaMq2bftz7ZcCAQEB+SKzByQ1IWLg0Bp//yDKlSsFwOrVWzJmnZQoKyuzc+dq7tw5h42NBTduXOXQoYNUr16dpUuX4eTkzO3bj6lbtxWVKzdiyZL1qRZsyW7WrHEhOlrM5MmTAemafvl8/J4pL0D7WZdYu3YtK1YsZ+TI/nKfP7s4cOAEw4ZNoVgxOyws7FE2LoWLd8q1SjJLfGSVaMnMrJd4Pr98Qs2aNbiwfg7TxvfjxbPrnDy+jcv7t+L3/Runtq0jJCSC+fNXZbotAgLZRU5vRpeTSHeZx+SEiIKiEtu2befiRVcKFjTk5s07PH78PIUZ5I+RkQH9+nXl3Lm9XLt2jGLFCrBy5TKmTp1CzZq1+PHjJ/v3H+TWrft06zaE4OCQLLNNWh4/fs6aNVvZs2cvSkpK9Nj7MNH15F6EmfUSk4jF+Fx1YcWKZZw7t5fSpS0yZZ2s5PNnL4KDQzA0LMCkSZP49u0bTZacxGHQvBTjhqTJdslJsRx/eiwzO+X2Tx5fP4f7HQ9q165K+fJWKCgocPbsFVq1bMmsTg1QUVFh4MBB3L37KEvsERDIDnJyFkxOI8N1pv/+A9f/pC/9+vXjxw9fRo4cyaxZy7Ilgrdo0UIMHdqHq1ePcOTIVjZuXEe7dm0pXrw4Fy9eolAhU5ycOuHl9TXLbUuO2NhYPnz4TN++o1m5chWmpqbZKj4Aftzaj7b/S86f34epabFMWyerOHbsLA4OTRg9ejpGRgZ8+/aN4Wc+oJZPV+aeLzmVrBIbyeE8aAIzD17jU4gyrVr1IiYmhvLlrbh+/VpCy+8NG9bTo0f7bLNRQEAg5yB9rek0sCyhn/CCnDZtGlWrVqVBgwZUq1aVTZt20r9/90TjP33y5Pjx87x584FSpYpjb2+HnZ01amqq8jIpgTJlSnLhwgGmTl2AnV159u8/wKZNm1ixYgW1azvj4FCRqlUrUa1aZaysLLMkeyeewMBgWrfuxYsXrzEyMqR9+/Z07NgxybisFh/hPz35fe8YZ26fQl8/f6atk5WIxWKMjAy5edOD589fo12pOWmV1ZOlyNufXpDM3lrJTqGRWgBqgUJFaT1sKquGvGT//mN06dKWtWsX0KCBIxERkZiYFKVpU8cU7xcQyO3k9W0TeSKVAIn/g5NWLEL8H0VVVVWaNGkCwL59+6lSxZ6aNatiaWlBREQk/fqNwcPjAS1btqJ+fSeeP3/GtGlLeP36NXZ21qxZs0Du3XfV1FRZvHg6J06co0kTJyZOnMSIESPo2LEjN27c4Pr16wwcOAElJQWuXDmMioqKXNdPiefPXyESKfLr1y80NeNiEP72fCRHZr/gvp9fycxpI/NU4ahWrZpw7Ng5oqIk3Lp1ixYjnDJtrXgxktbvKT1bN+kVH7Ex0bTT+4menh7GxsYYGxsz6PhrmeaQNvW2Sb8xTBvfm7t3H9O4cV3ev/dIKNOsrKycHvMFBATyGFIVIvu7p4MsjdC2d7Jj0qRJhIf7MXbsYLp2HYx3hBpV+s9GQUk5YQxAcHAwq1evZseObZw/vw89PV0ZHkV6Pn/2onfvURQuXJQDBw6irq4OxLUanjJlMo0b12LQoKRlZzODnTsP8uDBa3bs2Jnwc06r3oe8xEdKL79wXy++7J/I+ze3ku07k5uIjo5m1qylzJoVVyL4wIETXL7szpYtLgw/8yHVezOjxH1Ga3+kV3xsaWdNu3Zt+fDhHerq6nz//oPv33+ipqaKQZnKVBuyMMV7JWIxQ0tDaGgop9/8QlFREYX/H+1ti3LkxU8KFCqCsup/9WH625vw6dMnjh8/zp49uylVyoy1a4U+UgLpIzcVIjvwRL7b+u1tCueKZ08P6RIg8UgrRHzfP+PBxkl0bN+MI1eeUKRSPUzs66OqmXy7L/0Hu3F3v8XRo9syZUsG4ipfdu8+DHv76syYMQOAS5cu4erqyoYN63FzO4OBQea7uadPX4yBQVEMHLsCWSc+IGUB4nNjN04WIhYsmCK3tbKLW7c8aNasCy9f3sLY2IjXr9/RufNgasw+nOI9ObmrrawCZHsnO16+fMnkyZMJCfFn9+61qKrG/TclkUgYMGAcRYua88uuMy/O7EJdtwBGpe3Q1DcizN+X8kEP2bJlC4qKIgwMChAbG0tYZDTi2FgUEBMbKyY6OpqfP30pXbkGtTv0ZUGvFolsCAgIoHhxc65dO0qxYkXk9rMQ+HfITQJk3+Mvcp2zo22RXPHs6SFDX2+ldccalLCiQNmqrFq5Ge+nd3B3mUt0eGiK4xcvXkKxYub07DmMiIjIjJiYIioqKixaNI3Vq1cl1LWvUqUKKioqNGjQgPXrt2fKun/z9u0HjIyMkr2WmeIjNbR/3KdFi0ZZslZmc+HCdQBevXoLQNGihfHy8kaSQi2KvCI+HIrrs7ZFKWrUqE69enUxMyvIzp1rEsQHxAmQCxeu4uXlTeEXR3h1aiuqH29wcVonTo5qyqUp7Xn16jEbNy7Ew+McZ87s5vz5fbheO8wt12O4up7g9u1T3L17nnv3LtKmQSW2TujDvXv3Etb48uUL+/bto0QJC9as2SrXn4eAgEDuRioBYmeccmNyaUVI+U6jMCpuGff/W3RHq0DKsQW99j9m586d5MuXn44dBxAaGibVGrJStGgh+vTpzLhxYwHIly8fVlZWWFvbsHPnwSRN9+RNaGgYt255EGxSGUi92FhWiA+PaY5sb1sEPz8/7O3tMn29zCQsLJzlyzeyZ89hatWqycuXcQLkyZMXGJmXzHVZL+kpkf78+XMCAvx49uw606aNTlJCX0FBgZs3T6GsLGbp0qXUr1udQ/vW8emDBxdObefp0+usWjWXihVt02xtYGCgT58+nVm5cg7NmjXl3bt3XLhwATu78ri6XsbGphR2dlYyP7eAQG5DLJbI9cjLSJ0FY2eszUOfoGSvORTXT3M7RlFFFcfpO6Tu0aKiosK+ffvp06c3rVv3Yv/+jZlShXPYsL7Y2zfm/v37VKxYEXt7e3x9falfvz7bt+9n2LC+cl8znkuXblChQnk0dXQzbQ1ZOXjwIM2bN8zVsR8REZFUqtQAHR1d3N3v4OrqytWr55FIJLjfeUCZCsm3is7J3g9p+fMLwYcPH7CwMEdJKeX/zIsWLcTatQsYMqQ3qqpxgdcKCgpYWJina/3Gjetx6tQlrl27hofHHUaPHpAkA05AQEAAZNyCyagnRJYGcT32PqT3gSeI6w2hevVa1KzZgps37yRcl9eemKamBlpa/1XAnDFjBv369aNp02Zs2LCTqKi0G5Oll3PnrtC+fdopt5nh/Ugu/iMqKordu3fh7NxY7utlJWpqqixYMIWoqAj69u2DWCzm/PmrGBiWYeGC1cQULJPdJmYKf/83+OHDB0xMpIu5sLS0wNzcRC52qKmpIBaLCQoKwtDQQC5zCgjkFoReMNIjcx2Q1DwhmYFIQYFfdp0pqWBK116j6dqhOSVKmLJ8+UauXDksc42KM2cu8fTpS5yc6mNtXYbv33/i6/uL8uXLA/Du3VvKlSvN2bNnKVq0KDduuOPoWCszHg1DwwL8/PmTgqQc0JtVcR8e0xxZsGABZmZFc/32C0CzZg1p3Lge+/cfY9asGVhUcKBp/3Goa2rx3D/3d0qOJznh7//zO49vnOfRqT0MH947y22Kjo5JECD58iVtpCggkJcR6oBIT7r87Cl5QmRpzy0rRWyr0Wj2Xry9f7JkyXrs7R2YNm2R1PeHh0cwevR0pk1bTHS0Mr17j8bWti5Dh06kVq1aKCoqEhsby4MHD+jatS2fPn2kbNlyHD9+LtOeqW7d6ly4cD5D4sP31Z1ER3r5/PkzS5YsZtGiqTJ5qrKKmJgYfv/2k+kekUhEsWJFsK9SkXtXzvHg0kleBCgk+3x5YfsFoI5eJMt6N4Uvj5k8eRjt2rVI+yY54uv7m3PnrtCgQQNBgAgICKRKuiuhpuQJkSYeJL2oaeuh2nYaHw9ZExERQblyZXF1dadmzeT39ON5/fodvXuPpFw5Gx4+fISOjg5Lly7l+fPnHD16lFq14jwcvr6+KCsrU62aPZs27cHBQZft248RFRWVKYXJqlSpyLNnQ2hrqMSTnzEy358RwfEnEomEKk06MnBgjxxVcl0ikXDixHm2bdvPo0dPEYsldOjgTM+eHSlVqniysQ2/f/tx//4TXF3dOXbsHOo6+pR3bM68E5N4E5I5Kd2ZTVoBqP3tTQgODub9+/c0a9aBSZNGZEu5c4lEwqJFa+jUqTMlSpQgMDBQECAC/xyxggdEaqQSICY6KngGJo2FyOrtGCChkqKysjKrV69h7NjRuLmdTrF8+tGjZxg/fjbz5y/gpnr5hOJT2zvZYWVlhZXVf5H5BQoUIDg4BFPTonh5eWNra4uxsTHXr7vRoEFtuT+LuroaNuVtef/4HhQqL9O9GREff8d/RAX+JPzbG4YOdUn3nMkhkUi4f/8xhw6d4vKVW5S3s6JFM0fq1Kme5ovpwYMnTJ48n4iIaKp0HMSxY20BmDlzJj17juDbt29YWZXF1rYsRYoY8+zZa+7ff4yv7y8qVapE9eo16LdsN8ZmJYDUa9bkVu9HvMdx69ateHl5cezYUWrVss8y8RETE8OLF2+4c+c+d+484s6d+2hoaODhcReIq4i8efMuJk8eQYEC2Vc6XkAgK8nrmSvyRGoPSEoiJDkywwsikUj48ugmkocnGP2gPDNmzKRZs2YsWrSQo0fP0LZt8yT3rFu3jXXrtnPlylWsra259UeJ85TKnWvpFcDb+yuIRDg6OuLu7s6JE+czRYAAREZFoaqhQXxVlOx4GUb8/oKNVWm5ennCwsJp27YP377/poFzW2ascuHlk4dscDnCoEETKFWqBDVq2NO/fzc0NNQJCAgkICAIf/8A9u07xq1bd6nfayRVGrdGQVGRQ++C6W9vwsqVK1m5ciWBgYE8fPiQe/fu8fnzZ+rXd6Jk8wFMb18PRUVFeux9iINZ5nnjsps/tzsLFy6Mnp4ee/bsYu7ciZm67osXbzhz5iJ37jzi/v1HFClShGrVqtGyZTuWLl2FmZlZwhbXxYuXmDlzJlWqODF69AAGDsya6sICAgK5gww3o8tsL4hEIsHz7mX8r+9BIollyJBeXL/uTpkylixbtpwZM2YyaNAAWrVqksgLMmPGYk6evERoaCh169Zh06ZNbO/UOs0+K/kMCvLkyUs0tHUxNjZmypQpWFmV4/dvP7k3ZQsJCeXdm3e0LmqOnwwlR+S19RJPxO+vcsuAgLjOvv36jUGvoCnL955LeCFZWtliVq8N0ZER2Ih+cuTIYSpUcERFRRkdHV008mmTT0eHRvXqUnXAPNQ0NBPNG1+Rt7+9CTo6OtSpU4c6deqw0cOTWKAwsOX+lwTRIY34yK3ejz9p2LAh/fv3o2PHlpnaZ8XH5wfOzt3p3r0HI0eOpWrVqujrp+zZMDAwYM2aNTRo0IBx48YIAkTgnyCvZ67IE5kEiCxbMfLygsyuYYB598ns3r2Ohg3rIBKJaNeuBbdv32XMmCmYmJgSFhbOsWNnadOmGQD+/gFs2bIHU1MTBg4cwZQp87l79x6tWrVOc718hYtz4OAJNLR16bH3Ids6lqd69er07TuGQ4c2y61TbnR0ND16DMO2diP0DAtCsHxehL6v7mBgWUWme+Z2rMKcObPw9w/IcP+dnz9/MXHiXD79CGbQ8jU8+p5UWSmrqvGSYlh2HEXo8hWIRKIUy/0nx59CJD19inKT6JCmAFlERASHDx/m+vXjmWrLhw+fEYlEHD58mF+/fPH396dFixbo6PxXnyc2NpYPHz7w6dMnPn/+zKdPn7hx4wb169fIVNsEBARyHzJnwZjoZE2X2HiKFi1KsWJFKVzYOFH2QrVqlXF1PY6Dgw3+/gEsWbKe2NhYAIKDQ8mfPz/v3r3Hx+cHdevWYd68eUDamTqWzXpz594TilaOaxkuEono168/3779ZMmSdXJ5JolEwrBhU1BT06LdmDlymVMW/s6uWfnegMaNnejQoT9hYeFSzyORSAgODuHDh8+4ud1jxYqNVK3ahBD1gvRbuBkl5bQ/K5vueskkPv7kz/vcP/xOM84j/sgtpCQ+4j/D/e1N6G9vwunTp7GysqRo0UKZak/16va8eePGgQMbsLIyZ/fubTg5NU5UK2fDhg04OFRhwYI5uLldQ0kpil692jJu3JBMtU1AIKcglkjkeuRl0rUFk5wnJDO8IPFdcps1a86CBauYOXMcJUqYJVxXVlZm+PB+tGzZhPXrtxEVFY26uiKhoWFoaWny+7cSfn7+1KxZCwUFhYQXVmp2aegZ0GbNxYROvT32PmRtizo4Ozuzdes2Kla0pV69jH2bO3r0DC9evMPd3Z3BJ95kaC55IBKJuKXdiNKlftGz53B2716bpit/5swlbNq0C5FIhKGhAQULFqR48eIMXXuQgqYlEo2V5TOQnlTuvBhgKkvp9R07ttO+fdak24pEIkqVKkGpUiXo2bMjnTsPYuzYsaxcuRKIC0xt06YpCxdOyxJ7BARyGkIWjPRkOAYkK5g+fTpLliyhSZPOWFmVoW/fzjg61kooF16sWGHmz/+vc2toaChaWlooKipgZWXJrVseSb5lx7/oknt5KSgpJ3oRampq4ujoyNu3b+nRYxg1alShZk17qlatRNmypWXelilatDCxsTFoamqmPTiLECko8MqsE/5uQ3n27BV2dtYpjn358i179hzhw4cPFCwYl1ETH1vzKRY+ZUB0/v37SE2Q5EXhAamLj79/Hr6+vty8eZN167Lek6agoMD69QupVcuZOnXiRLqVlRUzZkwnICCIceOGULy4aZbbJSAgkDsQSaSoaR7l940AxaR9WJKLB0kuIDWjsSDxnpCIiAj279/P6tWrCAz0Z/78KclWKXV1dWfBgnW8fv2aM2f20rRpZ0a7nELfOOOtwP1/fufdIw8+PvHg+8sH+Pj4UKdOdRYtmoaBgXTfWmNjYylatDzNlp5EXSdxYOufL87UCpGlFogqTQxIcqXYAfx3D2LXrtWUKlUi2esA7dr1xcmpBSNGjEgzqPdP0hIFsrx4U/pM5WbhEY80Pwc7Y20qFdNj3rx5vHjxkLVrF2SVeUm4d+8RXboM5t69+xQrVgw/Pz+WLl3K6dMnuHr1iNzipgT+XfT0LHJFS3qRSMSKWx/kOueI6sVzxbOnhwwJEMg6EfInEomELoZ+9O3bh1q1qjB79gS0tfMlXA8MDKJ69Wbky6dDw4Y1+f3bjzffw+g1e63cbIinpZk6y5cvZ8+eXezatRYbm7Jp3nPlyk1mzlxG+fHbk1TlzCoBAklFiOv4mhQrVhRX1xMYGSXt4RESEsrs2cs4etaVRnP3o6iUdJsmMwSANNsReUF4QNrP+qcAsSmoiZmZKQcObKJcudJZYV6KrFy5mbNnr+Ps7Iyn52d+/vzJyZOnWLduYZZXYxXIewgCJOc/e3qQOghVNzZQ6klTa1onD0QiEXt89ak6ZRf3v0ZTo0ZzHj58mnBdR0eb1avnERDgz9u3Xly8eIO7l87w65u33G0xNDRk/vz5LFmyjDZtenP48KlUx3t4PGTkyKno1eqUqvhIC1kzXaTh3Llz+PsHoKub9Pd3+bIrFe2duPnOn/pTtyYSH+kJ8PxTXKVVcj61eXNaYGlm9e5xKK6fxAu0f/9+SpYsnu3iA2Do0N7Url2Zb98+Ury4Mc2b12XLluXUqCH/z6mAQE4mViyR65GXkSkGRDc2MIknRNrU3MwoTqaioUWlXlPwvHeVDh36s3r1PBo2rANA7drVaNGiEf7+Yfj4fOfXr18c+RCaxoyys9HDk/72JrRr145SpUrh7OzMlSs36dixJVWrVkooFy4Wi1m1ajMr12yj4/j5hBWuIHdbMkrVqlURi8WEhISiqhpXttzX9zdTpsznsut9KvSYTCGr/14oqXXtTW6L5++Xc3IiJP6+v/+dk0RGVpNSHMziZcuZOmlwFluTPAoKCkycODy7zRAQyHbyumiQJ1JvwfyJtPEgkHQ7JrMqUw4sHo2zcwvGjx9Cjx4dgLgGdHXqtKJPn35Ur14dLS0tTrwLQE1DE1UNTZSUVVJtvCYWixMCXZO75vf9K98+vsXn01tMlCNRUYlrQ/7p0yfev3/H169fqV+/FnXrVuPAgRN8+R1G9xkreROqlmS+5F6w0jaji0dWr8jfIsFjmiNDhgzhxIlj7N27gWfPXjJjxhKMqzSmnHN/lNXUM2RrekkpXuVPokP88XtxE9X8BVE3MEVV1zDT7MlMktuC+VuA2BlrExIURLMqZfn06V6mFh8TEMgJ5KYtmEXX38l1znG1c8ezp4d0ZcHkNE8IwPoPyty8eYvGjRvx9et3Jk0ajrq6Gps3L2X69MUcOLCXkJBQQkND8fcPICQklDFjxlCiTeL6BLEx0SgqKXP1wFbObFqKra0NFStWwsbGhpP3X+P7+R3fP73j6+cP6OjqYFGyBGXLWKCvb0RUVDRRUVGEhwfy9etX2rRpi4WFBRt3n8W4hA3DZg5HUUkJ/nr+jLzQ5bkVYz/rElcXLiQ8PJwGDdpRunQp7IevQN/MMkU7ZbE1s4j0/87nfZOoZV+O4K+PuXviKQUbDUW/XNIA5dzGn+Ljz63N54/vY2VdNt3iQyKRsHHjTr5+/U7t2lVxcKiIhoZ6hu0VEPjXETwg0pMuD0g8Oc0Tsr2THb6+vjRp4kTx4sVYuXJ2kv4m585dYfToGTRv3oLGjRvzvaBtwrU7Zw6za/4EalSvhp+fH927t6FECTMePXrGy5dvMTDQp3TpuBoIJUuWQEcnHynx8aMnY8fORK2YFc0HjEv1mbPao/AnKXkXYsKCUFTVpEwpQ7kLj3ivTXqDZf8kMuAnH3eMYsr4/vTr1w2AU6cusGnTPm7evIX9rEvpsjG7+NsDkpwAqVRMjxkzZuDv78PMmWNlXkMikTB37gouXHClVatWXL58iadPn7Ju3UKaNWuYsQcQEMgEcpMHZM5l+dZ2mlK/VK549vQg9zog2ekJ6bH3Ids72XH9+g3at29H27Z9mT17HNbWcZkpAQGB9Os3muPHT/D48eNE4gPgzIYF7N2znqioKC5evEGzZg0xMNCnZk2HZNeLiIjk0ycvPn/2wtPTm8+fv/Dliw8+Pj/49u07AYFBVNKMe3nmRPGRGkoacS+79Ngnba+a9JSNT4IIjPLn48MHT6KiolBRUaFRo7qMHTuL169fc6xPWbZu3cqHD+95Vrg1iipx219RQb+IDvFDw9gi1W24rESW4mPu7m5069YyXessWbKOCxdcuXr1KgYGBsycOZPbt2/Ttm0b6tSpjpZWzqlPIyAgkHeRygMS+/I6sQVLJntNlvRcSOwJyax4kO2d7IiNjWXp0qWsXr2KYsUK079/VwoU0GfKlEU8fPiIt2/fcs1fNdF9Xic38f79CzZuXCLVOr16jeDYsTMAtG/fnsqVK2NiYsLdAAV0DQqiW8AIBUVFmWtWZLUAkSbGIp70pgYnR0bqlfzJhWGV6NKlM79//2T79lUYGRkwc+YSTpy4gL+/P87OjQkMDCY8PIZhw4azceMGLl25Rj5tbaJFKuhWdKaAXWOZbM8M0or/iPeAVCiig75+fjw8zmNoWED2dSyrc/PmLUqU+K/Wy9evXylXriz371+Ue9NFAYGMkps8IDMvvpbrnNMblM4Vz54epE7DVfz+NtnzKaXnStMzJrnUQnmhqKjIuHHj+PjxE336DGDhwnW0atUTY2NjNnp4JhEf/e1NmDRpEm5u97lz54FUa2zevJSzZ/dRu3ZVjI0LMmrUKH4VqYh5OTvyGxXKFeJD2jV9Pn6Xq/iQBmnEx4+7pzh48CCjRo1GSUmVQ4dOAjB4cE/Gjx/Cs2c3WL58Nhs3LkZdXYnJkydQp05l3ry6yavn11i7ZAIfTyxHHB0pd/tlQZrgU4jbfnn9+jW6ujrpEh/BwSEEBgZhbm6e6PyKFSvo3Lm1ID4EBASyDJm2YBS/v03WE5JcUCrI1jMG5OcRid+KAbh79y7fvn1j+PARFC5cmAdhKbuXNTU1WbRoMRMmzOHKlcNpVnBUVFTE2NgQB4eKXHv4UeqmajkxpfTvtNfkriVHeoVHWt4Pab0y0V+fM3z4JmxsrPjy5SuOjnEl+QsU0E/UH0VZWZmtW1ckuf/bt+/kL1EJBWXVJNeyClm2XgDc3d2pVKl8utb6+NGTEiWKJ8ruEovFHDx4gL1716drTgEBgf8QglClR+YYkPSIEEi8JZOcCAH5xoX02PswTtgoFaFA/S5IgC+AUTJj+9ubJPz/Dh06sG7dWnbtOpSQzpsS4eERlC9fD7PSZShTpXaS68k9S04UH38iiwdGFvGRGYXTAIydRhD+ywtn54YMGNBD5vsPHz7N1iWTGXrsu0xbUdnFPS9/3NxuU7GiTbruF4vFBAUFEx0dnZBBc+fOHdTV1ShTJvltVgEBAekRBIj0SL0FIw2pVUv9e0smpWqpmbktIw0ikYg1a9Yyb95KvnzxSXWsuroa+gUK0G/RVpr9P9MlI+SE4FN5Y2BZJdPEB4CiqjrF2kxn7sINXL16U+b7bWzKcv/+/UywTDpk9X5IJBKuX7+Og0P6CtmVL2+FiUlhtm/fnnBu//79tGrVOMcE4woICPwbpEuApBQPAvIRIZC+tux/I6035e+tExsbG0aNGk3PnsOJjEw9NqCMpQWv7t5ELBanuXZO937IQlrej4wID1k8EbERoQS8dEUCXLhwXea1OnZ0ZsXaTUgk4rQH5wA+vHlFTEw05cpZpnuOgQO7s3nzJiCuMeKhQwdp2bKJvEwUEPinEUqxS0+6PSC5SYSkJUTcP/xO0tV1/PjxFClSjClTUu8y2qtXR27t38DMtrWIjozIsL25ncz2ePyN3+vbeF7cwtwZI1m4cKrM95ctWxpVJQnaqtL3OpIXsnT/jefGhTM4OdXPkLfi7t1H1KwZV6Tt5s2bGBjoY2FhnsZdAgICAvIlQ3VAUooHgZRjQiBpcGpKMSEgv7iQ+DlSCnj9+w++SCRix46dFClSmEmThqOnp5vsvM7OjXF2bkxlh6Z8+/gWE0vrdNmX27ZfMi2mQ8Y4DAPbBigqKjN5+lKCgoIZPLhXiuXz/yY4OIRuPUaioFMI9QLF0mNullKpmB79rp5l9mzZi4/FExsby4EDJ7hw4SIAV65coUGD3F8xVkAgp5DXvRbyJMMxIGl5QqRN081sT0g8qXlE/t6K0dbWxt7eHnf3tNNyK9iWxevNi3TZlNvER2ZgbF4w3UGg+a3qUKLnSs6du0GbNn34/v1nquMlEgmvXr2jZp02vAvRxKTjPBTVck7xrZQ+756ennh7e1OlSvobGbq6ulOwYEHKlSsHwMOHD7CxKZvu+QQEBBITI5bI9cjLyCUINTURAhmrFRJPVgWmbvTw5MOHD5QpY0mbNq0JCQnFze1uqve8ePGGHz9+8v1jXAnevB7/IW/kkX2iqleQGMfpfBCZUrNmCw4ePJFQvCcwMIhr126xZMlaOnUaSKlSVWnQpBui0o0o5DQMBaXc0czt+PHjNGxYJ6HDcnrYtesw3bv3SPj348ePsbYuIwfrBAQEBGRDKgES+SL1FzDIR4Sk5gWBrBMhpqamKCoq8v37F/Ln18Lc3CTZcXfvPqJu3da0b98PB4ea1O/SX+a1/mXvR0a8HskhUlSkYK2unD17jtWrt1G9enOsrGpTtmxNli3bQkSEIr169efBg4dYDt+DQeUW2Zb5kVL8R0qfcbFYzI4d22nWrEG613zz5j23bnnQs2fPhHPfvvlQtGjhdM8pICCQmJwehHr79m1sbGzQ0NDA1tYWd3f3FMd+/vwZkUiElpZWwtGsWbN0z/c3ck3DzSsiZMv9L2zatBkFBRWePXvDxIlzsbauTZMmXZg3b2XCOHV1Vfz9A6hZsyZGjl3QMzSWyfvxr4uPzKJixYo8ePCQjRs3o99mHmVGHybKcTo3tRvSpk0b2mx7natSTvvbm6Dy8ipKSgo0aFA73fMsWbKekSNHkS/ff00UFRUViY2NlYOVAgICkLMFiJ+fH02bNmXIkCH4+/szePBgmjZtSkBAQKr3ffnyhZCQEEJCQjh16lSG54tHagEijRcE0i9CZCErRMhThUK4ut7Ey8uLkJAQbty4SZ069dm161DCGCurMsybN4lTp04T9Ns32XmErZfEyNvrkRIqKiqMvhqOqp4xoj8q2ubk7rjJfa7725sQEBDAlCmTWbhwitQBtn/z5s17btxwY8iQIYnOq6qq8vPnr3TNKSAgkLs4duwYhQsXpm/fvqiqqtK3b18KFizIsWPHsmU+uXpA4kmPCJHFCwJZtx0jkUi4cuUKXbt2Yd++PcybNynh2sOHTxk2bDKnT5/GoIiJTNk6/6L3IzdUGs2JzJgxnQYNalG+vFW650jO+wEwcuRIRoyYmmebXQkIZDWxEolcD4jLyow/ZsyYkW7bnj59iq2tbaJztra2PH36NNX7ypUrR8GCBWnevDmvX//XbC+988WToTTc1EgtRReST9P9Mz03tdTceORZut39w+8komajhyeqr64xZcokpk8fQ8uWTgkBgGFh4fTrN4a1a9fxWs002TkF78d/ZKX4kNbLER+HkRN+TykJ6hcvXrBnz17c3U9naP4bN9xYtmxNkvPTp0+nWrWqbN68i379usk0Z0REJBs37iA6OpqqVStToYI1qqrZ11NHQCCvIs0XhOjo6FS3U1VVVQkJCUFXVzfReV1dXYKDg5O9p0CBAnh4eFC+fHlCQ0OZPXs2jo6OvHjxAm1tbZnn+xupPSCqZStLO1Rq0tqOyWpPSHJi5nmkJgULGtK2bfME8SGRSJgxYzGGJa3xN7GXeZ1/zfuR0z0fliX0ZS6JntH10sLOWBujaD+cnVswefJwChTImH06OtqEhoYmOa+srMzevftYvHgdHz58lnq+27c9qFmzBQ8fviY0FMaNm4OZWUW8vL5myE4BgdxOdsWAtGzZEnV19RQPT09PtLS0CAxM/N4NDAxM4hmNR0tLi8qVK6OsrIyuri5LliwhOjoaNze3hOuyzPc3UgmQ9IqPtLZiIKkIkSU1NzP4u06IqaU1r15/4OXLtzx//poZM5diZVOPizfu0WbkrET3SYMgPnIGyYmArBQhf/K3iO5vb4KynyeD2zehf/+uaTZFlAZdXR38/f2TvVaiRAk6duzEiRPn05xHLBYzduxMBgwYz8KFizlx4iSDBg2iSZOmqKqqYmxsmGFbBcDfPwAvry/ZbYZAOsguAXL69GkkEkmKh6mpKdbW1jx+/DjRfY8fP8bKSrrt3fhtoHgyOl+mxID8SUZFSHbFg8QLCmVVNTqOn0udOi1p1a4/b35L6DF3AxN2nENTWyfRWIHE5Cbx8ee1zBIiac1tZ6yNnbE2169fp0EDR+bNm0ifPp3lsnZqAgSgYcOG3LiRevqcRCJh0qR5vH3ryfHjJwgLCyMqKooSJUpgZGREw4Z1EzrsCqQfiURCjx7DcXBoQr9+o3n5Mu2/oQIC0tCyZUu+fPmCi4sLUVFRuLi44OPjQ8uWLZMd7+HhwatXr4iNjSUkJITx48cjEolwcHBI13x/k+kCBHK3CHH/8JtKDVow57gbM4/cwnnwRIqWLJur0jizg5woPmQRF/Fj0ytG/rw/tXn+/txePXuCdu3asmXLMlq0aJyutZNDV1c7VQFSq1YtHjx4QmhoWIpjVq3awrVrbjRv3oKzZ8+SL18+oqOj+fTpE9u2baNJk3pys/dfZvv2/YSHR/HlyxfKl6+Cs3N3tm/fn91mCUhJTk7DzZ8/P6dOnWLlypXo6OiwatUqTp06hZ6eHgBeXl5oaWnh5eUFwMePH2natCna2tqYmZnx4sULLl68iI6OjlTzpYVIIkV0S+zL6+l83L/mSSUoNZ4/A1P/7BcDpBmUCjnLG5FccOO/sAWTU8VHRpE2WFWWteIFiJ2xNu9fv2RY5xYcOeKCtbV8y6OPHTsTa+vKDB06NMUxtWrVxNTUmMaN6+HgUBEdnTjhL5FI2LJlD6tWudCpUyfq1KmDuro679+/5969exw+fIiBA3swYkQ/FP9IeRaQDYlEwrlzVxk+fDI3brhSpkxchdr3799Tv349Bg/uSd++XbLZyuxBT88iV2RqiUQiuu9Ju3WHLOzoXCFXPHt6yLQsmORIKzPmb/5uWicN8syMyQyMzQvKRYT8+ZLPSaImK8VHVsdsWJbQT1OEpEd8xLN+0UxGjx4gd/EBULlyeRYtWkXbtm0pWDD539HmzVvYvXs3Li4HGTFiKi4uy6lQwYaRI6fy+PFLrl27RoECBRg9ehSXLl2kWjV7LC1LcP36cYoUMZa7zf8SL1++Zfz42fj5BbJv3/4E8QFxMTrXr9+gbt06REVFMXhwr2y0VCAtYsXi7DYh15ClAkQa/k7PlTU1F/KuCEnp5R5/PruFSFaJj+wKFk2NjNr00MONz+9e0XPPcjlZlJi2bZvj6fmF+vXrc+PGDfT1k9pbsmRJZs2aha+vL8uXL6dz54Ho6+fH3Lw4t27dJjIyknr16mFiYoyb2xm0tHJOA7/czpQpC3B0bMykSZOS7fVjamrK/v0HsLe3p2rVShmqCSOQuQjdcKUnywWINF6Q5GqExPMviRBZX+jZKUSyQnzkBOHxZ+0Qedrj4XqVtm2aZWodjdGjBxISEkq1alXZuHETtWrVSrgWFBTEp0+fsLGxQUlJCTs7O44cOYqXlxc9evTA39+fBg0a0KxZPcaNGyLEQMkRiUTCs2cv2b17f4qNBu/cuUObNq2ZPHkUtrblsthCAYHMIVs8ILKKkL+3YqQVITmdv0WIvF7i8trmkWW9zCYniI8/kbc9RU3NeXPvslzn/BuRSMT06WOws7OiS5dOVKtWnQEDBuLp6cnnz5/Jnz8/ZcqUQU9PjzZt2iTcFxERQZMmTahTp4ogPjKBHz/i2jgYGye/jRUYGEiTJk6sWTOfxo2FQN+cjuABkZ4syYJJDlkzY/6uD5KTyrVnhPjeKPJ+iefEQND0ktPER2YQqVuYt28/Zvo6IpGI5s0b4e5+llevXrB9+3YMDAzo3r07Q4YMSTaN9ufPnzx9+pQxYwYL4iMTeP78NdbW1in+bLdu3UqdOtUF8ZFLiBFL5HrkZbJNgGQVuUGEZBaZ3fgtKxrL/QviA8DIxJx37z5kWbS7lpYm+fJp0b17d5ycnDA1NU3xBVisWDFatnRm3bqtAAQHh+TZqPzs4MqVm1StWi3F6+vWraVnz4wXoxMQyGlkqwDJCi8IZJ8IySkvz8wQCf/itktmopFPBy0tLb5+zbqtMz+/AAoUKCDV2Nmz57Br12GcnXtQrFh5tm7dm8nW/RuEhoZx8OAJ+vTpk+IYOzs7Fi5cQ0BAxjuJC2Q+ObkOSE4j2z0geV2E5BTk6a3IS9s78sahuH6iQxZKly7Nu3cfMsmypPj7BySbDZMcZmZmfPr0md69+1OpUiUuXLieucb9Ixw7dgYHBwdMTExSHLN37z7s7CrRsGEHvL2/ybxGWFg4MTExGTFTQCBTyHFpuNKQV4NSs4KMBqj+y6m2qZGS2JAlG6t0aUvevv1AnTrV5WlaskgkEvz8/MmfP7/U96iqqtK1a1datmxJ4cKFCAwMSihWJpA+goND0qwaqaioSN++/di+fQcvXrymaNFCMq3RvftQ7t17RK1a1ahWrRKhoWF8+fINb28fjI0NWblyTkYeQeAv8rrXQp5kuwcE0leq/W/ySlBqVpBeb4ggPhKTXk9HPH8LExMTE969+yQP01JFLBYzffpiLCwsUFNTk+qeP2M+tLS0qFGjBpcvu2aWif8MrVs349SpU6m2L/fw8KBevbosXjyNRo3qpjguODiEJUvWsWaNC+/exQU0R0VFcefOfdzd79C6dQfevftKWBjY2VXFzq4y3t5C92J5I2zBSE+OECDSktpWDAgiRFakFSJZEWyaW8io6EiNX79+SZ0JExISytOnL9K1zvDhU3j06CU3btyQarxEIqFNm9Y0bNgAX9+4lNGmTZtx8eL1dK0v8B+GhgWoWrUyR44cSXHMjBkzMDc3wdv7G/XqtaFZs664uOzh1684ASsWi9m79wiVKzfC0/MnX77407Bhe96+/cCTJy8wNzfH0tKSbt26sXnzFhYvXszgwYPR1dWlTBnpK1MLCMibHLMFI2uZdki+VLs02zE5vUhZVpNSAbPsEB051fuRFcJ14MCB7Ny5A4lEkma66+TJ8zhw4ASnTu2iUqXyMq3z9OlLNm1ykTr+Y9euXbx584r69WtiZ1eeffv2U6RIES5fdpXKVoGUiYqK4s2b9xQrVizFMYcOHWLy5Mn8/h3OkiXLCQoKYv/+fcyevQw7OxsCA4NQUlLhxImTVK5cGQBzc3OmTVtEnz6d8ff359OnT5iZmSWa99Gjh9SuXTFTn+9fJK97LeRJjhEgkL4qqenpFyOQPIKX4z+yylPm/uF3wlrm5uaoqqry/v0nLCzMU7zHze0ely/fxMXFhW7dhnLx4kGZ4gIsLS14+fIl9vb2aY4Vi8WMHDmCY8e2YW1dFgeHirRs6YyKigqTJg0XxEcG2bnzEObmxalbN+WtFS0tLVauXJnoXIsWLQgLC+PMmTP/91C1QUHhP4f2sGHDOHfuLJMnz0dRUUT16tW4dOkyZcqUISgoiBEjhnPv3l2mTx+Wac8mIJAWOUqASEtqpdohZ3lBpGlgJhBHRr0fyYkGWX/H0gqP+M9Yf3sTNnp4Jmz/Jfe5k/aztumuF46Ojly7ditFARIZGcnIkdNYsWIlbdu25cuXLwwZMpETJ3ZIZTdA6dIlePbsmVRjIyIiCA+PSGiQ17BhHR48uISqqkqmlo3/V1i+fCPHj59I170aGhq0bds22WtqampcvXqNmzdvcvjwYU6cOE7NmjU5fPgwPXr0oE4dB27cOE6+fFoZMV8gGQQPiPTkuBgQaQJSQYgH+df5O901tSwUaX7P0o6zM9ZO+Gz1tzdJ9L/x11OaXxoUzO24ft09xeurVm3BwqJkQqn0UaNG8e3bD1xdU77nbywtS/L8ufQCRE0tsdDQ1s4niA85oa2dD0VFxUyZWyQSUbNmTVatWsXnz548ePAAV1dXNDXVWLBgSoL4iI2NzZT1/1UkYolcj7xMjhMg6SUni5CcGteQk8hIG/uMkB7hEREehtjnLdHR0QnXxVK04JYmgLV908bcvu1BRERkkmvv339i48adrJg3g2h/H6L8viEJ9mX69BnMm7dS6uqklpYlefFC+gDWmJgYoY5EJlG5cnlu3bqV6euIRCJMTEyYPHkypUuXYfDgCYjFYsaOnUmtWs6Eh0dkug0CAn+TIwVIerwgkDERktlCxLKEvlQv2fhxqR3/Mun9Pf19nyy/878/Q/MnjqBVK2d0dHQoUqQIWlpaNK1UOsXx0tgTj25+fWrUb0y1ak05fvwcEokEiUTC+fNX6dp1CBMnTqJYkcKJ7mndsBZBQaFSp8UWLVqI4OBg/Pz80hybP39+SpcuzY0b0ntYBKTH3r48bm63s2w9RUVFdu/eg4/Pb2rXdubSpZtYWJRmwoTZQFwq7/r125g6dQGRkUlFsEDaiMUSuR55GZFEiq9NsS+vZ4Epf60pQ0bMn/EgKQWkSluoLLdlx+SF+BJpRVV2bJn9LSY+P7zF2BGDuX37NDExsQQFBTN+/GxsbSvRcsDYhHHpLYwXv97dW9fZsngmiooiYmJiEIthypSptG3blmh/n4TxoaFhxMbGcvX4fubvOMLVq0ekCgxt0KA9S5euoEaNGmmOXblyJW5u19m4cXG6nkkgZT58+EzLlj3x8vLO0nVv3brF6NGjWbt2LaVLl6ZChQqULVsCV9c71KlTh6ioKAICfrNr1xq0tfNlqW3JoadnkSv6D4lEImotuy7XOW+Mqp0rnj095EgPCEjvBYG040Eg75ZsFzwjmcffnxkD5RjGjhzGkiUz0NTUQEcnHx8/fubly7dMnjyZSsX0UrxXVipXr82DBw8ZO3YCs2bN5fHjJ7Rr1y6R+Pj6zYdqjk7MnDqZlvVrQFQkJ0+el2p+HR1tQkJCpBrboUMHLl68hq9v7he7OQ1zcxMCAgK4ffu2VNt48uLXr18sX76cihUroqWlxbFjxyhRoix3797j0KHDHD16jNKly9GiRTfh9y6QaeRYAZIR5CFCcpsQAem3eXISOdX78fdnxURHhT07t2NjXZr69WsCcTUcxo2bzfLlK1BRSf4zlxEefAmkffv2NG/ePFGKJcS5yus1a4WJWVFefvREQUGBpeMGMmnSfPz9A9KcOzw8HA0NDansMDIyomvXbixcuDo9jyGQCiKRiMmTR+Lk1BhNTU3KlLHE2bkFY8eO5eHDh3JfLz6Wp0WLFjg4OCScL1OmDIsWLcLcPC77SlFRkQ0bNtCsWUsaN+7Imzfv5W5LXkUIQpWeHC1A0usFgdRFyL8iRHK6GMmp4uNv4j9Ll8+foUMH54Tz27cf4N27D/Tv3w81NTVUVVVpVrk037y9gJQFb/xnMK3PoYmOCj8DQ/kZGEqU3zei/OIakQWJVZizYj02NmUZM2YQvn4BANSqZEubNm0ZP352ms8UFhaOpqZmmuPimT59OidOnOf163dS3yMgHf37d8PT8yHv33uwceMiWrasj6JiJI0bN5IpWDgtYmNj2blzJ+7u7ohEojS36kQiEbNmzWLMmHE0bdqFrl2H4OEhf1Ek8O+SowUIZI4IAdlc5CkJkeRSQbP7Zfk3OVWI5BbxEU9gQAAPHjygVq2qCedq167Kvn0buX79GL9+veb9e4+4Bm0pNBdLTnT8eS6lz+Sfn+vp8xZRvLg57969YOq00bjdvoeDTZmE6/Pnz+fx41ecOHEu+ecIDOLZs5f8/u0ntQcEQF9fny5durJs2Qap7xGQDU1NDaysLGnRojETJgxj5sxxODk1xtPTUy7znzt3Dj8/P8qWLSvTfQMGDODzZ08aNmzKwIET6N17ZJ6NSZAHQhCq9OTKQmSpIUul1NSKRyWHtC/DP8fllKDWP1/42R24mhMFUVpcvXKJqlUro6GhnnCuZMnilCxZPOHfHz96Ym5uhqbWf0F70nZqlkYQR0VFsWnbTm7dOp1Q+bSgsSGnjpzk+btPlLMwQ/XzXXbu3EmLFs1xcKiEoWGBhPs7dx6Iq+sdTE1NsLOrQNGiRaV6doADBw6wZ89udu1aK/U9AhmjQwdnfH1/U7ZsGVRVVTE1NcXc3BwzM3OKFy+OmZkZRkZGFChQAH19/SSNBe/du8fLly8pUKAARkZGPHr0iO7du6OtLXt8kqamJkOGDKFfv35YWpbmxg03ateuJq9HzVNIsi6UJ9eTKwSIrH1iZC3XLqsQkYV4MSKLEElL6GRU1KRXjGS1cMgp3g8A1+tXqVWrSqpj7t9/nNCL429kDUpNznv37MUrjI0LJiq73qJFIx4/ekb1zkM4tX4+tbsOo7JYTJs2bVi2bAMLFkxJGPvo0XNevnwpk/AA2LRpEzNmTOfo0W2UK1c67RsE5MbQob0ZMqQXv3754enpzefP3nh6fuH27avs2/cVX9/f+Pn54+fnj7GxMfb2lbG3r4JYLGbx4kXky6dJwYKFaN++A05OTqn2nJGG79+/4+/vj61tOTk9ocC/TK4QIOkhPT1j/n5JyFOQyLt4VjzyFCN/Ey9OssNjkZPEB0B1BwfOnj3BwIE9k70eERHJ+vXbWbNmfZJrGcmIid9+Ufz+luBYRfT1E2/vqKioUNC4IMoqKhSu0piPHz/Su3cvrl+/gZaWJpMmDUdbOx/h4RH4+flTqJD0PWPimTp1CocPbxHERzYhEokwMNDHwECfihVtkx0jFot5//4TDx484cGDh3h5fcXFZTk9e47gyJF1WFpayiVQeunSpXTu3AZd3ZRbYfzrCNtT0pPjY0AygiwxIcnxZ7CgLMGrWUlmxp1kV/xIdouPv3/PnoFRdO3aldu3PfjyxSfZe5Yv34CNTXkaNWqU4fVT+pyWKlWKd+8+JjoXGBjMkiVr6du3H2fPnqVy5UrUrVuFQ4dcEIvFbNu2D4jrgFusWNFUy377+/uzceNGli1bxoIFC/j27RvR0dEoKyvniFoQAimjoKBAyZLF6dixFUuWzODgwc1cuuRKqVKl0NXVlYv4+P37N7t27WTQoB4ZN1hAgFzkAZF1Gyae5DwhkHLBsrRIToQ89AlKdD4ztnLSIj1bPTmR7BYfKaGlpYWlpSWenl4UKWKc6Nq7dx/ZunUfjx49zlQbCgV/ICgomMDAYHR04gTBmTMXqV27NmPGjMHIyIgbN45jZRUXlKqpqcmaNVs5duwcX7/6MH78+BTn9vb2pmHDhhQvXoyiRY3x8vrK1q0u+Pn5YWZm8k8KkOPHz+Hn50+vXp2y25R00aGDMzt27Ofjx4+YmJikfUMarF69mqZNG2BsbCQH6/IueT1wVJ7kGgGSEZLrnivNloy0JJfZ8DdZJUqyqstvZpBTxUc8gYFxHrWAgMBELug5c5ajr6/Prl27aN68OeSTfZsjnj+9H3978OK+5Vrw/v1HKlSwAeDw4TMMGDAEAwMD6tevx61bHlhZlSEwMJjQ0DAWLlxIuXLlqF69OkpKyf/n/vz5c5ycGtO/f1cGD+4FxG0pHT16mpo1qyYRXP8CL1++ZcSIKQQFBdO0aYNEwby5BUtLCzZsWEyXLp1xd7+TofiP0NBQ1q1by5kze+RoYd4kr9fukCf/hACBlEVIPPISIymRmYGuf5PbvCE5XXjEExAQQL9+Y7C0LMnhwy4J56dMGcmdOw94+PAZrVtvZ+cFd6nKof+NNFuE1tbWuLreSRAgYWFhCXvOixYtpn37dty6dZfmzRtRrlxZhgwZkup8t27donXrVsydO5E2bZolnFdTU6VTp9YyP0NeICQklN69R2JuXhx9fe1cKT7iadSoLm/ffqBjxw7cunU7XZ/LsLAwWrduRYMGtbGwMM8EKwX+VXJVDIgsNUGS4+9vlH9ioqOS7CFvsjKWJCfWJfmTnGpfpWJ6FFGOwEAcSGCAf8L5gIBAKleugqurO9+//0w4b2FhTteubVm2bCYSiZjH9+7IvKa0n7Vxbeuxdu1WfHx+ADBmzCCmT59GbGwstra2PH36jCpVajJixBRsbW1TnevkyZO0atWSDRsWJRIf/zLh4RF06jSAcuWs+fLFm9mzU962yi0MHtyLoKAAjh8/LvO9AQEBODrWR09PixUr0i5wJyBUQpWFXCVA5EFqIiQ5UhImGRUo/6IQyckF2+LpV7kYK1eupEwZS2rVqoFzVWve3jwLwIwZMyhXrhwNGtSmYEHDJPeKRCK6d2/Hib3bZVpTls+Radh3etS0ZcGCuLLo9erVQCyO4dmzZwCoqqoydepUXr9+zZgxY9mwYQPPnz9PEpm/bds2+vbtw759G6hTp7pM9uZl+vUbTdGiZhgYGNCiRSNKl7bIbpMyjKKiIu3aNef69esy3ffjxw9q1aqJlVVJ1q6dn+IWnkBixBKJXI+8zD/5iUpuOya9ZHQbJzdszWSkLklOFRp/Ev87KFtAlV69enL//l2uXz+GiUlRnj9/TcuWPbC0tGTMmDFUr16N/v1TDkrs0MGZRYvqExjgj45u8hVR40mvgO1Uw5Y2q48AcaKnUqXyDB06hEaNGlO9enVq1apFsWLF6NChA58+vWPu3Nmoq2vQtm07xo8fz/nz55k6dQqnTu1KVEjtX8fL6wt37jzgwYOHmJub06pVUzZt2kmnTq3R0pK+bH1OJDY2luDg4DTHRUVF8fHjR16/fs3YsWNp08aJceOGpGvrRkAgLf5JAQLyFSHxZCSwNSuzaKStI5Keyq+5jfifu7KfJxUadsTKqiTnz+9HUzOuTHm5cqVZvHg6rVq15N69+3Tr1p1x46bh4fGQFi0aUbGibaI/zvnz69GgQR3OHztA+54Dkl0zo1t7FoUM8P3xIyEYdu7ciVy+7MqTJy9xdl6Mi8tWNm3aiK/vD06f3o2amiqPHz/HxWUv1tZWhIaGcuSIiyA+/uLMmUs0a9aMwoULc/z4cd68ecO6dWsxMzPB0bFWdpuXIVq2dKJNmz4MHjyY5cuXJ0nLPXfuHKNHj+Ljx08UKVKI4sXNGD68F126tM0mi3MveX3bRJ6IJFJUTYl9eT0LTJGO9KTipoW8hQjIL6g1O1J6/yVsjbS4dWQ7CxbMZ86cibRv3yLZcQ0btqdh2x40bduZsK/vuHLuNAcO7Kd8+bJs3Lgk0djbtz0YMGA8/cZOo55TC5T//8deFuHx91bhn/FPimVq07KlM5UqlWXQoMSF0bp2HYy7+33Gjh1Ez54dk7xoLl92RUlJUSij/Rc3b96hT59RHDlylOrV/9uSatu2DU5ONWnZ0ikbrZMPgYHBDB06iXv3HtGrV2/69++Pnp4eo0eP5sKFcyxdOpOaNatkSmfnjKKnZ5ErCnyJRCIqTDsv1zkfzGqUK549PQgC5P/kZBESjyBG5M/5BcP59s2bTZuWYGKSfIlyV1d3hg2bwq4LbqipayQIYyFWrgAALbRJREFUCS1lEaVKlWTLlmXY29sluufs2cusWLmFQualmbxwtcxejz8FyN/iA+KyVzp2bM+zZzcS3ffz5y9UVVUT6oQIpM3BgyeYOnUh+/btp27duomu9erVE1tbC7p1a5dN1smf16/fsX37AQ4dOomCggKNGtVlzpyJOfozk5sEiN2U5BtBppeHcxrnimdPD7lOgEDmiRCQvxDJrPReQYzIhxnO9ly8eDBRf5U/EYvF1KjRnJkz52BSuR7wnyfDUEeTHTt2sHbtKi5c2J9kn/zbt+9Uq96Ms/feULyA9DEEKXk/JBIJH5UL8+XLF/bv34eiYgzz50+Wel6BpPj5+WNnV5/bt92S7RI7YsRwDAw0E+qj5CVCQ8P4/NmbsmVLZbcpaZKbBIjtpLNynfPxPKdc8ezp4Z/LgkkL3dhAmTNlUiMzUnkha7No8ir97U0wMzPDy+tLimO+fv3Ojx++tG79X02MeFH5MzCUrl278vbte759+57k3kKFCmJubsqX53fTbWO8+Pjy3ZfiTt2pW7cOnTp15MSJE0yYMDTd8wrEsXfvUZo1a5Zii/rYWDFhYWFZbFXWoKmpkSvEh0DeJdcFoWam9+NP5J0pk1mekMxsoJeX6W8fV5ra3NwcT09vqlVLvoutSCRCTU2d+94BQFw2wd2b14gpa4GpmTm+vr6IRCIKFSqY7P1Nm9Tn3KkT1KpdRyq7/hS/vr9+M236Eh69eo+P72+aOzuxYMEU3r37iJ9fADo6ggDNCHG9cvazZ8++JNeePHmCRCJh//59XLp0MMn1T588OX/+KpqaGhgYFMDQsAAFCxpiZGSQkK4aFRXFsWPn+PzZC4lEgqamBt27t/8ny9r/S+RVb0VmkOsESFYS/zKQhxDJTBHyJ1mZ1psXMDcvzufP3ileV1VVITIyIuHfD9xvMmNkf7Tz5ePnT18MjYwoX94qxTTFpk0dadiwPfMWL0NBQTqHo0QiYdf+Q0yaOZf27VuwdFBvtLXzYWJSBJFIJGSvyBUJ7969o0qVKkCcKBk3bixLly5DTU2NQoUKsmXLHgoXLoiPz08uXbrOp0/eREZGki+fFmKxhOjoaGJiYhCLxQDo6GhTunRJvL2/YmlpSdWqcQG/L1++o3r1ZixbNov69Wtm2xMLCOQUBAEiBfLyhmSVCAFBiEhLYGAg0dGhKV6/d+8xOvn/SzO+d/sGvXt1YvLkEYSEhPLmzXv09HRTvN/Cwhx9fT3u3rwW1yeGuK2b5NCNDSQmJoaWnbrz3deXgwc3Y2tbLn0PJpAmCgoK7Ny5Fmfn7hgYGFC4cGFmzJjO9+9fadasIQYGhWnQoAFeXl54eXnx+PErSpYsw8SJU2nXrh1qampJ5oyKiuLXr1+8e/cOPT09rK2tE12/dOkSffv2xdm5ITNmjM2qRxXIQiTi7LYg9yAIECnJjSIEBCGSGrdv32b//n24up5I9npAQCCjx8xgxorNCeceud9kzsyRAGhpaSb0ZEmNQYN6smTJYooXL46lpSWGOpopipB7Dx/h/fUrrjdPCpUns4CyZUuxcuUcRo0agUQiwd7ejp49h9Gr1wguXJhP+fLlZZpPRUWFQoUKUahQ8kHNjo6OPH78mFKlStKhg3OeqLQqkBihG670CEGoMiCv4NTMCkxNDSFoNTFBQUF06dKF5ctnYWRkkOyY8RPmUrNBU+yq/Fczw9C4MI8ePZdprQ4dWmJuXphmzZpgaGhA69atCA8PTzQm/rN14co1GjSsI4iPDPLgwRNCQv4TeUFBwezff4x+/cawdOl6/Pz+6/Hj5FQfN7fTuLufYfDgnvTuPZLt23fILD6kRVdXl/79B+DisjdT5hcQyC0IAkRGcrMIgf+EyL8uRoYPH0bNmpVxcqqf5FpgYBCrVm3G9fYDqnYfmeha75ETWL3aheDgEKnXUldXY8WKOTx8eBlX1xOcOXMWXXXlZMdevHJdiA/IIFu27MHJqRMDBozjzJlL9Ow5HCurWpw5c4MaNeoxf/5KXr9+n+S+mJgYOncexNy583ByytzCYx8+vBdiefIoOb0Z3e3bt7GxsUFDQwNbW1vc3d1THDtv3jy0tLQSDk1NTUQiEUePHgXg8+fPiESiRGOaNZO+saUgQLKR7BIh8fwpRv4lQVJPP5rt23egqanBq1fvgLjslqtXb9KnzyhsbOpw5uZz+i7YhJpGXP0OiUTCi8cPOLx9EyEhITx58iJda+vq6iCRSNDWTvrz9v31m3fvP1K5cuZ88/4XWLJkHRs37vp/Fosimzbto1Gj5nz8+IlTp04THBxMw4Z1qFq1UpJ7T526iIGBIX369MlUG8PDwzlz5gzNmzfM1HUEsoecLED8/Pxo2rQpQ4YMwd/fn8GDB9O0aVMCAgKSHT9p0iRCQkISjp07d6Kjo0Pjxo0Tjfvy5UvCmFOnTkltT67y82ZVCm5a5JYUXVnJyn402UmJEiW4f/8+e/fupV27vmhr5yMwMAgjIyN69uyFQ79ZaOnENZKL/5kc2rGZHWuW0q9fF2bev0jhwsbpWtvd/T6FChXCNyhpbYkr112pXsM+R5bCzi1s336A8+cvULp0ac6cSVwQ6uvXryxbtpTLlw8B8OOHL/nz66KsrIxEImH1ahemT5+V6TaeP38eG5tyKW79CQhkFseOHaNw4cL07dsXgL59+7JixQqOHTtGz54907gbXFxc6NixI+rq6nKxR/CA5ABMdFSy3RvyN3nZK7LRw5MKFSqwdOlSPD29aDJiLr0WbqXfumMoV2qWID7+pGRZa/IXyM/Ikf3TLT6ePHnBgAFj2bx5c7LXL1y5Rr16NdI1t0AchoYFUiwc5ubmRr58WkyfvoRy5WpRpkx1du6Mq/Fx+/ZdQkPDZXIfp5d9+/bi7Nwo09cRyB7EEolcD4irRxR/zJgxI922PX36FFtb20TnbG1tefr0aZr3fvnyhQsXLiTrISxXrhwFCxakefPmvH79Wmp7co0AySnej3jkWS01npwmQiBvCxGAzfe8KW5dgcIlSie59udzW1eojGEBA4oXr0z79v1YtWozDx8+lanoUGBgEHp6+Slrl7jomW5sIHfvP+T85as4OtZO97MIxAmQ79+TVqWFuD+0zs6taN++CzduuLJz506uXr2Fj88Pli3byOjRY6Su1ZIefv78SadOHbl714MWLQQBIiA9Eokk4UhJgERHRxMREZHiIZFICAkJQVdXN9F9urq6BAcHp2nDtm3bsLa2pkKFCgnnChQogIeHB58+feL169dYWFjg6OhIUJB0HvRcI0ByIv+KCIGkFVfzAhs9PJM9n5zoUlBQwNX1Jk+ePCUyUsz06Yto0qRTssGMKVGjRhUKFNDl6MEDCeeCg4JYsW4jLTv3YN26hSn2pBGQjoiISDQ0NJK9ZmFhwfLly+nUqRPFixenfv36XLt2mzp1WqGoqEK3bt0yza6TJ09iZVUOfX0tbt8+Tf78Sb1sAnmD7IoBadmyJerq6ikenp6eaGlpERiY+L0VGBhIvnypV+eVSCRs27aN3r17JzqvpaVF5cqVUVZWRldXlyVLlhAdHY2bm5tUNueqGJCciDzjQeKJFyE5JTYknrxUU+RP8SGNuKpUTI+goCC6deuKqqoiu3evo3btamhqJv+yS46AgEDCw8OJDAvGz8eb9evXs3v3LurUqc7Ro9uwsrJM17MI/MfXrz4UKVJEqrFGRkaEhoamWMVWXty+fZvevXuxd+96KlUSAozzOpmRuSINp0+fTnOMtbU1K1asSHTu8ePHjBo1KtX7rly5go+PD507d051XPw2kbTkCg9ITtt+ySpyYmwI5P5tmfRk//z+/Zt69epSvHgR9u3bQJMmjjKJj58/f9GsWVfq12/Eu3dvqVWrJkpK0Vy7dowtW5YJ4kMOSCQSmQQIkOni4+3bt7Ru3Yr16xcJ4kMg22nZsiVfvnzBxcWFqKgoXFxc8PHxoWXLlqne5+LiQqtWrdDTS+y58/Dw4NWrV8TGxhISEsL48eMRiUQ4ODhIZY/gAZEDmeEF+ZOclCnzJ3bG2nnCG5IWv358p2fPttStW5WZM8cmvLRiYmIYN24W+fPrMWJEP168eMO9e4+4e/cx9+49wtf3F4qKiigpKREbG8uECROYOnUq+fPr8eDBJQoU0E9jZQFZ8PcPQFlZCS0trew2BbFYjIeHB127dmHSpOFCbZd/iJxcCTV//vycOnWKQYMGMWTIEEqWLMmpU6cShIWXlxdlypTh5cuXFCtWDIhL3T127Bjnzp1LMt/Hjx+ZMmUK379/R0NDA3t7ey5evIiOjnTvQ5FEiii62JfXZXhE+ZNbPCCZKULiyYlCJJ7cIEZk9dz4fPFmaGdnOndypk3rJhw8eIKKFW2pVKk8I0dNw8c3BAVFBe7dvomFpSXlylemnF1lrOwqYWRciNjYWAprKQJgVsiQ169f07hxQx49upIZj/dPExUVRdWqTVi9el2SOgVZQWxsLLdu3eLw4cMcO3aUfPm06Nu3M716dcpyW/IaenoWuaLLrEgkosSgo3Kd8/26Vrni2dOD4AGRI5ntCYGcGx8CeStGJJ49m1ajpCAhv54Ojo5tcXJqwu3bW7l77z4VHaqxeMteVFRViY6KQkVVNcn9SsrKaGr+t4127949bG2tsvIR/hkUFRVRU1MjOjo6U9eJjo7G09OTDx8+/HG8x93dnYIFDWnWrAFHj24VKp3+o+RVsZAZCAJEzmSFCIHcIUQg94uRYZNns3GJKnsPnWPt/lO8vn2JYXNXERERjqqqWsJ2THLiA/77Pb18dI/td++ycOEC5s+fnGX2/yvcvHmHMWNmYmBgmCm1PMRiMUuXLmXdunV8+/YNY2MjzMxMMDEpgqlpEVq2rM+MGcMxNS0m97UFchfZFYSaGxEESC7nzyBVQYzIHxVVVYZOnp3w7+KlygCgppa0EuA+l/VUrlGb4iX/CyiNiopi9/ZtrFi6EHt7O86c2SN0QM0E8uXTIigomMePn8o9sPTLly9069aViIhQdu1aTcmS5kK1WgEBOZArsmByG5lRH0Qa4rNmUjuyk7zed+byycP0bF6P4/t2EBMTw+lDe6hSwYbzZ46wf/9GduxYLYiPTMLGpixaWpo8e/ZMrvMePHiQChXsqFbNjlOndlGuXGlBfMgBH58frFq1GXf3+0RGRma3OXJFLJbI9cjLCB6QTCKrtmJkJad4TLLLM/LQJyhDAqhSseQLSN3z8qeoWQlq16jA0R0b2LB4DiVLFmfzxkU4OFRM93oC0iESiWjVyom9e/dQuXLltG9Ig+joaPr168vNm67s27cBOztrOVgpEM/GjTvx8HjCiROXePPmLXbly+HgUImq1SpRqVJ5NDTk02skO5CIY7PbhFyDIEAykZwqQuLJKem9eSF4tVIxPaqUt8LP7ytXrxzm7dsPWFuXyfQ6EwL/0bp1U5yde7B06TIUFRUzNNfIkSPx9v7E9evH0NLSlJOFAhAn7vbsOcLOnbto3Lgxvz6/wf3efVxvu7Ng3iqevXhNmTKlKFnSnKJFCwnVgfMwggD5x8lJwaxZJUTi55fVE6Li78XaU3t58uQxT548wdPTk0qVKtGwYSMaNWpE6dKl2bnzNurqatjYlM0M0wVSoWTJ4hgaFuDGjRvUrVs33fNs2bKFixfPc+nSIUF8yAmxWMydOw84ceI8x46dxczMDEdHRwC0tfPRsF4dGtarA0BYWDiP33vz7t07Pn/+jJtb2o3SchKCB0R6BAGSyeR0L0hOJCcKkUrF9DCtaUvlyrZUrGiLs3NdihQpxN27D7l69Tpz5swmJiZGaLGezRQooC91I6zkcHNzY9KkiZw5swcdndT7YwhIz5kzlxgzZib16zvSs2cvpkyZgpKSElF+35KM1dBQp6p1SWrXrg1AlN839uzZm8UWC2QFuUKAKH5/m2uKkeVWcsp2zJ9kRaVVWbwgEglMmpQ41bJYscK0adMMiUTCixdv+P3bLzPMFJCC6Oho7t59QM2a6as6KpFI6NWrJ8uXz8LCwlzO1v3bFCxoSKFChahYsSJt27ZNs/kZkKw4yQ0IHhDpyRUCRODfJTO9IbJuwSgpKRIbK072mkgkoly50vIwSyCdvH37kYIFC5I/f/503X/lyhWUlBRwcqovZ8sEzM1NePfuPUOHDkVJKW+/diSxggCRFiENNwvIrrRcWcnuNN3UyO703Xte/hgYGDB79jKePHmRbXYIpEz+/LpJWo3Lwtq1a+jVq6MQOCxnwsMj6N9/LHXq1E4iPlTyF0IlvxBk+q+St6WoQJ5DGo9IZgmVeZsPcP/cQbp0GYy5eTEGDeqJo2MtFBQEHZ8TMDIyICgomNDQUDQ1ZQse9fb2xtXVldWrZ2aSdf8uXboM4uNHbx49epTiGJX8hXLtlsvfCFsw0iP85cwicosXJLfwZ1Gzv4/MIp+ODuPGjePjx0/07TuIBQvW4uzcg4iIvFVIKbeioKBA0aKFeffunUz3SSQSVqxYQZs2zYSsl0ygd+9OlChhgqmpCYcPH05xnOAJ+ffINQJE8fvb7DbhnyAnb8PkBO55+aOsrEyXLl148OAhhQoVo2/f0cQK+745gi5d2uDs7MzTp2mnbsbGxnLgwAEqVLDjzJlTDBrUI/MN/AdxcqrPoUNb2L9/E0OHDmHr1q2EhIQkOzYviBCJOFauR14m1wiQvIDgBclbKCgosGPHDsLDo5k4cW52myMADBvWhylThlOvXl3OnTuX7Jjw8HDWr19PyZIlWb58MWPGDMDN7TQmJkWz2Np/iypVKrBq1VwOH95H0aJF6NOnN+7u7km6x+Z2ESIIEOkRYkAEBGTknpd/Qkl2VVVVjh49hrW1FY0b36JOnerZbF36+PrVh9+//VBSUsbY2BA9Pd3sNindtGnTjKJFC9O1azc2bNiItrY2YWFhSCQSvn37xsyZMyhf3oo1a+YKZfKzGEfHWjg61uL795/s23eMbt26IBZDp06d6Ny5M6VLx2WSffgRyPGDe7CzscahsvA7yquIJH/Lz2SIfXk9C0xJm7xQCyQ3FCXLafVAciJ/94Q5e/YsQ4YM4tatU7muj8W1a7fo23c0hQsX5unTZ1SqVJ6LFw9mt1kZ5ty5K6xYsRl1dTU0NNS5evUmsbGxHDy4OdcKxbyGRCLhyZMXHDp0kqNHz2JsbIy6ujofPnygUaO6PHv2iidPnhMbG5vEU5ITEYlEFGyzWq5zfj88NFc8e3oQBEgWIwiQvEmlYnp07NgBAwNtZs0al93mSM3ly64MGjSeo0ePUb16dSpVqsiECYM5c+YSr169p0CB/IwbNwgrqzLZbWq6iYmJYfPmXSxYsIbChQuzZMlUqlatlN1mCfxFbGwst255EBoajqNjTZSVlQGIjIykYMFyueIlLBKJMGq1Qq5z/jg6Ilc8e3oQYkCyGCEOJG9yz8ufFStWsn//MZ4+zT11QoYMmciuXbupXj3OI2BvX4UjR05z8OAJZs2ai7l5Kdat25HNVqafBw+eUK9eGy5dcuPu3buUK1eWb9++Z7dZAsmgqKhIrVpVcXKqlyA+IG6bUyBvIggQAQE5YWRkxPz5C5g4cV52myI15ctb4ef3X/n4uXPn8unTV8zNi+Po6Mj48eO5evUm69Zty3XfwvbsOUyXLoMZM2Y8V65cxcLCAgAfnx/ZbBm57mcpID1icaxcj7yMIEAEBOTEPS9/KlWqhL9/7vFy1a1bnUuXLib8W0dHh0uXLnPkyBF67H3IpOvfuXPHg5kzlzB2bO4q0rVx4y727t1H165dcXNzo1Klinh6fqJpU8dss0kikTBu3CzGjZuVbTYICOQUhCwYAQE54vrsPYaGBbLbDKlRVFRIKD3eY+/DZMfMdPenV69ebNiwgcGDe2JmZpKVJqaL16/f8euXH+bm5nTs2IGbN28yffpo2rRplm2l1v39A5g3bxU7dx6gfXvnbLFBIPPJ66mz8kTwgAgkQghAzRh+vr4YGOhntxlSU7GiDadOnaLV8hOpjgur1pvly5fToEF7duw4kKO2ECQSCffuPWLXrkMJ57Zu3UeZMmWpUMGOYsUM8PA4R9u2zbNcfAQHh7B8+UacnDphY1MHP78QJk2axPv3n3j5UiiumBcR6oBIj+ABEcjV/N0TJjsb1gH4/fqJgUH6urFmB9bWZRkzZiDL106g6pCF5DMskuw4kYICjw1rUm3sBrZvn8OhQ6eoUMEGU9MimJoWxcGhEmpqWRcsKJFIOHfuCu7uD7hxw43Q0AgCAwMwMSnyv/buPS7nu/Hj+OuqqCvRQSenQo4pWlKIyXIop4mfMY2yWzmTMYecZuwuFiYzY8LmGFJk2L3ZhBZjZKFRqAilo1Kprq7fH27dQ4erXDro83w8vo/H1vd7fb6f76VH1/v6HLGysuDgwVAcHR2ZMsWdOXOmVFm9XrZ790FOnvydpUs/p0+fPkilUtLS0sjLy+ODDzwwNW1OSMiOFwZdCkJdIVpAhFqrpA3pytqkriqkpTyq9i6YtLR0goOPkZGh2FgUD49xuI8awM/L3QhfP4cH1y6U2sKh07w1FrM3M2vWHAwNTbh69Q5+fluwtOzD8uV+REfHUFhYqMzHeUVe3lM8Pefg67sRIyNT/P03EhMTw+7de/D0nMtHH03F0dGRyMhI+va1f6N1KU90dCyurh/h5OSEVPpsfRg9PT18fHyIj08gKSmF2Ni4aq2joFxymUypx9tMBJC3iKG22EgLqjeEpD1KqtYAcvz4Sbp3H8QPPxzCyuo93N1ncvBgKFFR10sNBhKJhPnzZxB9NYwpo/tyY99qzqzzKnUEvqpaPX4sMGPRokUEBGwjPPx3wsN/Ryarz7hx0zExscbBwYWJk+YRELCbmJjbSnu+5OQUhg0bh0SiwfnzfxDbehA77jfi432R7E014PTpM0iljRg3bjwpKSl06dJJafeujOjoGCwsLEo8p6qqipWVFZGRUVVcK0GoGWrNQmRvwyJkzyl7MbJ/Bo/kzCevVVZtGQNSXshQtCumm4kuFxLSlVElALzGj8Br2kf0799HaWUqKjHxAX37jiA4OAR7e3syMjLYv38/x48fIzLyCk5ODvj4LCq3HJlMxsiR/6JHj974+PgApQ9QBdgx1rr4v933XKIgL5eMxFukx98k43YUqdcimDzZjZkzJ6Kqqlrp57t9O57hw91wc5tAQvv3kaiU/v2pb0EUhw4F8v33/pW+3+vKycmlY0d77tyJQ0/vxW65zefjAWiZ8TdubuM5enQXbdq0qo5q1gq6um1r1Lij0kgkEnQHKne2WPpPy2rFs1dGrWgBeZvChzIZajcQrR6lKC+gpKU8wqaFjtLvm52eWi0tIDKZjNmzlzJt2nTs7Z91O+jo6ODp6UlwcAhnz54lMDCEzMyscstSVVXlu+/WsGvXDxw+/Gxw6j9Dxsvc91wqPgDqaUgxMLOg3XsjsJ24jD//vMTJk7/TosU7rFmzqdLP+PhxFlpaWhw8eIAbvxwgP6fkHVUBfLftx8GhR6Xv9bri4+/i7PwhI0aMKA4fR48e5dGjR8XhAyBOpwMrVqzkgw88SE5Oqa7qCkokBqEqrsYHEBE+qpapdv3qroJSlNYCcv3KJeb+awwuvaxo1aoV8+fPp15avFK+YchkMu7fv1/ls2AOHfqRLl3eA9Tw9vYu/vk/g0GzZs0YMGAAe/YcVKhMA4PGbNv2FR4eEwkLCwOehZCygkhpmjdvztmz4Vy/fr1SAeT5yqVWVhaEh4fi57eEzD8Oc8pvZqmvSYu/SciRnwkKOsrjx+WHLmX67bezDBgwmgkTJrJt23YArl27xtChQ/E7cvaV6z08PBg3zg1X16lVWk9BqG41ugvmbQ0fyuyCKakFpC50w5TVwlFS+Ii6dIFt/qu5feM6s708GTduFDExtzh06BjBwccoQoUWLVujb2SMnoExBkZNaGtugaV1N4W7DcL2B3D4cBBHjvxQZdM9T5z4FS+vJXSd9iUGZiWPNXhuUqunuLp+yIULPyn8TMePn2T+/BV062bLl1/60bp1a6DsLpmS7BhrTWFhIZqamty7F0n9+ooF3fv3H9KpU2+cnBxZunQOZmamHDwYyoLFq3n3k/Xoty55j5q8x+kk/HmK5MhTPLp5hbCwEFq2NKlQnctz8+Yt1NXr07SpMfXq1UMul+Pv/x2bN+9k79599OnzrBuusLCweJbLpog7Jf5ueNqaoKmpSUzMObS0RKvmy2pTF4y2Y/ndnBWRefKLWvHslVFjp+G+reEDnu0H86Y2pXvd8AHPWkFqQwgpycvhIzfnCQsmjSPhdgyfzPbEde/64r0lLC3NsbQ0Z+nSOURHx3Dv3n0ePkwmKSmZxNuX+TFwO0lJj+jVbyDd3+2HhlSTwsICJBIJjXR00dbRRUevMQ21ddArSMPX14dffjmgtPDx9OlTzp37Ew0NDQwNG2NgoP/Ch1NExEVmzPDGdubaUsNH6p1oJKpq6Jm05dvb9WncWJ8NG7Yya5anQvV0dnbEwcGejRu30a2bDRMnejBv3jzcmmTitXY7Go30aO80FhXV8v+UqKmpYWHRicuXr2Jnp1hLyv37DzE2NqJXr74MHuwKyNFu0Y7es9eVGj4ANBrp0q6vC+36uvDbygkkJaUoLYDExNxm+XI//vzzL9TU6pGUlESTJkZoaTVAU1OL8+f/oEWLFsXX+/r6AjDIfWqp7/mWPxIwNjbi0aMUEUBqOXlRUXVXodaokQHkbQ4fb4IyQkdtY92kkUJrgKioqHLz+lWCDm4tdUaERCLB3Lwd5uav/t7Fx9/l2LFfCDuyC5msCDU1VeRyOSmpGaSnZ5CWlsbjzMeoqqryxRfer/0hJ5fL+euv6+zeHcShQz9iZmYGQFJSEsnJj5BIJBga6qOv35i4uAR27drN3lSDEstKi7/JSZ/JNDO3xt5rHRKJBBPXpQRvX0x0dAxr135Ogwaa5dZJKtVg7typuLqOZMWKdRgZGfHOO5Y4O/bmyI8/E/k4HesPZyn0fA4OfTl79rzCAaRr1y706mXL1atXiYyMJCUlBf+/FXppMYlEhSIlfCikpaXj67uB4OBjfPrpPA4ePIKGhgb5+fncvXuXxMREbG1t0dDQACAlJYU5cz7ht99+ZfDgAdz66yI5WZloNiz5y4exsTFJSSm1YqVZQVCGGtUFU5eCx5tqAVGW2toCUpLvN31F8q0rbNni90bKl8lkPHmSQ6NGDV+rnMOHj+Pnt4msrCe4ubnj7u5Oq1b/mxkhl8vJzs4mKSmJpKQktLW18fur5H+np9mZHF80huWLZ7LA24cR/sepJ332zbrwaS4Xd/ggS4ph23d+WFp2rFA98/Pzi7tQzM17YWPTjUxTe/TNzDk4a2ipS7vvGGtNaGgovr4r+fHH3QrfLzc3j0GDPqRHj96sXLmST07EVai+p3w82Og7B3t72wq97mWfffYlMTH3+P7779HXL3ugcWpqKgYGBkyd+jELFswgPz+fThZ9+HRrCM3M2pf4mhO+sxg+3JH333d+rXq+jWpTF0zDPvOUWmZW2Opa8eyVUWMGodal8AHPumFqsrdlMCrAeJfBb3TZa1VV1dcOHwA+Phvw9l7C7dt3WL58+QvhA/77x61hQ9q0aYO9vX2p4QPgxs+BDHivB25uo7HpZk3ilfDic2rqUuw8l2P07hgGD3Nj0eJVPHmSo3A9/zl+Y/t2f6ys2tMo7hQRqydhYKDPgAH98fb25uPm2a/84Rw4cCCJiUn8/vsFhe8nlWoQGPgdubnptGvXllYxoRXaJVRFrT7btgdy5sy511okTUenER06dCgzfDwf9PuBz04sunRm5coFaGk1YNWqr7FzGl5q+JhkZ0rHjuZERUVXun6CUNvUiABS18KHULUuXrzIO++UPUCzJkhJSaVfv36olLG+BfDClNfSZN66wvD/fpMeOXwADyPDXjgvkUho4/A+zv8O5GRUIjZ2gzh+/GSFv2nZ2VnzySeT2bnza65fP8OZM0eYMOH/KCx8zKRJHpxZMoqokO/IfvQA9z2XqF+/PsuWLWPWrMXs2LGPlJRUhe5jaKjPunUr+PprH9atW8s3wzsqPCPH2n0RcSrNmDLXh/btezJ9+kJSU9Mq9JxFRUXExsbx5EnJ3Z3//DfJSLxD1IEN9HXoCUBUVDR7Dxxl6OSyvxn379+fsLCICtVLqHnENFzFVesYEBE8qs7z2TJ1cbzI+fPnsLa2rO5qlEkmk5GRkYmenl6FZ5iUREOvCVev3WDQIMdnYxJKCRZS7cZ0n7SS+1Hn8Fr4JXpf+DNvziSGDRuIqqoqT57koKqqqvA+L02aGNGkiRHOzo4sXDiLy5ej2Ls3mH3LXLGZsBh3YNOYMejo6ODr68PixT4EBm7B3t5OofKPHPkJc3NzHjx4QNu2bYtDSFnvmZZBUyyHT8Ry+ERWvmvIunXrcHBwYevWda+MRUlOTiEwMARNTSkGBs8G/urr67F69dc8eJBKaOiWV8p/+d5n/T+lvYkBixZOJy4ugZmzlzHMcw5a2rplPlvPnj25cSOW9PQMdHV1FHo/hJqnIq1zdV21tYCI8FE1xGJlEBUVVeFxDlVNRUUFdXV1xu/4XSnlmb03iq0BeyksLCT2VhxSw7IHxza17I7Tyn00dfJg6ZfbaNuhF23a2NGmjR02NgMID/9DofsmJCQycOAYbG2d6NDBntGjPZ99gPt4kxAWBMCU4GgO55ry66+/sXnzFj74wJPA/WXvxvvckiWf0KPHO/Ts2QNnZye++uorLlwofe+aly0+ncyaNWv45ptvGT9+Ohs3bkMul5OX95R16zbTs+dg7txJ5ubNRA4d+pkVK9YzZsxkVFWl/PzzL+jq/i9ElNYS5TDXnwd59WjZ2pY+jqMpbNwGFYv+5dZNXV0de3t7Tp8WrSBC3VAtg1BF+PifNzkY9XXXCHkbBqJ2M9GlZUtTgoO31fjZBV26DsTK0wfdFm2UUt6vX0xklHN3LkVep7BdP8x6DVL4tY8f3qWetAH7Jjty4sQJJkxwx8HB/r+735owatTQEtcSOXDgCEFBP7F8+eeYmJhw9+5dPpq9mLiLYbTq2pse01e/8pqUW9c4+9VsQoK2YmWlWFdZbm4eR4/+h4iIi/zyy2maOIyho9NYhZ8PIPvRfeJ3fUajRprExt6ha1cbVq/+kjZtyn7/FWmhksvl5KQlo6lnWDwot4dZ2QvUTbIzZcGCBchkWSxaNFvxB6kDatMgVGn3GUotM/fchlrx7JVRpS0gMuN2InxUs7rYGmJkZERi4sPqrkaZMjIyeZqXR0EZy4tXlLX7Io5GxHImLLzCoaaRcQuk2npM2HsZZ2dnLl26TN++AzlxM5fP125n3rzPS/yjeO3aDdTU6nHixAm0tbWxtbWl5zRf+i3YRCvHMSXeS9+sE1aucxnm8i98fDdQUFBQbv2kUg1GjRrG2rWfs2vXRm4e34msoGKBWcugKR1mbOSxsTU7d+7m0KFgpYQPePZB1KCxUYXXhDE3Nyc2Nr78CwXhLVBlLSAieJTsTU/HrWwryNvQ+gHPWkDmzp2LhoaMuXOnVXd1SpSZmcXgYeNRbdEFqw9nK20hsx1jrUlISKBHj+64u08gsdNIpZSbn5PNb76TsGhlhIVFB6ZMcS/e/2bkyI/p3LkrixYtQl9fv0LjWZ6kJXMx4HP0VHLYssUPM7OWpV6bk5PLvn3BpKWlk5KWya6dB7AeP5/W9oq38pSktIGtyhiXU14LCIBLKynt27cjMvJXtLUV21CxLqhNLSAatspdUj/vj29qxbNXRpW0gIjwUbqqnI6bnPmkTg5ClcvlqKnVyDX3yMrKZpjLBCRNOyktfMjynxL/x0m2bt2KjU1Xxo8fxf79+7BOeXUfksqor6mFw7xvyGvjSFRULGPHTiEnJxeAfv3eJTg4CBubrsyYMYOCXMV/3xroGfLu3A24uX2Mk9MYdu8ufd+anJwc/Py+ITDwKBczG9F5jBdGHW1e+9le3lhPkRlHioq4Vf6Mn+A7uQwcOJDAwBCl3FOoemIWjOLeaAARXS41Q10NHs/FxsbQvHnT6q5GMZlMxpUr19i0aTv9ncdS2NgM648+VVrLR05GCqfWzyM0NAgfn8XMnz+DoKAAVq3yxUlFOeuhqGtpY9Z7MM0mrCK7QVMmT56HTCZjyhR3Ll8+yZ49m4iIOMv9q+crVK5EIuGSfi9OnQpj1aqNnDoVXuJ1+vqNOXEiEJmsABV5Ee36utBAz1AZj1ZMWcGjoiZPnsL27YFv7bdeQXjujQUQETxqhrocPAAePnzI6dOncXTsXd1V4dq1G4we7YmZmS2TJ88nLi4F4/fGY+O2UKmb1wV5DWXIkMH07t2dkSMHA2Bi0pw9ezYxbdrUSu1oWxqJREK3j5fwV3waXl5LKCoqKl7a/p2uXch+dL9S5Xbq1InNm7cwe/bSEhdJk8lkBAUdJTv7CVrGNXtwcUX9rdGS3Nyn/P13bHVXRaiEmtwC8uDBA4YNG0bTpk2RSCRERkaW+5rw8HC6dOmCpqYmVlZWREREVOh8Wd5IABHho2Jq+qqotVU3E102btzIiBGDa8S6Crt3H6RVq3bcvBlDdPTfPO0ziZbdByApZ+Gxyli40JtNm3a88LPOnc3Jyspm3A7lTvNUrVcf+1lrOPXnTby9/w3AlSvXiIi4SNHT3EqX6+zsTK9evfnss1eX0I+OjmHFijWEhBzm17VzKn2PmkgikWDYugM3bogAUhvV5ACioqKCk5MTISEhCl2flpbGkCFDmD59Ounp6UybNo0hQ4aQkZGh0Ply61O5xyiZ6HIRapIDBw7w7beb8PD4qLqrwuPHWfznP2GMGTMGQ0PDN9q8777nEnZ2dqSmpr2w0qhEIkFHR5u8rHSl37Oehia2nisI2LaHgoICxo2bRgMrZ8yHuleqvOfvz/r1/oSFnWPLlh9eOG9h0YHly+fh4TGR9HTlP0910zcxIzj4WHVXQ3jLGBkZMXXqVGxtFdsXKTg4mGbNmuHh4YG6ujoeHh4YGxsTHBys0PlyyRVgamoqB8QhDnGIQxziqPLD1NRUkY+qavcmPiu1tbVf+P9ly5Yppa6A/PLly2VeM3PmTLmrq+sLPxs7dqzcy8tLofPlUWhqQFxcnCKXCYIgCEKdVZ2flQUFBchkpXfZqKurV3isWXZ2Njo6Oi/8TEdHh6ysLIXOl6dGbEYnCIIgCELlubi4IJVKSz3i4yu+wJ2WlhaZmS+OUczMzKRhw4YKnS+PCCCCIAiCUMsdPXoUuVxe6tGyZcsKl9m5c+dXZspERkZiaWmp0PnyiAAiCIIgCHVEXl4eeXl5AOTn55OXl0dRUVGJ17q4uHDv3j0CAgLIz88nICCABw8e4OLiotD58ogAIgiCIAh1xPMuGQA7OzukUimnT58GICEhAS0tLRISEgDQ09MjNDSU9evXo62tjb+/P6GhocW7Qpd3vjwK7QUjCIIgCIKgTKIFRBAEQRCEKicCiCAIgiAIVU4EEEEQBEEQqpwIIIIgCIIgVDkRQARBEARBqHIigAiCIAiCUOVEABEEQRAEocqJACIIgiAIQpUTAUQQBEEQhConAoggCIIgCFXu/wFtyX2rY8fdMgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1080x540 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6), dpi= 90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, ecco_ds.YC, \\\n",
    "                              tmp_plt, \\\n",
    "                              projection_type='stereo',\\\n",
    "                              plot_type = 'contourf', \\\n",
    "                              show_colorbar=True,\n",
    "                              dx=1, dy=1,cmin=-1, cmax=1,\\\n",
    "                              lat_lim=40);\n",
    "                            "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Southern Hemisphere"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The final example is a south-pole centered plot.  Note that *lat_lim* is now negative."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x540 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6), dpi= 90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, ecco_ds.YC, \\\n",
    "                              tmp_plt, \\\n",
    "                              projection_type='stereo',\\\n",
    "                              plot_type = 'contourf', \\\n",
    "                              show_colorbar=True,\n",
    "                              dx=1, dy=1,\\\n",
    "                              lat_lim=-40,cmin=-2,cmax=2);\n",
    "                             "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Conclusion\n",
    "\n",
    "You now know several ways of plotting ECCO state estimate fields.  There is a lot more to explore with ``Cartopy`` - dive in and start making your own cool plots!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1440x540 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(16,6), dpi=90)\n",
    "\n",
    "tmp_plt = ecco_ds.SSH.isel(time=1)\n",
    "tmp_plt = tmp_plt.where(ecco_ds.hFacC.isel(k=0) !=0)\n",
    "\n",
    "ecco.plot_proj_to_latlon_grid(ecco_ds.XC, ecco_ds.YC, \\\n",
    "                              tmp_plt, \\\n",
    "                              user_lon_0=-66,\\\n",
    "                              projection_type='InterruptedGoodeHomolosine',\\\n",
    "                              plot_type = 'pcolormesh', \\\n",
    "                              show_colorbar=True,\n",
    "                              dx=1, dy=1);\n",
    "\n",
    "plt.title('ECCO SSH [m] -- like never before! :)');"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.12.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}